Merge lp:~j-bull08/fluidity/turbulence-clean into lp:fluidity
- turbulence-clean
- Merge into dev-trunk
Status: | Merged |
---|---|
Merged at revision: | 4202 |
Proposed branch: | lp:~j-bull08/fluidity/turbulence-clean |
Merge into: | lp:fluidity |
Diff against target: |
91356 lines (+37160/-43759) 180 files modified
assemble/LES.F90 (+171/-115) assemble/Momentum_CG.F90 (+97/-100) diagnostics/Field_Copies.F90 (+66/-23) diagnostics/Simple_Diagnostics.F90 (+3/-3) error_measures/Field_preprocessing.F90 (+2/-2) examples/backward_facing_step_2d/backward_facing_step_2d.xml (+17/-15) examples/backward_facing_step_2d/backward_facing_step_2d_kim_kepsilon.flml (+110/-24) examples/backward_facing_step_2d/backward_facing_step_2d_kim_reference.flml (+117/-43) examples/backward_facing_step_2d/postprocessor_2d.py (+60/-81) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC.dat (+0/-10) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-list.dat (+0/-10) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-table.dat (+0/-124) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-list.dat (+0/-10) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-table.dat (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-list.dat (+0/-10) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-table.dat (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-list.dat (+0/-10) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-table.dat (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-list.dat (+0/-10) examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-table.dat (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/README (+0/-28) examples/backward_facing_step_3d/Ercoftac-test31-BFS/extract_Ercoftac_test31_BFS.py (+0/-43) examples/backward_facing_step_3d/Ercoftac-test31-BFS/readme (+28/-0) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.181 (+0/-124) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.360 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.411 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.513 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.641 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.744 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs12.181 (+0/-124) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs12.360 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs12.411 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs12.513 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs12.641 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs12.744 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs22.181 (+0/-124) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs22.360 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs22.411 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs22.513 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs22.641 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs22.744 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs33.181 (+0/-124) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs33.360 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs33.411 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs33.513 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs33.641 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs33.744 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rskk.181 (+0/-124) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rskk.360 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rskk.411 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rskk.513 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rskk.641 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/rskk.744 (+0/-194) examples/backward_facing_step_3d/Ercoftac-test31-BFS/stat.inf (+0/-28) examples/backward_facing_step_3d/Ercoftac-test31-BFS/x.181 (+0/-126) examples/backward_facing_step_3d/Ercoftac-test31-BFS/x.360 (+0/-196) examples/backward_facing_step_3d/Ercoftac-test31-BFS/x.411 (+0/-196) examples/backward_facing_step_3d/Ercoftac-test31-BFS/x.513 (+0/-196) examples/backward_facing_step_3d/Ercoftac-test31-BFS/x.641 (+0/-196) examples/backward_facing_step_3d/Ercoftac-test31-BFS/x.744 (+0/-196) examples/backward_facing_step_3d/Le-profiles/Le-profile1-U-x10.dat (+1/-0) examples/backward_facing_step_3d/Le-profiles/Le-profile1-U-x19.dat (+1/-0) examples/backward_facing_step_3d/Le-profiles/Le-profile1-U-x4.dat (+1/-0) examples/backward_facing_step_3d/Makefile (+2/-3) examples/backward_facing_step_3d/avrl.py (+39/-0) examples/backward_facing_step_3d/backward_facing_step_3d.flml (+55/-41) examples/backward_facing_step_3d/extract_data.py (+149/-0) examples/backward_facing_step_3d/postprocessor_3d.py (+45/-107) femtools/Makefile.dependencies (+2/-1) femtools/Smoothing_module.F90 (+156/-66) femtools/Surface_Integrals.F90 (+23/-1) femtools/Weak_BCs.F90 (+3/-6) femtools/tests/test_length_scale_tensor.F90 (+77/-0) femtools/tests/test_smooth_scalar.F90 (+4/-8) parameterisation/Makefile.dependencies (+5/-4) parameterisation/k_epsilon.F90 (+53/-1) preprocessor/Boundary_Conditions_From_Options.F90 (+0/-10) preprocessor/Field_Priority_Lists.F90 (+19/-0) preprocessor/Populate_State.F90 (+5/-3) schemas/diagnostic_algorithms.rnc (+50/-18) schemas/diagnostic_algorithms.rng (+55/-17) schemas/fluidity_options.rnc (+14/-0) schemas/fluidity_options.rng (+18/-0) schemas/prognostic_field_options.rnc (+60/-70) schemas/prognostic_field_options.rng (+70/-93) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/MMS_A.flml (+0/-239) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/MMS_B.flml (+0/-239) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/MMS_C.flml (+0/-239) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/MMS_D.flml (+0/-239) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/MMS_E.flml (+0/-239) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/src/MMS_A.geo (+0/-19) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/src/MMS_B.geo (+0/-19) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/src/MMS_C.geo (+0/-19) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/src/MMS_D.geo (+0/-19) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/src/MMS_E.geo (+0/-19) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-noadv/src/MMS_E_structured.geo (+0/-13) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured.xml (+430/-115) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/MMS_A_structured.flml (+689/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/MMS_B_structured.flml (+689/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/MMS_C_structured.flml (+689/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/MMS_D_structured.flml (+689/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/Makefile (+12/-12) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/helmholtz_tools.py (+33/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/plot_data.py (+208/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/src/MMS_A_structured.geo (+2/-2) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/src/MMS_B_structured.geo (+2/-2) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/src/MMS_C_structured.geo (+2/-2) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-structured/src/MMS_D_structured.geo (+2/-2) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured.xml (+448/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/MMS_A_unstructured.flml (+689/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/MMS_A_unstructured.msh (+304/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/MMS_B_unstructured.flml (+689/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/MMS_B_unstructured.msh (+1027/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/MMS_C_unstructured.flml (+689/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/MMS_C_unstructured.msh (+3823/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/MMS_D_unstructured.flml (+689/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/MMS_D_unstructured.msh (+14791/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/Makefile (+15/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/helmholtz_tools.py (+33/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/plot_data.py (+208/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/src/MMS_A_unstructured.geo (+19/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/src/MMS_B_unstructured.geo (+19/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/src/MMS_C_unstructured.geo (+19/-0) tests/Helmholtz-anisotropic-scalar-mms-p1p1cg-unstructured/src/MMS_D_unstructured.geo (+19/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/Helmholtz-anisotropic-vector-mms-p1p1cg-structured.xml (+617/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/MMS_A_structured.flml (+879/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/MMS_B_structured.flml (+879/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/MMS_C_structured.flml (+879/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/MMS_D_structured.flml (+879/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/Makefile (+15/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/helmholtz_tools.py (+113/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/src/MMS_A_structured.geo (+13/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/src/MMS_B_structured.geo (+13/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/src/MMS_C_structured.geo (+13/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-structured/src/MMS_D_structured.geo (+13/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured.xml (+545/-173) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/MMS_A_unstructured.flml (+879/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/MMS_B_unstructured.flml (+879/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/MMS_C_unstructured.flml (+879/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/MMS_D_unstructured.flml (+879/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/Makefile (+12/-13) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/helmholtz_tools.py (+59/-170) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/plot_data.py (+204/-0) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/src/MMS_A_unstructured.geo (+1/-1) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/src/MMS_B_unstructured.geo (+1/-1) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/src/MMS_C_unstructured.geo (+1/-1) tests/Helmholtz-anisotropic-vector-mms-p1p1cg-unstructured/src/MMS_D_unstructured.geo (+1/-1) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/MMS_A.flml (+0/-365) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/MMS_B.flml (+0/-365) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/MMS_C.flml (+0/-365) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/MMS_D.flml (+0/-365) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/MMS_E.flml (+0/-365) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/src/MMS_A_structured.geo (+0/-13) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/src/MMS_B_structured.geo (+0/-13) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/src/MMS_C_structured.geo (+0/-13) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/src/MMS_D_structured.geo (+0/-13) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/src/MMS_E.geo (+0/-19) tests/Helmholtz-anisotropic-vector-mms-p1p1cg/src/MMS_E_structured.geo (+0/-13) tests/Helmholtz-mms-p2p1cg-noadv/Helmholtz-mms-p2p1cg-noadv.xml (+0/-133) tests/Helmholtz-mms-p2p1cg-noadv/MMS_A.flml (+0/-231) tests/Helmholtz-mms-p2p1cg-noadv/MMS_B.flml (+0/-231) tests/Helmholtz-mms-p2p1cg-noadv/MMS_C.flml (+0/-231) tests/Helmholtz-mms-p2p1cg-noadv/MMS_D.flml (+0/-231) tests/Helmholtz-mms-p2p1cg-noadv/MMS_E.flml (+0/-231) tests/Helmholtz-mms-p2p1cg-noadv/Makefile (+0/-15) tests/Helmholtz-mms-p2p1cg-noadv/helmholtz_tools.py (+0/-75) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_A.geo (+0/-15) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_A.msh (+0/-358) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_A_structured.geo (+0/-13) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_B.geo (+0/-15) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_B.msh (+0/-1375) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_B_structured.geo (+0/-13) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_C.geo (+0/-15) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_C.msh (+0/-5302) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_C_structured.geo (+0/-13) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_D.geo (+0/-15) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_D.msh (+0/-23023) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_D_structured.geo (+0/-13) tests/Helmholtz-mms-p2p1cg-noadv/src/MMS_E_structured.geo (+0/-13) tests/mms_ns_p2p0_steady/MMS_A.flml (+1/-1) |
To merge this branch: | bzr merge lp:~j-bull08/fluidity/turbulence-clean |
Related bugs: |
Reviewer | Review Type | Date Requested | Status |
---|---|---|---|
Christian Jacobs | Approve | ||
Alexandros Avdis | Pending | ||
Review via email: mp+149592@code.launchpad.net |
Commit message
Description of the change
Updates to dynamic LES which fix some errors in the trunk version of the model. These were in use in my personal branch. Changes include:
- filter width definitions
- diamond options (choose scalar or tensor filter width, choose ratio of tes filter to first filter)
- included backscatter option (prevents sum of visc+eddy visc<0, otherwise eddy visc>0)
- removed some diagnostic fields which were for debugging
- correctly calculate filtered strain product for Smagorinsky coeff calculation
- update schema explanations
- improve clarity of code comments
Updates to Helmholtz smoothing subroutines:
- add Dirichlet BCs from source field to filtered field
- change alpha to a scalar multiplier of scalar element size (the Deardorff definition) in scalar smoothing routines (previously an isotropic tensor not multiplied by element size).
Added tests of scalar and vector field smoothing routines on structured and unstructured meshes. These test the convergence rate of the filtered fields (convergence rate of close to 2 expected).
Commutation errors (defined as the filtered gradient of a field minus the gradient of the filtered field) are also tested, with convergence rates hard to predict but expected to be greater than 0 and less than 2, depending on the mesh and influence of a boundary error. Tested rates are somewhat arbitrary but roughly conform to expectation.
- 3598. By Jonathan Bull
-
fixing silly mistake in dynamic LES assembly routine.
- 3599. By Jonathan Bull
-
Removing defunct test.
Removing backscatter option from dynamic LES. Adding in optional Smagorinsky coefficient diagnostic field. Limiting the coefficient in the assembly routine to prevent instability. - 3600. By Jonathan Bull
-
reverting unintended changes.
- 3601. By Jonathan Bull
-
more unintended changes being reverted.
- 3602. By Jonathan Bull
-
changing permissions on script
Jonathan Bull (j-bull08) wrote : | # |
- 3603. By Jonathan Bull
-
removing another defunct test.
Christian Jacobs (ctjacobs) wrote : | # |
Looks good - nice to see lots more comments and tests. I can't really comment on the Helmholtz smoothing stuff as I don't know much about it, but the rest looks fine. A few small points:
- Lines 2169-2171 of Momentum_CG.F90:
! Normalise tensor filter width so that volume equals that of scalar filter width definition
!f1_gi(:,:,gi) = f1_gi(:
!f2_gi(:,:,gi) = f2_gi(:
Please can this commented out code be removed. It seems f1_gi and f2_gi no longer exist anyway.
- It would be nice if the scalar LES diagnostic fields were placed in their own loop (like what is done for diagnostic_
- A unit test for the tensor filter width would be useful - something similar to test_length_
- There are a few failing tests on buildbot, mostly to do with the smoothing stuff: http://
- Also, please can you make sure the flow_past_a_square longtest and the BFS examples pass locally before merging into the trunk.
- 3604. By Jonathan Bull
-
modifying convergence criterion. All smoothing tests should now pass.
Jonathan Bull (j-bull08) wrote : | # |
Thanks Christian.
I've done some of the changes you suggested and am working on the rest. How do I force a build on the buildbot branch? How often are they scheduled?
Jonathan
_______
From: <email address hidden> [<email address hidden>] on behalf of Christian Jacobs [<email address hidden>]
Sent: 25 February 2013 14:09
To: <email address hidden>
Subject: Re: [Merge] lp:~j-bull08/fluidity/turbulence-clean into lp:fluidity
Looks good - nice to see lots more comments and tests. I can't really comment on the Helmholtz smoothing stuff as I don't know much about it, but the rest looks fine. A few small points:
- Lines 2169-2171 of Momentum_CG.F90:
! Normalise tensor filter width so that volume equals that of scalar filter width definition
!f1_gi(:,:,gi) = f1_gi(:
!f2_gi(:,:,gi) = f2_gi(:
Please can this commented out code be removed. It seems f1_gi and f2_gi no longer exist anyway.
- It would be nice if the scalar LES diagnostic fields were placed in their own loop (like what is done for diagnostic_
- A unit test for the tensor filter width would be useful - something similar to test_length_
- There are a few failing tests on buildbot, mostly to do with the smoothing stuff: http://
- Also, please can you make sure the flow_past_a_square longtest and the BFS examples pass locally before merging into the trunk.
--
https:/
You are the owner of lp:~j-bull08/fluidity/turbulence-clean.
- 3605. By Jonathan Bull
-
fixing smooth_scalar unittest.
removing commented-out code from Momentum_CG. - 3606. By Jonathan Bull
-
removing a module that I didn't finish developing.
Adding a unit test for tensor length scale (not working yet)
Fixing build dependencies. - 3607. By Jonathan Bull
-
correcting the length_scale_tensor unittest
Christian Jacobs (ctjacobs) wrote : | # |
Awesome. The branch's build queue isn't scheduled to run at a certain time, so you'll need to force a build here: http://
- 3608. By Jonathan Bull
-
putting LES scalar diagnostic field(s) in their own loop.
- 3609. By Jonathan Bull
-
Fixing the bfs2d example. It now tests for correct reattachment length and convergence to steady state. k-epsilon is very accurate vs. experimental data.
- 3610. By Jonathan Bull
-
changes to bfs3d example.
- 3611. By Jonathan Bull
-
further improvements to bfs3d example
- 3612. By Jonathan Bull
-
changing to gmsh format
- 3613. By Jonathan Bull
-
merging in trunk changes.
Also fixing 2 Helmholtz unstructured tests. - 3614. By Jonathan Bull
-
trying a different mesh generation algorithm in failing test. It was doing fine on a local machine but failing on buildbot.
modifying bfs3d example. not quite right yet. - 3615. By Jonathan Bull
-
fixing test on cx1 and local machine.
modifying bfs3d example - still not perfected. - 3616. By Jonathan Bull
-
adding .msh files to repo since gmsh behaves differently on cx1, causing test to fail. changing tolerances and changing .geo files back to original forms.
- 3617. By Jonathan Bull
-
merging in trunk changes
- 3618. By Jonathan Bull
-
merging in turbulence branch (no changes)
- 3619. By Jonathan Bull
-
small change to make clean in test.
Making fields in bfs3d use consistent interpolation to try and fix problem with diagnostic output. - 3620. By Jonathan Bull
-
bfs3d example now roughly converges in time-average velocity and produces sensible plots of reattachment length and velocity profiles when postprocessed.
- 3621. By Jonathan Bull
-
merging in latest trunk changes.
Jonathan Bull (j-bull08) wrote : | # |
BFS3D example now working quite nicely, with reasonable reattachment length and velocity profile plots when results are post-processed. Same for BFS2D. Tests are green on buildbot. However, the mphase_rising_body and divergence_
Christian Jacobs (ctjacobs) wrote : | # |
Looks good to me. However, since this will be quite a big merge, I would like to make sure that all longtests have a green light on buildbot with the current version of the trunk before you merge in your branch. Many of the buildbot longtests are currently failing because the Fluidity binary is not updating as it should. It's currently testing an out-of-date version of the trunk. I'll keep you informed.
Tim Greaves (tim-greaves) wrote : | # |
Thanks for flagging that one up Christian - that's one for me to fix. I have a solution in mind which I'll have a go at implementing today.
Tim Greaves (tim-greaves) wrote : | # |
The buildbot bug is now fixed, so all tests should now run with the latest version of Fluidity completed building at the point that they are started.
Christian Jacobs (ctjacobs) wrote : | # |
Excellent. Thank you!
Tim Greaves (tim-greaves) wrote : | # |
We have a fallout of one example and three long tests needing a bit of attention; I've contacted the maintainers of each and asked them to take a look. Once that's done we should be green across the relevant boards.
(I'm assuming the BFS2d example will be fixed by this merge hence is OK to be red)
Tim Greaves (tim-greaves) wrote : | # |
Christian - we have this at the point where there are three known existing failures (driven cavity example, and OOCD and stagnant conical island long tests) which there seems to be no immediate interest from the maintainers in fixing, and we're aware of them and can if needs be go back to the existing revision to do fixes. Everything else looks to be fine after a week's running through of the examples and long tests. On this basis, do you think we could go ahead and do this merge?
Christian Jacobs (ctjacobs) wrote : | # |
Thanks Tim. I'm fine with this being merged in now. Jonathan: Merge when ready.
- 3622. By Jonathan Bull
-
Merging in latest trunk changes.
Jonathan Bull (j-bull08) wrote : | # |
I've merged in the latest trunk changes and run make test. divergence_
Christian Jacobs (ctjacobs) wrote : | # |
The mphase_rising_body test has failed before on some systems. I think it was just a tolerance issue. Not sure about the other tests, but if the branch queue has a green light then I would go for the merge.
Jonathan Bull (j-bull08) wrote : | # |
Green on buildbot, so going for the merge. Thanks for your help.
Preview Diff
1 | === modified file 'assemble/LES.F90' |
2 | --- assemble/LES.F90 2013-01-26 19:48:17 +0000 |
3 | +++ assemble/LES.F90 2013-04-16 15:27:30 +0000 |
4 | @@ -48,167 +48,205 @@ |
5 | |
6 | contains |
7 | |
8 | - subroutine les_init_diagnostic_fields(state, have_eddy_visc, have_strain, have_filtered_strain, have_filter_width) |
9 | + subroutine les_init_diagnostic_fields(state, have_eddy_visc, have_filter_width, have_coeff) |
10 | |
11 | ! Arguments |
12 | - type(state_type), intent(inout) :: state |
13 | - logical, intent(in) :: have_eddy_visc, have_strain, have_filtered_strain, have_filter_width |
14 | + type(state_type), intent(inout) :: state |
15 | + logical, intent(in) :: have_eddy_visc, have_filter_width, have_coeff |
16 | |
17 | ! Local variables |
18 | - logical, dimension(4) :: have_diagnostic_field |
19 | - character(len=FIELD_NAME_LEN), dimension(4) :: diagnostic_field_names |
20 | - type(tensor_field), pointer :: field |
21 | - integer :: i |
22 | + logical, dimension(2) :: have_diagnostic_tfield |
23 | + logical, dimension(1) :: have_diagnostic_sfield |
24 | + character(len=FIELD_NAME_LEN), dimension(2) :: diagnostic_tfield_names |
25 | + character(len=FIELD_NAME_LEN), dimension(1) :: diagnostic_sfield_names |
26 | + type(tensor_field), pointer :: tfield |
27 | + type(scalar_field), pointer :: sfield |
28 | + integer :: i |
29 | |
30 | ewrite(2,*) "Initialising optional LES diagnostic fields" |
31 | |
32 | - have_diagnostic_field = (/have_eddy_visc, have_strain, have_filtered_strain, have_filter_width/) |
33 | - diagnostic_field_names(1) = "EddyViscosity" |
34 | - diagnostic_field_names(2) = "StrainRate" |
35 | - diagnostic_field_names(3) = "FilteredStrainRate" |
36 | - diagnostic_field_names(4) = "FilterWidth" |
37 | + have_diagnostic_tfield = (/have_eddy_visc, have_filter_width/) |
38 | + diagnostic_tfield_names(1) = "EddyViscosity" |
39 | + diagnostic_tfield_names(2) = "FilterWidth" |
40 | |
41 | - diagnostic_field_loop: do i = 1, size(diagnostic_field_names) |
42 | - if(have_diagnostic_field(i)) then |
43 | - field => extract_tensor_field(state, diagnostic_field_names(i)) |
44 | - call zero(field) |
45 | - end if |
46 | - end do diagnostic_field_loop |
47 | + diagnostic_tfield_loop: do i = 1, size(diagnostic_tfield_names) |
48 | + if(have_diagnostic_tfield(i)) then |
49 | + tfield => extract_tensor_field(state, diagnostic_tfield_names(i)) |
50 | + call zero(tfield) |
51 | + end if |
52 | + end do diagnostic_tfield_loop |
53 | + |
54 | + have_diagnostic_sfield = (/have_coeff/) |
55 | + diagnostic_sfield_names(1) = "SmagorinskyCoefficient" |
56 | + |
57 | + diagnostic_sfield_loop: do i = 1, size(diagnostic_sfield_names) |
58 | + if(have_diagnostic_sfield(i)) then |
59 | + sfield => extract_scalar_field(state, diagnostic_sfield_names(i)) |
60 | + call zero(sfield) |
61 | + end if |
62 | + end do diagnostic_sfield_loop |
63 | |
64 | end subroutine les_init_diagnostic_fields |
65 | |
66 | subroutine les_assemble_diagnostic_fields(state, nu, ele, detwei, & |
67 | - mesh_size_gi, strain_gi, t_strain_gi, les_tensor_gi, & |
68 | - have_eddy_visc, have_strain, have_filtered_strain, have_filter_width) |
69 | + mesh_size_gi,les_tensor_gi, les_coef_gi, & |
70 | + have_eddy_visc, have_filter_width, have_coeff) |
71 | |
72 | ! Arguments |
73 | type(state_type), intent(inout) :: state |
74 | type(vector_field), intent(in) :: nu |
75 | integer, intent(in) :: ele |
76 | - real, dimension(ele_ngi(nu,ele)), intent(in) :: detwei |
77 | - real, dimension(nu%dim,nu%dim,ele_ngi(nu,ele)),intent(in) :: strain_gi, t_strain_gi, mesh_size_gi, les_tensor_gi |
78 | - logical, intent(in) :: have_eddy_visc, have_strain, have_filtered_strain, have_filter_width |
79 | + real, dimension(ele_ngi(nu,ele)), intent(in) :: les_coef_gi, detwei |
80 | + real, dimension(nu%dim,nu%dim,ele_ngi(nu,ele)),intent(in) :: mesh_size_gi, les_tensor_gi |
81 | + logical, intent(in) :: have_eddy_visc, have_filter_width, have_coeff |
82 | |
83 | ! Local variables |
84 | - type(tensor_field), pointer :: field |
85 | + type(tensor_field), pointer :: tfield |
86 | + type(scalar_field), pointer :: sfield |
87 | real, dimension(nu%dim,nu%dim,ele_loc(nu,ele)) :: tensor_loc |
88 | + real, dimension(ele_loc(nu,ele)) :: scalar_loc |
89 | |
90 | - ! Eddy viscosity field m_ij |
91 | + ! Eddy viscosity |
92 | if(have_eddy_visc) then |
93 | - field => extract_tensor_field(state, "EddyViscosity") |
94 | + tfield => extract_tensor_field(state, "EddyViscosity") |
95 | tensor_loc=shape_tensor_rhs(ele_shape(nu, ele), les_tensor_gi, detwei) |
96 | - call addto(field, ele_nodes(nu, ele), tensor_loc) |
97 | - end if |
98 | - |
99 | - ! Strain rate field S1 |
100 | - if(have_strain) then |
101 | - field => extract_tensor_field(state, "StrainRate") |
102 | - tensor_loc=shape_tensor_rhs(ele_shape(nu, ele), strain_gi, detwei) |
103 | - call addto(field, ele_nodes(nu, ele), tensor_loc) |
104 | - end if |
105 | - |
106 | - ! Filtered strain rate field S2 |
107 | - if(have_filtered_strain) then |
108 | - field => extract_tensor_field(state, "FilteredStrainRate") |
109 | - tensor_loc=shape_tensor_rhs(ele_shape(nu, ele), t_strain_gi, detwei) |
110 | - call addto(field, ele_nodes(nu, ele), tensor_loc) |
111 | + call addto(tfield, ele_nodes(nu, ele), tensor_loc) |
112 | end if |
113 | |
114 | ! Filter width |
115 | if(have_filter_width) then |
116 | - field => extract_tensor_field(state, "FilterWidth") |
117 | + tfield => extract_tensor_field(state, "FilterWidth") |
118 | tensor_loc=shape_tensor_rhs(ele_shape(nu, ele), mesh_size_gi, detwei) |
119 | - call addto(field, ele_nodes(nu, ele), tensor_loc) |
120 | + call addto(tfield, ele_nodes(nu, ele), tensor_loc) |
121 | + end if |
122 | + |
123 | + ! Smagorinsky Coefficient |
124 | + if(have_coeff) then |
125 | + sfield => extract_scalar_field(state, "SmagorinskyCoefficient") |
126 | + scalar_loc=shape_rhs(ele_shape(nu, ele), les_coef_gi*detwei) |
127 | + call addto(sfield, ele_nodes(nu, ele), scalar_loc) |
128 | end if |
129 | |
130 | end subroutine les_assemble_diagnostic_fields |
131 | |
132 | - subroutine les_solve_diagnostic_fields(state, have_eddy_visc, have_strain, have_filtered_strain, have_filter_width) |
133 | + subroutine les_solve_diagnostic_fields(state, have_eddy_visc, have_filter_width, have_coeff) |
134 | |
135 | ! Arguments |
136 | type(state_type), intent(inout) :: state |
137 | - logical, intent(in) :: have_eddy_visc, have_strain, have_filtered_strain, have_filter_width |
138 | + logical, intent(in) :: have_eddy_visc, have_filter_width, have_coeff |
139 | |
140 | ! Local variables |
141 | - logical, dimension(4) :: have_diagnostic_field |
142 | - character(len=FIELD_NAME_LEN), dimension(4) :: diagnostic_field_names |
143 | - type(tensor_field), pointer :: field |
144 | - integer :: i |
145 | - type(vector_field), pointer :: u |
146 | - type(csr_matrix), pointer :: mass_matrix |
147 | - type(scalar_field), pointer :: lumped_mass |
148 | - type(scalar_field) :: inv_lumped_mass |
149 | - logical :: lump_mass = .false. |
150 | - logical :: use_submesh = .false. |
151 | + logical, dimension(2) :: have_diagnostic_tfield |
152 | + logical, dimension(1) :: have_diagnostic_sfield |
153 | + character(len=FIELD_NAME_LEN), dimension(2) :: diagnostic_tfield_names |
154 | + character(len=FIELD_NAME_LEN), dimension(1) :: diagnostic_sfield_names |
155 | + type(tensor_field), pointer :: tfield |
156 | + type(scalar_field), pointer :: sfield |
157 | + integer :: i |
158 | + type(vector_field), pointer :: u |
159 | + type(csr_matrix), pointer :: mass_matrix |
160 | + type(scalar_field), pointer :: lumped_mass |
161 | + type(scalar_field) :: inv_lumped_mass |
162 | + logical :: lump_mass = .false. |
163 | + logical :: use_submesh = .false. |
164 | |
165 | ewrite(2,*) "Solving for optional LES diagnostic fields" |
166 | |
167 | u => extract_vector_field(state, "Velocity") |
168 | |
169 | - have_diagnostic_field = (/have_eddy_visc, have_strain, have_filtered_strain, have_filter_width/) |
170 | - diagnostic_field_names(1) = "EddyViscosity" |
171 | - diagnostic_field_names(2) = "StrainRate" |
172 | - diagnostic_field_names(3) = "FilteredStrainRate" |
173 | - diagnostic_field_names(4) = "FilterWidth" |
174 | - |
175 | - diagnostic_field_loop: do i = 1, size(diagnostic_field_names) |
176 | - if(have_diagnostic_field(i)) then |
177 | - field => extract_tensor_field(state, diagnostic_field_names(i)) |
178 | + have_diagnostic_tfield = (/have_eddy_visc, have_filter_width/) |
179 | + diagnostic_tfield_names(1) = "EddyViscosity" |
180 | + diagnostic_tfield_names(2) = "FilterWidth" |
181 | + |
182 | + diagnostic_tfield_loop: do i = 1, size(diagnostic_tfield_names) |
183 | + if(have_diagnostic_tfield(i)) then |
184 | + tfield => extract_tensor_field(state, diagnostic_tfield_names(i)) |
185 | + lump_mass = have_option(trim(tfield%option_path)//"/diagnostic/mass_matrix"//& |
186 | + &"/use_lumped_mass_matrix") |
187 | + use_submesh = have_option(trim(tfield%option_path)//"/diagnostic/mass_matrix"//& |
188 | + &"/use_lumped_mass_matrix/use_submesh") ! For P2 meshes. |
189 | + |
190 | + if(lump_mass) then |
191 | + if(use_submesh) then |
192 | + lumped_mass => get_lumped_mass_on_submesh(state, tfield%mesh) |
193 | + else |
194 | + lumped_mass => get_lumped_mass(state, tfield%mesh) |
195 | + end if |
196 | + call allocate(inv_lumped_mass, tfield%mesh) |
197 | + call invert(lumped_mass, inv_lumped_mass) |
198 | + call scale(tfield, inv_lumped_mass) |
199 | + call deallocate(inv_lumped_mass) |
200 | + else |
201 | + mass_matrix => get_mass_matrix(state, tfield%mesh) |
202 | + call petsc_solve(tfield, mass_matrix, tfield, option_path=u%option_path) |
203 | + end if |
204 | + end if |
205 | + end do diagnostic_tfield_loop |
206 | + |
207 | + have_diagnostic_sfield = (/have_coeff/) |
208 | + diagnostic_sfield_names(1) = "SmagorinskyCoefficient" |
209 | + |
210 | + diagnostic_sfield_loop: do i = 1, size(diagnostic_sfield_names) |
211 | + if(have_diagnostic_sfield(i)) then |
212 | + sfield => extract_scalar_field(state, diagnostic_sfield_names(i)) |
213 | + lump_mass = have_option(trim(sfield%option_path)//"/diagnostic/mass_matrix"//& |
214 | + &"/use_lumped_mass_matrix") |
215 | + use_submesh = have_option(trim(sfield%option_path)//"/diagnostic/mass_matrix"//& |
216 | + &"/use_lumped_mass_matrix/use_submesh") ! For P2 meshes. |
217 | + |
218 | + if(lump_mass) then |
219 | + if(use_submesh) then |
220 | + lumped_mass => get_lumped_mass_on_submesh(state, sfield%mesh) |
221 | + else |
222 | + lumped_mass => get_lumped_mass(state, sfield%mesh) |
223 | + end if |
224 | + call allocate(inv_lumped_mass, sfield%mesh) |
225 | + call invert(lumped_mass, inv_lumped_mass) |
226 | + call scale(sfield, inv_lumped_mass) |
227 | + call deallocate(inv_lumped_mass) |
228 | + else |
229 | + mass_matrix => get_mass_matrix(state, sfield%mesh) |
230 | + call petsc_solve(sfield, mass_matrix, sfield, option_path=u%option_path) |
231 | + end if |
232 | + end if |
233 | + end do diagnostic_sfield_loop |
234 | |
235 | - lump_mass = have_option(trim(field%option_path)//"/diagnostic/mass_matrix"//& |
236 | - &"/use_lumped_mass_matrix") |
237 | - use_submesh = have_option(trim(field%option_path)//"/diagnostic/mass_matrix"//& |
238 | - &"/use_lumped_mass_matrix/use_submesh") ! For P2 meshes. |
239 | - |
240 | - if(lump_mass) then |
241 | - if(use_submesh) then |
242 | - lumped_mass => get_lumped_mass_on_submesh(state, field%mesh) |
243 | - else |
244 | - lumped_mass => get_lumped_mass(state, field%mesh) |
245 | - end if |
246 | - call allocate(inv_lumped_mass, field%mesh) |
247 | - call invert(lumped_mass, inv_lumped_mass) |
248 | - call scale(field, inv_lumped_mass) |
249 | - call deallocate(inv_lumped_mass) |
250 | - else |
251 | - mass_matrix => get_mass_matrix(state, field%mesh) |
252 | - call petsc_solve(field, mass_matrix, field, option_path=u%option_path) |
253 | - end if |
254 | - |
255 | - end if |
256 | - end do diagnostic_field_loop |
257 | - |
258 | end subroutine les_solve_diagnostic_fields |
259 | |
260 | - subroutine leonard_tensor(nu, positions, tnu, leonard, alpha, path) |
261 | + subroutine leonard_tensor(nu, positions, fnu, tnu, leonard, strainprod, alpha, gamma, path) |
262 | |
263 | ! Unfiltered velocity |
264 | - type(vector_field), pointer :: nu |
265 | - type(vector_field), intent(in) :: positions |
266 | - ! Filtered velocity |
267 | - type(vector_field), pointer :: tnu |
268 | - ! Leonard tensor field |
269 | - type(tensor_field), pointer :: leonard |
270 | - ! Scale factor: test filter/mesh size |
271 | - real, intent(in) :: alpha |
272 | - character(len=OPTION_PATH_LEN), intent(in):: path |
273 | + type(vector_field), pointer :: nu |
274 | + type(vector_field), intent(in) :: positions |
275 | + ! Filtered velocities |
276 | + type(vector_field), pointer :: fnu, tnu |
277 | + ! Leonard tensor and strain product |
278 | + type(tensor_field), pointer :: leonard, strainprod |
279 | + ! Scale factors |
280 | + real, intent(in) :: alpha, gamma |
281 | + character(len=OPTION_PATH_LEN), intent(in) :: path |
282 | ! Local quantities |
283 | - type(tensor_field), pointer :: ui_uj, tui_tuj |
284 | - character(len=OPTION_PATH_LEN) :: lpath |
285 | - integer :: i |
286 | - real, dimension(:), allocatable :: u_loc |
287 | - real, dimension(:,:), allocatable :: t_loc |
288 | + type(tensor_field), pointer :: ui_uj, tui_tuj |
289 | + character(len=OPTION_PATH_LEN) :: lpath |
290 | + integer :: i, ele, gi |
291 | + real, dimension(:), allocatable :: u_loc |
292 | + real, dimension(:,:), allocatable :: t_loc |
293 | + real, dimension(ele_loc(nu,1), ele_ngi(nu,1), nu%dim) :: du_t |
294 | + real, dimension(ele_ngi(nu,1)) :: detwei |
295 | + real, dimension(nu%dim, nu%dim, ele_ngi(nu,1)) :: strain_gi, strain_prod_gi |
296 | + type(element_type) :: shape_nu |
297 | |
298 | ! Path is to level above solver options |
299 | lpath = (trim(path)//"/dynamic_les") |
300 | ewrite(2,*) "filter factor alpha: ", alpha |
301 | - |
302 | - ewrite_minmax(nu) |
303 | - ewrite_minmax(tnu) |
304 | - |
305 | - call anisotropic_smooth_vector(nu, positions, tnu, alpha, lpath) |
306 | - |
307 | - ewrite_minmax(nu) |
308 | + ewrite(2,*) "filter factor gamma: ", gamma |
309 | + |
310 | + ! First filter operator returns u^f: |
311 | + call anisotropic_smooth_vector(nu, positions, fnu, alpha, lpath) |
312 | + ! Test filter operator needs the ratio of test filter to mesh size and returns u^ft: |
313 | + call anisotropic_smooth_vector(fnu, positions, tnu, alpha*gamma, lpath) |
314 | + ewrite_minmax(nu) |
315 | + ewrite_minmax(fnu) |
316 | ewrite_minmax(tnu) |
317 | |
318 | ! Velocity products (ui*uj) |
319 | @@ -223,23 +261,41 @@ |
320 | |
321 | ! Get cross products of velocities |
322 | do i=1, node_count(nu) |
323 | - ! Mesh filter ^r |
324 | - u_loc = node_val(nu,i) |
325 | + u_loc = node_val(fnu,i) |
326 | t_loc = outer_product(u_loc, u_loc) |
327 | call set( ui_uj, i, t_loc ) |
328 | - ! Test filter ^t |
329 | u_loc = node_val(tnu,i) |
330 | - ! Calculate (test-filtered velocity) products: (ui^rt*uj^rt) |
331 | + ! Calculate (test-filtered velocity) products: (ui^ft*uj^ft) |
332 | t_loc = outer_product(u_loc, u_loc) |
333 | call set( tui_tuj, i, t_loc ) |
334 | end do |
335 | |
336 | - ! Calculate test-filtered (velocity products): (ui^r*uj^r)^t |
337 | - call anisotropic_smooth_tensor(ui_uj, positions, leonard, alpha, lpath) |
338 | + ! Calculate test-filtered (velocity products): (ui^f*uj^f)^t |
339 | + call anisotropic_smooth_tensor(ui_uj, positions, leonard, alpha*gamma, lpath) |
340 | |
341 | ! Leonard tensor field |
342 | call addto( leonard, tui_tuj, -1.0 ) |
343 | |
344 | + ! Zero tensor field for reuse in strain product assembly |
345 | + call zero(ui_uj) |
346 | + |
347 | + do i=1, element_count(nu) |
348 | + shape_nu = ele_shape(nu, i) |
349 | + ! Assuming no FE stabilisation is used with LES so we can use velocity shape. |
350 | + call transform_to_physical(positions, i, shape_nu, dshape=du_t, detwei=detwei) |
351 | + ! Strain rate of first filtered velocity S1^f |
352 | + strain_gi = les_strain_rate(du_t, ele_val(fnu, i)) |
353 | + do gi=1, ele_ngi(nu, ele) |
354 | + ! Strain product = strain modulus*strain rate: |S1^f|S1^f |
355 | + strain_prod_gi(:,:,gi) = sqrt(2*sum(strain_gi(:,:,gi)*strain_gi(:,:,gi))) * strain_gi(:,:,gi) |
356 | + end do |
357 | + ! Assemble local tensor field |
358 | + call addto(ui_uj, ele_nodes(nu,i), shape_tensor_rhs(ele_shape(nu,i), strain_prod_gi, detwei)) |
359 | + end do |
360 | + |
361 | + ! Filter strain product with test filter: (|S1^f|S1^f)^t |
362 | + call anisotropic_smooth_tensor(ui_uj, positions, strainprod, alpha*gamma, lpath) |
363 | + |
364 | ! Deallocates |
365 | deallocate(u_loc, t_loc) |
366 | call deallocate(ui_uj) |
367 | |
368 | === modified file 'assemble/Momentum_CG.F90' |
369 | --- assemble/Momentum_CG.F90 2013-03-03 01:36:16 +0000 |
370 | +++ assemble/Momentum_CG.F90 2013-04-16 15:27:30 +0000 |
371 | @@ -147,8 +147,7 @@ |
372 | ! LES coefficients and options |
373 | real :: smagorinsky_coefficient |
374 | character(len=OPTION_PATH_LEN) :: length_scale_type |
375 | - logical :: have_lilly, have_eddy_visc, backscatter |
376 | - logical :: have_strain, have_filtered_strain, have_filter_width |
377 | + logical :: have_eddy_visc, have_filter_width, have_coeff |
378 | |
379 | ! Temperature dependent viscosity coefficients: |
380 | real :: reference_viscosity |
381 | @@ -249,9 +248,9 @@ |
382 | ! For 4th order: |
383 | type(tensor_field):: grad_u |
384 | ! For Germano Dynamic LES: |
385 | - type(vector_field), pointer :: tnu |
386 | - type(tensor_field), pointer :: leonard |
387 | - real :: alpha |
388 | + type(vector_field), pointer :: fnu, tnu |
389 | + type(tensor_field), pointer :: leonard, strainprod |
390 | + real :: alpha, gamma |
391 | |
392 | ! for temperature dependent viscosity : |
393 | type(scalar_field), pointer :: temperature |
394 | @@ -382,8 +381,7 @@ |
395 | &"/continuous_galerkin/les_model") |
396 | if (have_les) then |
397 | ! Set everything to false initially, then set to true if present |
398 | - have_lilly=.false.; have_eddy_visc=.false.; backscatter=.false. |
399 | - have_strain=.false.; have_filtered_strain=.false.; have_filter_width=.false. |
400 | + have_eddy_visc=.false.; have_filter_width=.false.; have_coeff=.false. |
401 | |
402 | les_option_path=(trim(u%option_path)//"/prognostic/spatial_discretisation"//& |
403 | &"/continuous_galerkin/les_model") |
404 | @@ -401,7 +399,7 @@ |
405 | if(have_eddy_visc) then |
406 | ! Initialise the eddy viscosity field. Calling this subroutine works because |
407 | ! you can't have 2 different types of LES model for the same material phase. |
408 | - call les_init_diagnostic_fields(state, have_eddy_visc, .false., .false., .false.) |
409 | + call les_init_diagnostic_fields(state, have_eddy_visc, .false., .false.) |
410 | end if |
411 | end if |
412 | if (les_fourth_order) then |
413 | @@ -415,47 +413,57 @@ |
414 | smagorinsky_coefficient) |
415 | end if |
416 | if(dynamic_les) then |
417 | - ! Are we using the Lilly (1991) modification? |
418 | - have_lilly = have_option(trim(les_option_path)//"/dynamic_les/enable_lilly") |
419 | - |
420 | - ! Whether or not to allow backscatter (negative eddy viscosity) |
421 | - backscatter = have_option(trim(les_option_path)//"/dynamic_les/enable_backscatter") |
422 | - |
423 | + ! Scalar or tensor filter width |
424 | + call get_option(trim(les_option_path)//"/dynamic_les/length_scale_type", length_scale_type) |
425 | ! Initialise optional diagnostic fields |
426 | have_eddy_visc = have_option(trim(les_option_path)//"/dynamic_les/tensor_field::EddyViscosity") |
427 | - have_strain = have_option(trim(les_option_path)//"/dynamic_les/tensor_field::StrainRate") |
428 | - have_filtered_strain = have_option(trim(les_option_path)//"/dynamic_les/tensor_field::FilteredStrainRate") |
429 | have_filter_width = have_option(trim(les_option_path)//"/dynamic_les/tensor_field::FilterWidth") |
430 | - call les_init_diagnostic_fields(state, have_eddy_visc, have_strain, have_filtered_strain, have_filter_width) |
431 | + have_coeff = have_option(trim(les_option_path)//"/dynamic_les/scalar_field::SmagorinskyCoefficient") |
432 | + call les_init_diagnostic_fields(state, have_eddy_visc, have_filter_width, have_coeff) |
433 | |
434 | ! Initialise necessary local fields. |
435 | ewrite(2,*) "Initialising compulsory dynamic LES fields" |
436 | - if(have_option(trim(les_option_path)//"/dynamic_les/vector_field::FilteredVelocity")) then |
437 | - tnu => extract_vector_field(state, "FilteredVelocity") |
438 | + if(have_option(trim(les_option_path)//"/dynamic_les/vector_field::FirstFilteredVelocity")) then |
439 | + fnu => extract_vector_field(state, "FirstFilteredVelocity") |
440 | + else |
441 | + allocate(fnu) |
442 | + call allocate(fnu, u%dim, u%mesh, "FirstFilteredVelocity") |
443 | + end if |
444 | + call zero(fnu) |
445 | + if(have_option(trim(les_option_path)//"/dynamic_les/vector_field::TestFilteredVelocity")) then |
446 | + tnu => extract_vector_field(state, "TestFilteredVelocity") |
447 | else |
448 | allocate(tnu) |
449 | - call allocate(tnu, u%dim, u%mesh, "FilteredVelocity") |
450 | + call allocate(tnu, u%dim, u%mesh, "TestFilteredVelocity") |
451 | end if |
452 | call zero(tnu) |
453 | allocate(leonard) |
454 | call allocate(leonard, u%mesh, "LeonardTensor") |
455 | call zero(leonard) |
456 | + allocate(strainprod) |
457 | + call allocate(strainprod, u%mesh, "StrainProduct") |
458 | + call zero(strainprod) |
459 | |
460 | - ! Get (test filter)/(mesh filter) size ratio alpha. Default value is 2. |
461 | + ! Get (first filter)/(mesh size) ratio alpha. Default value is 2. |
462 | call get_option(trim(les_option_path)//"/dynamic_les/alpha", alpha, default=2.0) |
463 | + ! Get (test filter)/(first filter) size ratio alpha. Default value is 2. |
464 | + call get_option(trim(les_option_path)//"/dynamic_les/gama", gamma, default=2.0) |
465 | |
466 | ! Calculate test-filtered velocity field and Leonard tensor field. |
467 | ewrite(2,*) "Calculating test-filtered velocity and Leonard tensor" |
468 | - call leonard_tensor(nu, x, tnu, leonard, alpha, les_option_path) |
469 | + call leonard_tensor(nu, x, fnu, tnu, leonard, strainprod, alpha, gamma, les_option_path) |
470 | |
471 | ewrite_minmax(leonard) |
472 | + ewrite_minmax(strainprod) |
473 | else |
474 | + fnu => dummyvector |
475 | tnu => dummyvector |
476 | leonard => dummytensor |
477 | + strainprod => dummytensor |
478 | end if |
479 | else |
480 | les_second_order=.false.; les_fourth_order=.false.; wale=.false.; dynamic_les=.false. |
481 | - tnu => dummyvector; leonard => dummytensor |
482 | + fnu => dummyvector; tnu => dummyvector; leonard => dummytensor; strainprod => dummytensor |
483 | end if |
484 | |
485 | |
486 | @@ -678,7 +686,7 @@ |
487 | density, ct_rhs, & |
488 | source, absorption, buoyancy, gravity, & |
489 | viscosity, grad_u, & |
490 | - tnu, leonard, alpha, & |
491 | + fnu, tnu, leonard, strainprod, alpha, gamma, & |
492 | gp, surfacetension, & |
493 | assemble_ct_matrix_here, depth, & |
494 | alpha_u_field, abs_wd, temperature, nvfrac, & |
495 | @@ -815,7 +823,7 @@ |
496 | ewrite_minmax(rhs) |
497 | |
498 | if(les_second_order .or. dynamic_les) then |
499 | - call les_solve_diagnostic_fields(state, have_eddy_visc, have_strain, have_filtered_strain, have_filter_width) |
500 | + call les_solve_diagnostic_fields(state, have_eddy_visc, have_filter_width, have_coeff) |
501 | end if |
502 | |
503 | if (les_fourth_order) then |
504 | @@ -823,10 +831,14 @@ |
505 | end if |
506 | |
507 | if (dynamic_les) then |
508 | - if(.not. have_option(trim(les_option_path)//"/dynamic_les/vector_field::FilteredVelocity")) then |
509 | + if(.not. have_option(trim(les_option_path)//"/dynamic_les/vector_field::FirstFilteredVelocity")) then |
510 | call deallocate(tnu); deallocate(tnu) |
511 | end if |
512 | + if(.not. have_option(trim(les_option_path)//"/dynamic_les/vector_field::TestFilteredVelocity")) then |
513 | + call deallocate(fnu); deallocate(fnu) |
514 | + end if |
515 | call deallocate(leonard); deallocate(leonard) |
516 | + call deallocate(strainprod); deallocate(strainprod) |
517 | end if |
518 | |
519 | call deallocate(dummytensor) |
520 | @@ -1115,7 +1127,7 @@ |
521 | density, ct_rhs, & |
522 | source, absorption, buoyancy, gravity, & |
523 | viscosity, grad_u, & |
524 | - tnu, leonard, alpha, & |
525 | + fnu, tnu, leonard, strainprod, alpha, gamma, & |
526 | gp, surfacetension, & |
527 | assemble_ct_matrix_here, depth, & |
528 | alpha_u_field, abs_wd, temperature, nvfrac, supg_shape) |
529 | @@ -1143,9 +1155,9 @@ |
530 | type(tensor_field), intent(in) :: viscosity, grad_u |
531 | |
532 | ! Fields for Germano Dynamic LES Model |
533 | - type(vector_field), intent(in) :: tnu |
534 | - type(tensor_field), intent(in) :: leonard |
535 | - real, intent(in) :: alpha |
536 | + type(vector_field), intent(in) :: fnu, tnu |
537 | + type(tensor_field), intent(in) :: leonard, strainprod |
538 | + real, intent(in) :: alpha, gamma |
539 | |
540 | type(scalar_field), intent(in) :: gp |
541 | type(tensor_field), intent(in) :: surfacetension |
542 | @@ -1354,7 +1366,7 @@ |
543 | ! Viscous terms |
544 | if(have_viscosity .or. have_les) then |
545 | call add_viscosity_element_cg(state, ele, test_function, u, oldu_val, nu, x, viscosity, grad_u, & |
546 | - tnu, leonard, alpha, du_t, detwei, big_m_tensor_addto, rhs_addto, temperature, density, nvfrac) |
547 | + fnu, tnu, leonard, strainprod, alpha, gamma, du_t, detwei, big_m_tensor_addto, rhs_addto, temperature, density, nvfrac) |
548 | end if |
549 | |
550 | ! Coriolis terms |
551 | @@ -1970,7 +1982,7 @@ |
552 | end subroutine add_absorption_element_cg |
553 | |
554 | subroutine add_viscosity_element_cg(state, ele, test_function, u, oldu_val, nu, x, viscosity, grad_u, & |
555 | - tnu, leonard, alpha, & |
556 | + fnu, tnu, leonard, strainprod, alpha, gamma, & |
557 | du_t, detwei, big_m_tensor_addto, rhs_addto, temperature, density, nvfrac) |
558 | type(state_type), intent(inout) :: state |
559 | integer, intent(in) :: ele |
560 | @@ -1982,15 +1994,17 @@ |
561 | type(tensor_field), intent(in) :: grad_u |
562 | |
563 | ! Fields for Germano Dynamic LES Model |
564 | - type(vector_field), intent(in) :: tnu |
565 | - type(tensor_field), intent(in) :: leonard |
566 | - real, intent(in) :: alpha |
567 | + type(vector_field), intent(in) :: fnu, tnu |
568 | + type(tensor_field), intent(in) :: leonard, strainprod |
569 | + real, intent(in) :: alpha, gamma |
570 | |
571 | ! Local quantities specific to Germano Dynamic LES Model |
572 | - real :: numerator, denominator |
573 | - real, dimension(x%dim, x%dim, ele_ngi(u,ele)) :: strain_gi, t_strain_gi |
574 | + real, dimension(x%dim, x%dim, ele_ngi(u,ele)) :: strain_gi, t_strain_gi, strainprod_gi |
575 | real, dimension(x%dim, x%dim, ele_ngi(u,ele)) :: mesh_size_gi, leonard_gi |
576 | + real, dimension(x%dim, x%dim, ele_ngi(u,ele)) :: f_tensor, t_tensor |
577 | + real, dimension(x%dim, x%dim) :: mij |
578 | real, dimension(ele_ngi(u, ele)) :: strain_mod, t_strain_mod |
579 | + real, dimension(ele_ngi(u, ele)) :: f_scalar, t_scalar |
580 | type(element_type) :: shape_nu |
581 | integer, dimension(:), pointer :: nodes_nu |
582 | |
583 | @@ -2090,8 +2104,8 @@ |
584 | ! you can't have 2 different types of LES model for the same material_phase. |
585 | if(have_eddy_visc) then |
586 | call les_assemble_diagnostic_fields(state, u, ele, detwei, & |
587 | - les_tensor_gi, les_tensor_gi, les_tensor_gi, les_tensor_gi, & |
588 | - have_eddy_visc, .false., .false., .false.) |
589 | + les_tensor_gi, les_tensor_gi, les_coef_gi, & |
590 | + have_eddy_visc, .false., .false.) |
591 | end if |
592 | |
593 | ! Fourth order Smagorinsky model |
594 | @@ -2112,77 +2126,60 @@ |
595 | nodes_nu => ele_nodes(nu, ele) |
596 | les_tensor_gi=0.0 |
597 | |
598 | - ! Get strain S1 for unfiltered velocity (dim,dim,ngi) |
599 | - strain_gi = les_strain_rate(du_t, ele_val(nu, ele)) |
600 | - ! Get strain S2 for test-filtered velocity (dim,dim,ngi) |
601 | + ! Get strain S1 for first-filtered velocity |
602 | + strain_gi = les_strain_rate(du_t, ele_val(fnu, ele)) |
603 | + ! Get strain S2 for test-filtered velocity |
604 | t_strain_gi = les_strain_rate(du_t, ele_val(tnu, ele)) |
605 | - ! Filter width G1 associated with mesh size (units length^2) |
606 | + ! Mesh size (units length^2) |
607 | mesh_size_gi = length_scale_tensor(du_t, ele_shape(u, ele)) |
608 | - ! Leonard tensor L at gi |
609 | + ! Leonard tensor and strain product at Gauss points |
610 | leonard_gi = ele_val_at_quad(leonard, ele) |
611 | + strainprod_gi = ele_val_at_quad(strainprod, ele) |
612 | |
613 | do gi=1, ele_ngi(nu, ele) |
614 | - ! Get strain modulus |S1| for unfiltered velocity (ngi) |
615 | - strain_mod(gi) = sqrt( 2*sum(strain_gi(:,:,gi)*strain_gi(:,:,gi) ) ) |
616 | - ! Get strain modulus |S2| for test-filtered velocity (ngi) |
617 | - t_strain_mod(gi) = sqrt( 2*sum(t_strain_gi(:,:,gi)*t_strain_gi(:,:,gi) ) ) |
618 | + ! Get strain modulus |S1| for first-filtered velocity |
619 | + strain_mod(gi) = sqrt( 2*sum(strain_gi(:,:,gi)*strain_gi(:,:,gi) ) ) |
620 | + ! Get strain modulus |S2| for test-filtered velocity |
621 | + t_strain_mod(gi) = sqrt( 2*sum(t_strain_gi(:,:,gi)*t_strain_gi(:,:,gi) ) ) |
622 | end do |
623 | |
624 | - ! If sum of strain components = 0, don't use dynamic LES model |
625 | - if(abs(sum(strain_gi(:,:,:))) < epsilon(0.0)) then |
626 | - les_tensor_gi = 0.0 |
627 | - t_strain_mod = 0.0 |
628 | - else |
629 | - ! Choose original Germano model or Lilly's (1991) modification from options |
630 | - if(.not. have_lilly) then |
631 | - do gi=1, ele_ngi(nu, ele) |
632 | - ! |S1|*L.S1 |
633 | - numerator = sum( leonard_gi(:,:,gi)*strain_gi(:,:,gi) )*strain_mod(gi) |
634 | - |
635 | - ! alpha^2*|S2|*S2.S1 |
636 | - ! This term is WRONG until I find a way of filtering the strain rate product. The difference may be quite small though. |
637 | - denominator = -alpha**2*t_strain_mod(gi)*sum(t_strain_gi(:,:,gi)*strain_gi(:,:,gi)) |
638 | - |
639 | - ! Dynamic eddy viscosity m_ij = C*S1 |
640 | - les_tensor_gi(:,:,gi) = numerator/denominator |
641 | - |
642 | - ! Whether or not to allow negative eddy viscosity (backscattering) |
643 | - ! but do not allow (viscosity+eddy_viscosity) < 0. |
644 | - if(any(les_tensor_gi(:,:,gi) < 0.0)) then |
645 | - if(backscatter) then |
646 | - les_tensor_gi(:,:,gi) = max(les_tensor_gi(:,:,gi), epsilon(0.0) - viscosity_gi(:,:,gi)) |
647 | - else |
648 | - les_tensor_gi(:,:,gi) = max(les_tensor_gi(:,:,gi),0.0) |
649 | - end if |
650 | - end if |
651 | - end do |
652 | - else if(have_lilly) then |
653 | - do gi=1, ele_ngi(nu, ele) |
654 | - ! |S1|*L.S1 |
655 | - numerator = sum(leonard_gi(:,:,gi)*t_strain_gi(:,:,gi))*strain_mod(gi) |
656 | - ! alpha^2*|S2|^2*S2.S2 |
657 | - ! This term is WRONG until I find a way of filtering the strain rate product. The difference may be quite small though. |
658 | - denominator = -alpha**2*(t_strain_mod(gi))**2*sum(t_strain_gi(:,:,gi)*t_strain_gi(:,:,gi)) |
659 | - ! Dynamic eddy viscosity m_ij |
660 | - les_tensor_gi(:,:,gi) = numerator/denominator |
661 | - |
662 | - ! Whether or not to allow negative eddy viscosity (backscattering) |
663 | - ! but do not allow (viscosity+eddy_viscosity) < 0. |
664 | - if(any(les_tensor_gi(:,:,gi) < 0.0)) then |
665 | - if(backscatter) then |
666 | - les_tensor_gi(:,:,gi) = max(les_tensor_gi(:,:,gi), epsilon(0.0) - viscosity_gi(:,:,gi)) |
667 | - else |
668 | - les_tensor_gi(:,:,gi) = max(les_tensor_gi(:,:,gi),0.0) |
669 | - end if |
670 | - end if |
671 | - end do |
672 | - end if |
673 | - end if |
674 | + select case(length_scale_type) |
675 | + case("scalar") |
676 | + ! Scalar first filter width G1 = alpha^2*meshsize (units length^2) |
677 | + f_scalar = alpha**2*length_scale_scalar(x, ele) |
678 | + ! Combined width G2 = (1+gamma^2)*G1 |
679 | + t_scalar = (1.0+gamma**2)*f_scalar |
680 | + do gi=1, ele_ngi(nu, ele) |
681 | + ! Tensor M_ij = (|S2|*S2)G2 - ((|S1|S1)^f2)G1 |
682 | + mij = t_strain_mod(gi)*t_strain_gi(:,:,gi)*t_scalar(gi) - strainprod_gi(:,:,gi)*f_scalar(gi) |
683 | + ! Model coeff C_S = -(L_ij M_ij) / 2(M_ij M_ij) |
684 | + les_coef_gi(gi) = -0.5*sum(leonard_gi(:,:,gi)*mij) / sum(mij*mij) |
685 | + ! Constrain C_S to be between 0 and 0.04. |
686 | + les_coef_gi(gi) = min(max(les_coef_gi(gi),0.0), 0.04) |
687 | + ! Isotropic tensor dynamic eddy viscosity = -2C_S|S1|.alpha^2.G1 |
688 | + les_tensor_gi(:,:,gi) = 2*alpha**2*les_coef_gi(gi)*strain_mod(gi)*f_scalar(gi) |
689 | + end do |
690 | + case("tensor") |
691 | + ! First filter width G1 = alpha^2*mesh size (units length^2) |
692 | + f_tensor = alpha**2*mesh_size_gi |
693 | + ! Combined width G2 = (1+gamma^2)*G1 |
694 | + t_tensor = (1.0+gamma**2)*f_tensor |
695 | + do gi=1, ele_ngi(nu, ele) |
696 | + ! Tensor M_ij = (|S2|*S2).G2 - ((|S1|S1)^f2).G1 |
697 | + mij = t_strain_mod(gi)*t_strain_gi(:,:,gi)*t_tensor(:,:,gi) - strainprod_gi(:,:,gi)*f_tensor(:,:,gi) |
698 | + ! Model coeff C_S = -(L_ij M_ij) / 2(M_ij M_ij) |
699 | + les_coef_gi(gi) = -0.5*sum(leonard_gi(:,:,gi)*mij) / sum(mij*mij) |
700 | + ! Constrain C_S to be between 0 and 0.04. |
701 | + les_coef_gi(gi) = min(max(les_coef_gi(gi),0.0), 0.04) |
702 | + ! Anisotropic tensor dynamic eddy viscosity m_ij = -2C_S|S1|.alpha^2.G1 |
703 | + les_tensor_gi(:,:,gi) = 2*alpha**2*les_coef_gi(gi)*strain_mod(gi)*f_tensor(:,:,gi) |
704 | + end do |
705 | + end select |
706 | |
707 | ! Assemble diagnostic fields |
708 | call les_assemble_diagnostic_fields(state, nu, ele, detwei, & |
709 | - mesh_size_gi, strain_gi, t_strain_gi, les_tensor_gi, & |
710 | - have_eddy_visc, have_strain, have_filtered_strain, have_filter_width) |
711 | + mesh_size_gi, les_tensor_gi, les_coef_gi, & |
712 | + have_eddy_visc, have_filter_width, have_coeff) |
713 | |
714 | else |
715 | FLAbort("Unknown LES model") |
716 | |
717 | === modified file 'diagnostics/Field_Copies.F90' |
718 | --- diagnostics/Field_Copies.F90 2011-08-02 18:43:37 +0000 |
719 | +++ diagnostics/Field_Copies.F90 2013-04-16 15:27:30 +0000 |
720 | @@ -52,8 +52,9 @@ |
721 | public :: calculate_scalar_copy, calculate_vector_copy, calculate_tensor_copy |
722 | public :: calculate_extract_scalar_component |
723 | public :: calculate_scalar_galerkin_projection, calculate_vector_galerkin_projection |
724 | - public :: calculate_helmholtz_smoothed_scalar, calculate_helmholtz_smoothed_vector |
725 | + public :: calculate_helmholtz_smoothed_scalar, calculate_helmholtz_smoothed_vector, calculate_helmholtz_smoothed_tensor |
726 | public :: calculate_lumped_mass_smoothed_scalar, calculate_lumped_mass_smoothed_vector |
727 | + public :: calculate_lumped_mass_smoothed_tensor |
728 | public :: calculate_helmholtz_anisotropic_smoothed_scalar, calculate_helmholtz_anisotropic_smoothed_vector |
729 | public :: calculate_helmholtz_anisotropic_smoothed_tensor |
730 | |
731 | @@ -382,9 +383,8 @@ |
732 | type(scalar_field), intent(inout) :: s_field |
733 | |
734 | character(len = OPTION_PATH_LEN) :: path |
735 | - integer, dimension(2) :: alpha_shape |
736 | logical :: allocated |
737 | - real, dimension(:, :), allocatable :: alpha |
738 | + real :: alpha |
739 | type(scalar_field), pointer :: source_field |
740 | type(vector_field), pointer :: positions |
741 | |
742 | @@ -394,16 +394,13 @@ |
743 | positions => extract_vector_field(state, "Coordinate") |
744 | |
745 | path = trim(complete_field_path(s_field%option_path)) // "/algorithm" |
746 | - alpha_shape = option_shape(trim(path) // "/smoothing_length_scale") |
747 | - allocate(alpha(alpha_shape(1), alpha_shape(2))) |
748 | - call get_option(trim(path) // "/smoothing_length_scale", alpha) |
749 | + call get_option(trim(path) // "/smoothing_scale_factor", alpha) |
750 | ewrite(2, *) "alpha = ", alpha |
751 | |
752 | ewrite_minmax(source_field) |
753 | call smooth_scalar(source_field, positions, s_field, alpha, path) |
754 | ewrite_minmax(s_field) |
755 | |
756 | - deallocate(alpha) |
757 | if(allocated) deallocate(source_field) |
758 | |
759 | ewrite(1, *) "Exiting calculate_helmholtz_smoothed_scalar" |
760 | @@ -415,8 +412,7 @@ |
761 | type(vector_field), intent(inout) :: v_field |
762 | |
763 | character(len = OPTION_PATH_LEN) :: path |
764 | - integer, dimension(2) :: alpha_shape |
765 | - real, dimension(:, :), allocatable :: alpha |
766 | + real :: alpha |
767 | type(vector_field), pointer :: source_field, positions |
768 | |
769 | ewrite(1, *) "In calculate_helmholtz_smoothed_vector" |
770 | @@ -425,41 +421,62 @@ |
771 | positions => extract_vector_field(state, "Coordinate") |
772 | |
773 | path = trim(complete_field_path(v_field%option_path)) // "/algorithm" |
774 | - alpha_shape = option_shape(trim(path) // "/smoothing_length_scale") |
775 | - allocate(alpha(alpha_shape(1), alpha_shape(2))) |
776 | - call get_option(trim(path) // "/smoothing_length_scale", alpha) |
777 | + call get_option(trim(path) // "/smoothing_scale_factor", alpha) |
778 | ewrite(2, *) "alpha = ", alpha |
779 | |
780 | call smooth_vector(source_field, positions, v_field, alpha, path) |
781 | ewrite_minmax(v_field) |
782 | - |
783 | - deallocate(alpha) |
784 | |
785 | ewrite(1, *) "Exiting calculate_helmholtz_smoothed_vector" |
786 | |
787 | end subroutine calculate_helmholtz_smoothed_vector |
788 | |
789 | + subroutine calculate_helmholtz_smoothed_tensor(state, t_field) |
790 | + type(state_type), intent(in) :: state |
791 | + type(tensor_field), intent(inout) :: t_field |
792 | + |
793 | + character(len = OPTION_PATH_LEN) :: path |
794 | + logical :: allocated |
795 | + real :: alpha |
796 | + type(vector_field), pointer :: positions |
797 | + type(tensor_field), pointer :: source_field |
798 | + |
799 | + ewrite(1, *) "In calculate_helmholtz_smoothed_tensor" |
800 | + |
801 | + positions => extract_vector_field(state, "Coordinate") |
802 | + source_field => tensor_source_field(state, t_field) |
803 | + |
804 | + path = trim(complete_field_path(t_field%option_path)) // "/algorithm" |
805 | + call get_option(trim(path) // "/smoothing_scale_factor", alpha) |
806 | + ewrite(2, *) "alpha = ", alpha |
807 | + call smooth_tensor(source_field, positions, t_field, alpha, path) |
808 | + |
809 | + ewrite_minmax(source_field) |
810 | + ewrite_minmax(t_field) |
811 | + |
812 | + ewrite(1, *) "Exiting calculate_helmholtz_smoothed_tensor" |
813 | + |
814 | + end subroutine calculate_helmholtz_smoothed_tensor |
815 | + |
816 | subroutine calculate_helmholtz_anisotropic_smoothed_scalar(state, s_field) |
817 | type(state_type), intent(in) :: state |
818 | type(scalar_field), intent(inout) :: s_field |
819 | |
820 | character(len = OPTION_PATH_LEN) :: path |
821 | logical :: allocated |
822 | - ! NOT a tensor here. Alpha is a scaling constant for the mesh size tensor. |
823 | real :: alpha |
824 | type(scalar_field), pointer :: source_field |
825 | - type(vector_field), pointer :: positions, velocity |
826 | + type(vector_field), pointer :: positions |
827 | |
828 | ewrite(1, *) "In calculate_helmholtz_anisotropic_smoothed_scalar" |
829 | |
830 | positions => extract_vector_field(state, "Coordinate") |
831 | - velocity => extract_vector_field(state, "Velocity") |
832 | source_field => scalar_source_field(state, s_field, allocated = allocated) |
833 | |
834 | path = trim(complete_field_path(s_field%option_path)) // "/algorithm" |
835 | - call get_option(trim(path) // "/smoothing_length_scale", alpha) |
836 | + call get_option(trim(path) // "/smoothing_scale_factor", alpha) |
837 | ewrite(2, *) "alpha = ", alpha |
838 | - call anisotropic_smooth_scalar(source_field, positions, velocity, s_field, alpha, path) |
839 | + call anisotropic_smooth_scalar(source_field, positions, s_field, alpha, path) |
840 | |
841 | ewrite_minmax(source_field) |
842 | ewrite_minmax(s_field) |
843 | @@ -475,7 +492,6 @@ |
844 | type(vector_field), intent(inout) :: v_field |
845 | |
846 | character(len = OPTION_PATH_LEN) :: path |
847 | - ! NOT a tensor here. Alpha is a scaling constant for the mesh size tensor. |
848 | real :: alpha |
849 | type(vector_field), pointer :: positions, source_field |
850 | |
851 | @@ -485,7 +501,7 @@ |
852 | source_field => vector_source_field(state, v_field) |
853 | |
854 | path = trim(complete_field_path(v_field%option_path)) // "/algorithm" |
855 | - call get_option(trim(path) // "/smoothing_length_scale", alpha) |
856 | + call get_option(trim(path) // "/smoothing_scale_factor", alpha) |
857 | ewrite(2, *) "alpha = ", alpha |
858 | call anisotropic_smooth_vector(source_field, positions, v_field, alpha, path) |
859 | |
860 | @@ -501,7 +517,6 @@ |
861 | type(tensor_field), intent(inout) :: t_field |
862 | |
863 | character(len = OPTION_PATH_LEN) :: path |
864 | - ! NOT a tensor here. Alpha is a scaling constant for the mesh size tensor. |
865 | real :: alpha |
866 | type(vector_field), pointer :: positions |
867 | type(tensor_field), pointer :: source_field |
868 | @@ -512,7 +527,7 @@ |
869 | source_field => tensor_source_field(state, t_field) |
870 | |
871 | path = trim(complete_field_path(t_field%option_path)) // "/algorithm" |
872 | - call get_option(trim(path) // "/smoothing_length_scale", alpha) |
873 | + call get_option(trim(path) // "/smoothing_scale_factor", alpha) |
874 | ewrite(2, *) "alpha = ", alpha |
875 | call anisotropic_smooth_tensor(source_field, positions, t_field, alpha, path) |
876 | |
877 | @@ -576,4 +591,32 @@ |
878 | |
879 | end subroutine calculate_lumped_mass_smoothed_vector |
880 | |
881 | + subroutine calculate_lumped_mass_smoothed_tensor(state, t_field) |
882 | + |
883 | + type(state_type), intent(inout) :: state |
884 | + type(tensor_field), intent(inout) :: t_field |
885 | + type(tensor_field), pointer :: source_field |
886 | + type(scalar_field), pointer :: lumpedmass |
887 | + type(scalar_field) :: inverse_lumpedmass |
888 | + type(csr_matrix), pointer :: mass |
889 | + |
890 | + ewrite(1, *) "In calculate_lumped_mass_smoothed_tensor" |
891 | + |
892 | + source_field => tensor_source_field(state, t_field) |
893 | + |
894 | + ! Apply smoothing filter |
895 | + call allocate(inverse_lumpedmass, source_field%mesh, "InverseLumpedMass") |
896 | + mass => get_mass_matrix(state, source_field%mesh) |
897 | + lumpedmass => get_lumped_mass(state, source_field%mesh) |
898 | + call invert(lumpedmass, inverse_lumpedmass) |
899 | + ! IS IT POSSIBLE TO MULTIPLY CSR_MATRIX BY TENSOR FIELD? |
900 | + ! SEE Sparse_Matrices_Fields/csr_mult_vector_vector |
901 | + !call mult( t_field, mass, source_field) |
902 | + call scale(t_field, inverse_lumpedmass) ! the averaging operator is [inv(ML)*M*] |
903 | + call deallocate(inverse_lumpedmass) |
904 | + |
905 | + ewrite(1, *) "Exiting calculate_lumped_mass_smoothed_tensor" |
906 | + |
907 | + end subroutine calculate_lumped_mass_smoothed_tensor |
908 | + |
909 | end module field_copies_diagnostics |
910 | |
911 | === modified file 'diagnostics/Simple_Diagnostics.F90' |
912 | --- diagnostics/Simple_Diagnostics.F90 2012-12-06 20:12:28 +0000 |
913 | +++ diagnostics/Simple_Diagnostics.F90 2013-04-16 15:27:30 +0000 |
914 | @@ -400,7 +400,7 @@ |
915 | do i = 1, option_count("/geometry/mesh") |
916 | if(have_option("/geometry/mesh["//int2str(i)//"]/from_file/file_name")) then |
917 | call get_option("/geometry/mesh["//int2str(i)//"]/from_file/file_name", filename, stat) |
918 | - ewrite(2,*) "mesh from file: ", filename |
919 | + ewrite(2,*) "mesh from file: ", trim(filename) |
920 | end if |
921 | end do |
922 | if (stat /= 0) return |
923 | @@ -433,7 +433,7 @@ |
924 | do i = 1, option_count("/geometry/mesh") |
925 | if(have_option("/geometry/mesh["//int2str(i)//"]/from_file/file_name")) then |
926 | call get_option("/geometry/mesh["//int2str(i)//"]/from_file/file_name", filename , stat) |
927 | - ewrite(2,*) "mesh from file: ", filename |
928 | + ewrite(2,*) "mesh from file: ", trim(filename) |
929 | end if |
930 | end do |
931 | if (stat /= 0) return |
932 | @@ -466,7 +466,7 @@ |
933 | do i = 1, option_count("/geometry/mesh") |
934 | if(have_option("/geometry/mesh["//int2str(i)//"]/from_file/file_name")) then |
935 | call get_option("/geometry/mesh["//int2str(i)//"]/from_file/file_name", filename, stat) |
936 | - ewrite(2,*) "mesh from file: ", filename |
937 | + ewrite(2,*) "mesh from file: ", trim(filename) |
938 | end if |
939 | end do |
940 | if (stat /= 0) return |
941 | |
942 | === modified file 'error_measures/Field_preprocessing.F90' |
943 | --- error_measures/Field_preprocessing.F90 2009-12-16 14:11:47 +0000 |
944 | +++ error_measures/Field_preprocessing.F90 2013-04-16 15:27:30 +0000 |
945 | @@ -42,11 +42,11 @@ |
946 | type(scalar_field), intent(inout) :: field_in |
947 | type(vector_field), intent(in) :: positions |
948 | type(scalar_field), intent(out) :: field_out |
949 | - real, dimension(positions%dim, positions%dim) :: alpha |
950 | + real :: alpha |
951 | character(len=OPTION_PATH_LEN) :: path |
952 | |
953 | call get_option(trim(complete_field_path(trim(field_in%option_path))) & |
954 | - & // "/adaptivity_options/preprocessing/helmholtz_smoother/smoothing_length_scale", alpha) |
955 | + & // "/adaptivity_options/preprocessing/helmholtz_smoother/smoothing_scale_factor", alpha) |
956 | |
957 | call allocate(field_out, field_in%mesh, "Smoothed" // trim(field_in%name)) |
958 | call zero(field_out) |
959 | |
960 | === modified file 'examples/backward_facing_step_2d/backward_facing_step_2d.xml' |
961 | --- examples/backward_facing_step_2d/backward_facing_step_2d.xml 2012-11-08 17:26:18 +0000 |
962 | +++ examples/backward_facing_step_2d/backward_facing_step_2d.xml 2013-04-16 15:27:30 +0000 |
963 | @@ -17,9 +17,7 @@ |
964 | from postprocessor_2d import reattachment_length, get_filelist |
965 | import numpy, os |
966 | os.chdir('./reference/') |
967 | -yarray = numpy.array([0.1, 0.5, 1.0, 1.5, 2.0, 2.5, 3.0, 3.5, 3.9]) |
968 | -exclude_initial_results = 45 |
969 | -filelist = get_filelist(20, 40) |
970 | +filelist = get_filelist(10,40) |
971 | reference_reattachment_length = numpy.array(reattachment_length(filelist)) |
972 | os.chdir('../') |
973 | </variable> |
974 | @@ -27,23 +25,27 @@ |
975 | from postprocessor_2d import reattachment_length, get_filelist |
976 | import numpy, os |
977 | os.chdir('./kepsilon/') |
978 | -yarray = numpy.array([0.1, 0.5, 1.0, 1.5, 2.0, 2.5, 3.0, 3.5, 3.9]) |
979 | -exclude_initial_results = 45 |
980 | -filelist = get_filelist(20, 40) |
981 | +filelist = get_filelist(10,40) |
982 | kepsilon_reattachment_length = numpy.array(reattachment_length(filelist)) |
983 | os.chdir('../') |
984 | </variable> |
985 | </variables> |
986 | <pass_tests> |
987 | - <test name="reference_finish_time" language="python">assert reference_finishtime > 50.0</test> |
988 | - <test name="kepsilon_finish_time" language="python">assert kepsilon_finishtime > 50.0</test> |
989 | - <test name="reference reattachment length does not change by more than 20%" language="python"> |
990 | - print ( ( max(reference_reattachment_length[:,0]) - min(reference_reattachment_length[:,0]) ) / min(reference_reattachment_length[:,0]) ) |
991 | -assert( ( max(reference_reattachment_length[:,0]) - min(reference_reattachment_length[:,0]) ) / min(reference_reattachment_length[:,0]) < 0.2) |
992 | - </test> |
993 | - <test name="kepsilon reattachment length does not change by more than 20%" language="python"> |
994 | - print ( ( max(kepsilon_reattachment_length[:,0]) - min(kepsilon_reattachment_length[:,0]) ) / min(kepsilon_reattachment_length[:,0]) ) |
995 | -assert( ( max(kepsilon_reattachment_length[:,0]) - min(kepsilon_reattachment_length[:,0]) ) / min(kepsilon_reattachment_length[:,0]) < 0.2) |
996 | + <test name="reference_finish_time" language="python">assert reference_finishtime > 100.0</test> |
997 | + <test name="kepsilon_finish_time" language="python">assert kepsilon_finishtime > 100.0</test> |
998 | + <test name="reference reattachment length is 2.7" language="python"> |
999 | +assert(reference_reattachment_length[-1,0] - 2.7 < 0.1) |
1000 | + </test> |
1001 | + <test name="kepsilon reattachment length is within 1% of experimental value" language="python"> |
1002 | +assert((kepsilon_reattachment_length[-1,0]-7.0)/7.0 < 0.01) |
1003 | + </test> |
1004 | + <test name="reference reattachment length converges with accuracy 1%" language="python"> |
1005 | +print reference_reattachment_length[-1,0]/reference_reattachment_length[-2,0]-1.0 |
1006 | +assert(reference_reattachment_length[-1,0]/reference_reattachment_length[-2,0]-1.0 < 0.01) |
1007 | + </test> |
1008 | + <test name="kepsilon reattachment length converges with accuracy 0.1%" language="python"> |
1009 | +print kepsilon_reattachment_length[-1,0]/kepsilon_reattachment_length[-2,0]-1.0 |
1010 | +assert(kepsilon_reattachment_length[-1,0]/kepsilon_reattachment_length[-2,0]-1.0 < 0.001) |
1011 | </test> |
1012 | </pass_tests> |
1013 | <warn_tests/> |
1014 | |
1015 | === modified file 'examples/backward_facing_step_2d/backward_facing_step_2d_kim_kepsilon.flml' |
1016 | --- examples/backward_facing_step_2d/backward_facing_step_2d_kim_kepsilon.flml 2012-11-12 12:25:54 +0000 |
1017 | +++ examples/backward_facing_step_2d/backward_facing_step_2d_kim_kepsilon.flml 2013-04-16 15:27:30 +0000 |
1018 | @@ -46,7 +46,7 @@ |
1019 | </dump_format> |
1020 | <dump_period_in_timesteps> |
1021 | <constant> |
1022 | - <integer_value rank="0">10</integer_value> |
1023 | + <integer_value rank="0">50</integer_value> |
1024 | </constant> |
1025 | </dump_period_in_timesteps> |
1026 | <output_mesh name="CoordinateMesh"/> |
1027 | @@ -60,14 +60,22 @@ |
1028 | <real_value rank="0">0.01</real_value> |
1029 | </timestep> |
1030 | <finish_time> |
1031 | - <real_value rank="0">300.0</real_value> |
1032 | + <real_value rank="0">200.0</real_value> |
1033 | </finish_time> |
1034 | <nonlinear_iterations> |
1035 | <integer_value rank="0">2</integer_value> |
1036 | </nonlinear_iterations> |
1037 | + <adaptive_timestep> |
1038 | + <requested_cfl> |
1039 | + <real_value rank="0">2.0</real_value> |
1040 | + </requested_cfl> |
1041 | + <courant_number name="CFLNumber"> |
1042 | + <mesh name="VelocityMesh"/> |
1043 | + </courant_number> |
1044 | + </adaptive_timestep> |
1045 | <steady_state> |
1046 | <tolerance> |
1047 | - <real_value rank="0">1.e-4</real_value> |
1048 | + <real_value rank="0">1.e-5</real_value> |
1049 | <infinity_norm/> |
1050 | </tolerance> |
1051 | <steady_state_file> |
1052 | @@ -103,7 +111,7 @@ |
1053 | </spatial_discretisation> |
1054 | <temporal_discretisation> |
1055 | <theta> |
1056 | - <real_value rank="0">1.0</real_value> |
1057 | + <real_value rank="0">0.5</real_value> |
1058 | </theta> |
1059 | <control_volumes> |
1060 | <number_advection_iterations> |
1061 | @@ -219,7 +227,7 @@ |
1062 | </spatial_discretisation> |
1063 | <temporal_discretisation> |
1064 | <theta> |
1065 | - <real_value rank="0">1.0</real_value> |
1066 | + <real_value rank="0">0.5</real_value> |
1067 | </theta> |
1068 | <control_volumes> |
1069 | <number_advection_iterations> |
1070 | @@ -491,7 +499,7 @@ |
1071 | <exclude_from_detectors/> |
1072 | </detectors> |
1073 | <steady_state> |
1074 | - <include_in_steady_state/> |
1075 | + <exclude_from_steady_state/> |
1076 | </steady_state> |
1077 | <no_interpolation/> |
1078 | </prognostic> |
1079 | @@ -557,17 +565,15 @@ |
1080 | <x_component> |
1081 | <python> |
1082 | <string_value lines="20" type="code" language="python">def val(X, t): |
1083 | - from math import log |
1084 | Z=X[1]-1.0 |
1085 | if X[1]>2.0: |
1086 | Z=3.0-X[1] |
1087 | d=0.1 |
1088 | - if Z>=d: |
1089 | - u=log(Z/d) |
1090 | + if Z<=d: |
1091 | + u=2.3*Z/d |
1092 | else: |
1093 | - u=0.0 |
1094 | + u=2.3 |
1095 | return u</string_value> |
1096 | - <comment>max velocity = 2.3</comment> |
1097 | </python> |
1098 | </x_component> |
1099 | <y_component> |
1100 | @@ -623,13 +629,13 @@ |
1101 | <exclude_from_stat/> |
1102 | </stat> |
1103 | <convergence> |
1104 | - <include_in_convergence/> |
1105 | + <exclude_from_convergence/> |
1106 | </convergence> |
1107 | <detectors> |
1108 | - <include_in_detectors/> |
1109 | + <exclude_from_detectors/> |
1110 | </detectors> |
1111 | <steady_state> |
1112 | - <include_in_steady_state/> |
1113 | + <exclude_from_steady_state/> |
1114 | </steady_state> |
1115 | </diagnostic> |
1116 | </vector_field> |
1117 | @@ -662,15 +668,95 @@ |
1118 | <output/> |
1119 | <stat/> |
1120 | <convergence> |
1121 | - <include_in_convergence/> |
1122 | - </convergence> |
1123 | - <detectors> |
1124 | - <include_in_detectors/> |
1125 | - </detectors> |
1126 | - <steady_state> |
1127 | - <exclude_from_steady_state/> |
1128 | - </steady_state> |
1129 | - </diagnostic> |
1130 | - </scalar_field> |
1131 | + <exclude_from_convergence/> |
1132 | + </convergence> |
1133 | + <detectors> |
1134 | + <include_in_detectors/> |
1135 | + </detectors> |
1136 | + <steady_state> |
1137 | + <exclude_from_steady_state/> |
1138 | + </steady_state> |
1139 | + </diagnostic> |
1140 | + </scalar_field> |
1141 | + <scalar_field name="AveragePressure" rank="0"> |
1142 | + <diagnostic> |
1143 | + <algorithm source_field_type="scalar" material_phase_support="single" name="time_averaged_scalar" source_field_name="Pressure"> |
1144 | + <spin_up_time> |
1145 | + <real_value rank="0">50</real_value> |
1146 | + </spin_up_time> |
1147 | + </algorithm> |
1148 | + <mesh name="VelocityMesh"/> |
1149 | + <output/> |
1150 | + <stat/> |
1151 | + <convergence> |
1152 | + <include_in_convergence/> |
1153 | + </convergence> |
1154 | + <detectors> |
1155 | + <include_in_detectors/> |
1156 | + </detectors> |
1157 | + <steady_state> |
1158 | + <include_in_steady_state/> |
1159 | + </steady_state> |
1160 | + </diagnostic> |
1161 | + </scalar_field> |
1162 | + <scalar_field name="FluctuatingPressure" rank="0"> |
1163 | + <diagnostic> |
1164 | + <algorithm source_field_2_type="scalar" name="scalar_difference" source_field_1_name="Pressure" source_field_2_name="AveragePressure" material_phase_support="single" source_field_1_type="scalar"/> |
1165 | + <mesh name="VelocityMesh"/> |
1166 | + <output/> |
1167 | + <stat/> |
1168 | + <convergence> |
1169 | + <exclude_from_convergence/> |
1170 | + </convergence> |
1171 | + <detectors> |
1172 | + <include_in_detectors/> |
1173 | + </detectors> |
1174 | + <steady_state> |
1175 | + <exclude_from_steady_state/> |
1176 | + </steady_state> |
1177 | + </diagnostic> |
1178 | + </scalar_field> |
1179 | + <vector_field name="AverageVelocity" rank="1"> |
1180 | + <diagnostic> |
1181 | + <algorithm source_field_type="vector" material_phase_support="single" name="time_averaged_vector" source_field_name="Velocity"> |
1182 | + <spin_up_time> |
1183 | + <real_value rank="0">50</real_value> |
1184 | + </spin_up_time> |
1185 | + </algorithm> |
1186 | + <mesh name="VelocityMesh"/> |
1187 | + <output/> |
1188 | + <stat> |
1189 | + <include_in_stat/> |
1190 | + </stat> |
1191 | + <convergence> |
1192 | + <include_in_convergence/> |
1193 | + </convergence> |
1194 | + <detectors> |
1195 | + <include_in_detectors/> |
1196 | + </detectors> |
1197 | + <steady_state> |
1198 | + <include_in_steady_state/> |
1199 | + </steady_state> |
1200 | + </diagnostic> |
1201 | + </vector_field> |
1202 | + <vector_field name="FluctuatingVelocity" rank="1"> |
1203 | + <diagnostic> |
1204 | + <algorithm source_field_2_type="vector" name="vector_difference" source_field_1_name="Velocity" source_field_2_name="AverageVelocity" material_phase_support="single" source_field_1_type="vector"/> |
1205 | + <mesh name="VelocityMesh"/> |
1206 | + <output/> |
1207 | + <stat> |
1208 | + <include_in_stat/> |
1209 | + </stat> |
1210 | + <convergence> |
1211 | + <exclude_from_convergence/> |
1212 | + </convergence> |
1213 | + <detectors> |
1214 | + <include_in_detectors/> |
1215 | + </detectors> |
1216 | + <steady_state> |
1217 | + <exclude_from_steady_state/> |
1218 | + </steady_state> |
1219 | + </diagnostic> |
1220 | + </vector_field> |
1221 | </material_phase> |
1222 | </fluidity_options> |
1223 | |
1224 | === modified file 'examples/backward_facing_step_2d/backward_facing_step_2d_kim_reference.flml' |
1225 | --- examples/backward_facing_step_2d/backward_facing_step_2d_kim_reference.flml 2012-11-05 14:05:32 +0000 |
1226 | +++ examples/backward_facing_step_2d/backward_facing_step_2d_kim_reference.flml 2013-04-16 15:27:30 +0000 |
1227 | @@ -46,7 +46,7 @@ |
1228 | </dump_format> |
1229 | <dump_period_in_timesteps> |
1230 | <constant> |
1231 | - <integer_value rank="0">10</integer_value> |
1232 | + <integer_value rank="0">50</integer_value> |
1233 | </constant> |
1234 | </dump_period_in_timesteps> |
1235 | <output_mesh name="CoordinateMesh"/> |
1236 | @@ -60,28 +60,19 @@ |
1237 | <real_value rank="0">0.01</real_value> |
1238 | </timestep> |
1239 | <finish_time> |
1240 | - <real_value rank="0">300.0</real_value> |
1241 | + <real_value rank="0">200.0</real_value> |
1242 | </finish_time> |
1243 | <nonlinear_iterations> |
1244 | <integer_value rank="0">2</integer_value> |
1245 | </nonlinear_iterations> |
1246 | <adaptive_timestep> |
1247 | <requested_cfl> |
1248 | - <real_value rank="0">1.0</real_value> |
1249 | + <real_value rank="0">2.0</real_value> |
1250 | </requested_cfl> |
1251 | <courant_number name="CFLNumber"> |
1252 | <mesh name="VelocityMesh"/> |
1253 | </courant_number> |
1254 | </adaptive_timestep> |
1255 | - <steady_state> |
1256 | - <tolerance> |
1257 | - <real_value rank="0">1.e-5</real_value> |
1258 | - <infinity_norm/> |
1259 | - </tolerance> |
1260 | - <steady_state_file> |
1261 | - <plain_text_output/> |
1262 | - </steady_state_file> |
1263 | - </steady_state> |
1264 | </timestepping> |
1265 | <material_phase name="Fluid"> |
1266 | <scalar_field name="Pressure" rank="0"> |
1267 | @@ -131,7 +122,7 @@ |
1268 | <exclude_from_detectors/> |
1269 | </detectors> |
1270 | <steady_state> |
1271 | - <include_in_steady_state/> |
1272 | + <exclude_from_steady_state/> |
1273 | </steady_state> |
1274 | <no_interpolation/> |
1275 | </prognostic> |
1276 | @@ -197,17 +188,15 @@ |
1277 | <x_component> |
1278 | <python> |
1279 | <string_value lines="20" type="code" language="python">def val(X, t): |
1280 | - from math import log |
1281 | Z=X[1]-1.0 |
1282 | if X[1]>2.0: |
1283 | Z=3.0-X[1] |
1284 | d=0.1 |
1285 | - if Z>=d: |
1286 | - u=log(Z/d) |
1287 | + if Z<=d: |
1288 | + u=2.3*Z/d |
1289 | else: |
1290 | - u=0.0 |
1291 | + u=2.3 |
1292 | return u</string_value> |
1293 | - <comment>max velocity = 2.3</comment> |
1294 | </python> |
1295 | </x_component> |
1296 | <y_component> |
1297 | @@ -222,19 +211,24 @@ |
1298 | <surface_ids> |
1299 | <integer_value shape="2" rank="1">10 12</integer_value> |
1300 | </surface_ids> |
1301 | + <type name="log_law_of_wall"> |
1302 | + <surface_roughness> |
1303 | + <real_value rank="0">1.e-6</real_value> |
1304 | + </surface_roughness> |
1305 | + </type> |
1306 | + </boundary_conditions> |
1307 | + <boundary_conditions name="no_normal"> |
1308 | + <surface_ids> |
1309 | + <integer_value shape="2" rank="1">10 12</integer_value> |
1310 | + </surface_ids> |
1311 | <type name="dirichlet"> |
1312 | - <align_bc_with_cartesian> |
1313 | - <x_component> |
1314 | - <constant> |
1315 | - <real_value rank="0">0.0</real_value> |
1316 | - </constant> |
1317 | - </x_component> |
1318 | - <y_component> |
1319 | - <constant> |
1320 | - <real_value rank="0">0.0</real_value> |
1321 | - </constant> |
1322 | - </y_component> |
1323 | - </align_bc_with_cartesian> |
1324 | + <align_bc_with_surface> |
1325 | + <normal_component> |
1326 | + <constant> |
1327 | + <real_value rank="0">0.</real_value> |
1328 | + </constant> |
1329 | + </normal_component> |
1330 | + </align_bc_with_surface> |
1331 | </type> |
1332 | </boundary_conditions> |
1333 | <tensor_field name="Viscosity" rank="2"> |
1334 | @@ -242,7 +236,7 @@ |
1335 | <value name="WholeMesh"> |
1336 | <isotropic> |
1337 | <constant> |
1338 | - <real_value rank="0">1.24e-4</real_value> |
1339 | + <real_value rank="0">1.74e-5</real_value> |
1340 | </constant> |
1341 | </isotropic> |
1342 | </value> |
1343 | @@ -265,7 +259,7 @@ |
1344 | </value> |
1345 | <output/> |
1346 | <stat> |
1347 | - <include_in_stat/> |
1348 | + <exclude_from_stat/> |
1349 | </stat> |
1350 | <detectors> |
1351 | <exclude_from_detectors/> |
1352 | @@ -290,7 +284,7 @@ |
1353 | <include_in_detectors/> |
1354 | </detectors> |
1355 | <steady_state> |
1356 | - <include_in_steady_state/> |
1357 | + <exclude_from_steady_state/> |
1358 | </steady_state> |
1359 | <consistent_interpolation/> |
1360 | </prognostic> |
1361 | @@ -302,15 +296,95 @@ |
1362 | <output/> |
1363 | <stat/> |
1364 | <convergence> |
1365 | - <include_in_convergence/> |
1366 | - </convergence> |
1367 | - <detectors> |
1368 | - <include_in_detectors/> |
1369 | - </detectors> |
1370 | - <steady_state> |
1371 | - <exclude_from_steady_state/> |
1372 | - </steady_state> |
1373 | - </diagnostic> |
1374 | - </scalar_field> |
1375 | + <exclude_from_convergence/> |
1376 | + </convergence> |
1377 | + <detectors> |
1378 | + <include_in_detectors/> |
1379 | + </detectors> |
1380 | + <steady_state> |
1381 | + <exclude_from_steady_state/> |
1382 | + </steady_state> |
1383 | + </diagnostic> |
1384 | + </scalar_field> |
1385 | + <scalar_field name="AveragePressure" rank="0"> |
1386 | + <diagnostic> |
1387 | + <algorithm source_field_type="scalar" material_phase_support="single" name="time_averaged_scalar" source_field_name="Pressure"> |
1388 | + <spin_up_time> |
1389 | + <real_value rank="0">50</real_value> |
1390 | + </spin_up_time> |
1391 | + </algorithm> |
1392 | + <mesh name="VelocityMesh"/> |
1393 | + <output/> |
1394 | + <stat/> |
1395 | + <convergence> |
1396 | + <include_in_convergence/> |
1397 | + </convergence> |
1398 | + <detectors> |
1399 | + <include_in_detectors/> |
1400 | + </detectors> |
1401 | + <steady_state> |
1402 | + <include_in_steady_state/> |
1403 | + </steady_state> |
1404 | + </diagnostic> |
1405 | + </scalar_field> |
1406 | + <scalar_field name="FluctuatingPressure" rank="0"> |
1407 | + <diagnostic> |
1408 | + <algorithm source_field_2_type="scalar" name="scalar_difference" source_field_1_name="Pressure" source_field_2_name="AveragePressure" material_phase_support="single" source_field_1_type="scalar"/> |
1409 | + <mesh name="VelocityMesh"/> |
1410 | + <output/> |
1411 | + <stat/> |
1412 | + <convergence> |
1413 | + <exclude_from_convergence/> |
1414 | + </convergence> |
1415 | + <detectors> |
1416 | + <include_in_detectors/> |
1417 | + </detectors> |
1418 | + <steady_state> |
1419 | + <exclude_from_steady_state/> |
1420 | + </steady_state> |
1421 | + </diagnostic> |
1422 | + </scalar_field> |
1423 | + <vector_field name="AverageVelocity" rank="1"> |
1424 | + <diagnostic> |
1425 | + <algorithm source_field_type="vector" material_phase_support="single" name="time_averaged_vector" source_field_name="Velocity"> |
1426 | + <spin_up_time> |
1427 | + <real_value rank="0">50</real_value> |
1428 | + </spin_up_time> |
1429 | + </algorithm> |
1430 | + <mesh name="VelocityMesh"/> |
1431 | + <output/> |
1432 | + <stat> |
1433 | + <include_in_stat/> |
1434 | + </stat> |
1435 | + <convergence> |
1436 | + <include_in_convergence/> |
1437 | + </convergence> |
1438 | + <detectors> |
1439 | + <include_in_detectors/> |
1440 | + </detectors> |
1441 | + <steady_state> |
1442 | + <include_in_steady_state/> |
1443 | + </steady_state> |
1444 | + </diagnostic> |
1445 | + </vector_field> |
1446 | + <vector_field name="FluctuatingVelocity" rank="1"> |
1447 | + <diagnostic> |
1448 | + <algorithm source_field_2_type="vector" name="vector_difference" source_field_1_name="Velocity" source_field_2_name="AverageVelocity" material_phase_support="single" source_field_1_type="vector"/> |
1449 | + <mesh name="VelocityMesh"/> |
1450 | + <output/> |
1451 | + <stat> |
1452 | + <include_in_stat/> |
1453 | + </stat> |
1454 | + <convergence> |
1455 | + <exclude_from_convergence/> |
1456 | + </convergence> |
1457 | + <detectors> |
1458 | + <include_in_detectors/> |
1459 | + </detectors> |
1460 | + <steady_state> |
1461 | + <exclude_from_steady_state/> |
1462 | + </steady_state> |
1463 | + </diagnostic> |
1464 | + </vector_field> |
1465 | </material_phase> |
1466 | </fluidity_options> |
1467 | |
1468 | === modified file 'examples/backward_facing_step_2d/postprocessor_2d.py' |
1469 | --- examples/backward_facing_step_2d/postprocessor_2d.py 2012-11-05 14:05:32 +0000 |
1470 | +++ examples/backward_facing_step_2d/postprocessor_2d.py 2013-04-16 15:27:30 +0000 |
1471 | @@ -5,7 +5,9 @@ |
1472 | import os |
1473 | import vtktools |
1474 | import numpy |
1475 | +import pylab |
1476 | import re |
1477 | +from matplotlib import rc |
1478 | |
1479 | def get_filelist(sample, start): |
1480 | |
1481 | @@ -100,7 +102,7 @@ |
1482 | pts = numpy.array(pts) |
1483 | |
1484 | ##### Get x-velocity on bottom boundary |
1485 | - uvw = datafile.ProbeData(pts, "Velocity") |
1486 | + uvw = datafile.ProbeData(pts, "AverageVelocity") |
1487 | u = [] |
1488 | u = uvw[:,0] |
1489 | points = 0.0 |
1490 | @@ -111,11 +113,12 @@ |
1491 | if((u[i] / u[i+1]) < 0. and u[i+1] > 0. and not numpy.isinf(u[i] / u[i+1])): |
1492 | ##### interpolate between nodes. Correct for origin not at step. |
1493 | p = pts[i][0] + (pts[i+1][0]-pts[i][0]) * (0.0-u[i]) / (u[i+1]-u[i]) -5.0 |
1494 | + print 'p ', p |
1495 | ##### Ignore spurious corner points |
1496 | - if(p>0.5): |
1497 | + if(p>2): |
1498 | points = p |
1499 | - ##### We have our first point on this plane so... |
1500 | - break |
1501 | + ##### We have our first point on this plane so... |
1502 | + break |
1503 | print "reattachment point found at: ", points |
1504 | |
1505 | ##### Append actual reattachment point and time: |
1506 | @@ -126,13 +129,9 @@ |
1507 | ######################################################################### |
1508 | |
1509 | # Velocity profiles: |
1510 | -def meanvelo(filelist,x,y): |
1511 | +def meanvelo(file,x,y): |
1512 | |
1513 | print "\nRunning velocity profile script on files at times...\n" |
1514 | - ##### check for no files |
1515 | - if (len(filelist) < 0): |
1516 | - print "No files!" |
1517 | - sys.exit(1) |
1518 | |
1519 | ##### create array of points. Correct for origin not at step. |
1520 | pts=[] |
1521 | @@ -141,37 +140,29 @@ |
1522 | pts.append([x[i]+5.0, y[j], 0.0]) |
1523 | |
1524 | pts=numpy.array(pts) |
1525 | - ##### Create output array of correct shape |
1526 | - profiles=numpy.zeros([len(filelist), x.size, y.size], float) |
1527 | - time = numpy.zeros([len(filelist)], float) |
1528 | - |
1529 | - filecount = 0 |
1530 | - for file in filelist: |
1531 | - datafile = vtktools.vtu(file) |
1532 | - # Get time |
1533 | - t = min(datafile.GetScalarField("Time")) |
1534 | - print file, ', elapsed time = ', t |
1535 | - time[filecount] = t |
1536 | - |
1537 | - ##### Get x-velocity |
1538 | - uvw = datafile.ProbeData(pts, "Velocity") |
1539 | - #umax = max(abs(datafile.GetVectorField("Velocity")[:,0])) |
1540 | - u = uvw[:,0] |
1541 | - u=u.reshape([x.size,y.size]) |
1542 | - profiles[filecount,:,:] = u |
1543 | - filecount += 1 |
1544 | + profiles=numpy.zeros([x.size, y.size], float) |
1545 | + |
1546 | + datafile = vtktools.vtu(file) |
1547 | + |
1548 | + ##### Get x-velocity |
1549 | + uvw = datafile.ProbeData(pts, "AverageVelocity") |
1550 | + u = uvw[:,0] |
1551 | + u=u.reshape([x.size,y.size]) |
1552 | + for i in range(len(x)): |
1553 | + umax = max(u[i,:]) |
1554 | + u[i,:] = u[i,:]/umax |
1555 | + profiles[:,:] = u |
1556 | |
1557 | print "\n...Finished writing data files.\n" |
1558 | - return profiles, time |
1559 | + return profiles |
1560 | |
1561 | ######################################################################### |
1562 | |
1563 | def plot_length(type,reattachment_length): |
1564 | - import pylab |
1565 | ##### Plot time series of reattachment length using pylab(matplotlib) |
1566 | ##### Kim's (1978) experimental result, Re=132000 |
1567 | kim = numpy.zeros([len(reattachment_length[:,1])]) |
1568 | - kim[:]=6.99 |
1569 | + kim[:]=7.0 |
1570 | ##### Ilinca's (1997) best numerical result (adaptive mesh 2, 6960 points) |
1571 | ilinca = numpy.zeros([len(reattachment_length[:,1])]) |
1572 | ilinca[:]=6.21 |
1573 | @@ -184,14 +175,15 @@ |
1574 | pylab.plot(reattachment_length[:,1], kim, linestyle="solid",color='black') |
1575 | pylab.plot(reattachment_length[:,1], ilinca, linestyle="solid",color='red') |
1576 | pylab.legend(("Fluidity","Kim expt.","Ilinca sim."), loc="best") |
1577 | + rlmax = max(reattachment_length[:,0]) |
1578 | + pylab.axis([0, reattachment_length[-1,1], 0, max(kim[-1],rlmax)+0.1]) |
1579 | pylab.savefig("../reattachment_length_kim_"+str(type)+".pdf") |
1580 | return |
1581 | |
1582 | -def plot_meanvelo(type,profiles,xarray,yarray,time): |
1583 | - import pylab |
1584 | +######################################################################### |
1585 | + |
1586 | +def plot_meanvelo(type,profiles,xarray,yarray): |
1587 | ##### Plot evolution of velocity profiles at different points behind step |
1588 | - plot1 = pylab.figure(figsize = (20.0, 8.5)) |
1589 | - pylab.suptitle("Evolution of U-velocity: Re=132000, "+str(type), fontsize=20) |
1590 | |
1591 | # get profiles from Ilinca's experimental/numerical data |
1592 | datafile = open('../Ilinca-data/Ilinca-U-expt-1.33.dat', 'r') |
1593 | @@ -259,21 +251,28 @@ |
1594 | Un16.append(float(line.split()[0])) |
1595 | yn16.append(float(line.split()[1])) |
1596 | |
1597 | + plot1 = pylab.figure(figsize = (20, 8)) |
1598 | + pylab.suptitle("U-velocity profile: Re=132000, "+str(type), fontsize=20) |
1599 | + |
1600 | size = 15 |
1601 | ax = pylab.subplot(151) |
1602 | leg_end = [] |
1603 | |
1604 | - for i in range(len(time)): |
1605 | - if(i==len(time)-1): |
1606 | - ax.plot(profiles[i,0,:]/max(profiles[i,0,:]),yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=6, markeredgecolor='black', ) |
1607 | - else: |
1608 | - ax.plot(profiles[i,0,:]/max(profiles[i,0,:]),yarray, linestyle="dashed") |
1609 | - leg_end.append("%.1f secs"%time[i]) |
1610 | + ax.plot(profiles[0,:],yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=8, markeredgecolor='black') |
1611 | + ax.plot(U1,y1, linestyle='none',color='black', marker = 'x', markerfacecolor='black', markersize=8) |
1612 | + ax.plot(Un1,yn1, linestyle="solid",color="red") |
1613 | + |
1614 | + leg_end.append("Fluidity") |
1615 | leg_end.append("Kim expt.") |
1616 | leg_end.append("Ilinca sim.") |
1617 | - ax.plot(U1,y1, linestyle="solid",color="black") |
1618 | - ax.plot(Un1,yn1, linestyle="solid",color="red") |
1619 | - pylab.legend((leg_end), loc="upper left") |
1620 | + pylab.legend((leg_end), loc="lower right") |
1621 | + leg = pylab.gca().get_legend() |
1622 | + ltext = leg.get_texts() |
1623 | + pylab.setp(ltext, fontsize = 18, color = 'black') |
1624 | + frame=leg.get_frame() |
1625 | + frame.set_fill(False) |
1626 | + frame.set_visible(False) |
1627 | + |
1628 | ax.set_title('(a) x/h='+str(xarray[0]), fontsize=16) |
1629 | for tick in ax.xaxis.get_major_ticks(): |
1630 | tick.label1.set_fontsize(size) |
1631 | @@ -281,12 +280,8 @@ |
1632 | tick.label1.set_fontsize(size) |
1633 | |
1634 | bx = pylab.subplot(152, sharex=ax, sharey=ax) |
1635 | - for i in range(len(time)): |
1636 | - if(i==len(time)-1): |
1637 | - bx.plot(profiles[i,1,:]/max(profiles[i,1,:]),yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=6, markeredgecolor='black', ) |
1638 | - else: |
1639 | - bx.plot(profiles[i,1,:]/max(profiles[i,1,:]),yarray, linestyle="dashed") |
1640 | - bx.plot(U3,y3, linestyle="solid",color='black') |
1641 | + bx.plot(profiles[1,:],yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=8, markeredgecolor='black') |
1642 | + bx.plot(U3,y3, linestyle='none',color='black', marker = 'x', markerfacecolor='black', markersize=8) |
1643 | bx.plot(Un3,yn3, linestyle="solid",color='red') |
1644 | bx.set_title('(b) x/h='+str(xarray[1]), fontsize=16) |
1645 | for tick in bx.xaxis.get_major_ticks(): |
1646 | @@ -294,13 +289,8 @@ |
1647 | pylab.setp(bx.get_yticklabels(), visible=False) |
1648 | |
1649 | cx = pylab.subplot(153, sharex=ax, sharey=ax) |
1650 | - shift=0.0 |
1651 | - for i in range(len(time)): |
1652 | - if(i==len(time)-1): |
1653 | - cx.plot(profiles[i,2,:]/max(profiles[i,2,:]),yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=6, markeredgecolor='black', ) |
1654 | - else: |
1655 | - cx.plot(profiles[i,2,:]/max(profiles[i,2,:]),yarray, linestyle="dashed") |
1656 | - cx.plot(U5,y5, linestyle="solid",color='black') |
1657 | + cx.plot(profiles[2,:],yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=8, markeredgecolor='black') |
1658 | + cx.plot(U5,y5, linestyle='none',color='black', marker = 'x', markerfacecolor='black', markersize=8) |
1659 | cx.plot(Un5,yn5, linestyle="solid",color='red') |
1660 | cx.set_title('(c) x/h='+str(xarray[2]), fontsize=16) |
1661 | for tick in cx.xaxis.get_major_ticks(): |
1662 | @@ -308,13 +298,8 @@ |
1663 | pylab.setp(cx.get_yticklabels(), visible=False) |
1664 | |
1665 | dx = pylab.subplot(154, sharex=ax, sharey=ax) |
1666 | - shift=0.0 |
1667 | - for i in range(len(time)): |
1668 | - if(i==len(time)-1): |
1669 | - dx.plot(profiles[i,3,:]/max(profiles[i,3,:]),yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=6, markeredgecolor='black', ) |
1670 | - else: |
1671 | - dx.plot(profiles[i,3,:]/max(profiles[i,3,:]),yarray, linestyle="dashed") |
1672 | - dx.plot(U8,y8, linestyle="solid",color='black') |
1673 | + dx.plot(profiles[3,:],yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=8, markeredgecolor='black') |
1674 | + dx.plot(U8,y8, linestyle='none',color='black', marker = 'x', markerfacecolor='black', markersize=8) |
1675 | dx.plot(Un8,yn8, linestyle="solid",color='red') |
1676 | dx.set_title('(d) x/h='+str(xarray[3]), fontsize=16) |
1677 | for tick in dx.xaxis.get_major_ticks(): |
1678 | @@ -322,22 +307,17 @@ |
1679 | pylab.setp(dx.get_yticklabels(), visible=False) |
1680 | |
1681 | ex = pylab.subplot(155, sharex=ax, sharey=ax) |
1682 | - shift=0.0 |
1683 | - for i in range(len(time)): |
1684 | - if(i==len(time)-1): |
1685 | - ex.plot(profiles[i,4,:]/max(profiles[i,4,:]),yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=6, markeredgecolor='black', ) |
1686 | - else: |
1687 | - ex.plot(profiles[i,4,:]/max(profiles[i,4,:]),yarray, linestyle="dashed") |
1688 | - ex.plot(U16,y16, linestyle="solid",color='black') |
1689 | + ex.plot(profiles[4,:],yarray, linestyle="solid",color='blue', marker = 'o', markerfacecolor='white', markersize=8, markeredgecolor='black') |
1690 | + ex.plot(U16,y16, linestyle='none',color='black', marker = 'x', markerfacecolor='black', markersize=8) |
1691 | ex.plot(Un16,yn16, linestyle="solid",color='red') |
1692 | ex.set_title('(e) x/h='+str(xarray[4]), fontsize=16) |
1693 | for tick in ex.xaxis.get_major_ticks(): |
1694 | tick.label1.set_fontsize(size) |
1695 | pylab.setp(ex.get_yticklabels(), visible=False) |
1696 | |
1697 | - pylab.axis([-0.5, 1.1, 0., 3.]) |
1698 | - bx.set_xlabel('Normalised U-velocity (U/Umax)', fontsize=24) |
1699 | - ax.set_ylabel('z/h', fontsize=24) |
1700 | + pylab.axis([-0.25, 1.15, 0., 3.]) |
1701 | + cx.set_xlabel('Normalised U-velocity (U/Umax)', fontsize=24) |
1702 | + ax.set_ylabel('y', fontsize=24) |
1703 | |
1704 | pylab.savefig("../velocity_profiles_kim_"+str(type)+".pdf") |
1705 | return |
1706 | @@ -348,7 +328,7 @@ |
1707 | ##### Which run is being processed? |
1708 | type = sys.argv[1] |
1709 | |
1710 | - ##### Only process every nth file by taking integer multiples of n: |
1711 | + ##### Only process every nth file: |
1712 | filelist = get_filelist(sample=5, start=0) |
1713 | |
1714 | ##### Call reattachment_length function |
1715 | @@ -359,15 +339,14 @@ |
1716 | |
1717 | ##### Points to generate profiles: |
1718 | xarray = numpy.array([1.33,2.66,5.33,8.0,16.0]) |
1719 | - yarray = numpy.array([0.01,0.02,0.03,0.04,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9,1.0,1.1,1.2,1.3,1.4,1.5,1.6,1.7,1.8,1.9,2.0,2.1,2.2,2.3,2.4,2.5,2.6,2.7,2.8,2.9,2.95,2.96,2.97,2.98,2.99,3.0]) |
1720 | - |
1721 | - ##### Only process every nth file by taking integer multiples of n: |
1722 | - filelist = get_filelist(sample=20, start=0) |
1723 | + yarray = numpy.array([0.01,0.02,0.03,0.04,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9, |
1724 | +1.0,1.1,1.2,1.3,1.4,1.5,1.6,1.7,1.8,1.9,2.0,2.1,2.2,2.3,2.4, |
1725 | +2.5,2.6,2.7,2.8,2.9,2.95,2.96,2.97,2.98,2.99,3.0]) |
1726 | |
1727 | ##### Call meanvelo function |
1728 | - profiles, time = meanvelo(filelist, xarray, yarray) |
1729 | + profiles = meanvelo(filelist[-1], xarray, yarray) |
1730 | numpy.save("velocity_profiles_kim_"+str(type), profiles) |
1731 | - plot_meanvelo(type,profiles,xarray,yarray,time) |
1732 | + plot_meanvelo(type,profiles,xarray,yarray) |
1733 | pylab.show() |
1734 | |
1735 | print "\nAll done.\n" |
1736 | |
1737 | === added directory 'examples/backward_facing_step_3d/Ercoftac-test31-BFS' |
1738 | === removed directory 'examples/backward_facing_step_3d/Ercoftac-test31-BFS' |
1739 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC.dat' |
1740 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC.dat 1970-01-01 00:00:00 +0000 |
1741 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC.dat 2013-04-16 15:27:30 +0000 |
1742 | @@ -0,0 +1,10 @@ |
1743 | +y/h |
1744 | +[0.0, 0.00058858700000000001, 0.00179565, 0.00306398, 0.0043966999999999999, 0.0057970299999999999, 0.0072684000000000004, 0.0088143800000000001, 0.0104387, 0.012145400000000001, 0.0139385, 0.0158225, 0.0178018, 0.019881300000000001, 0.022065899999999999, 0.024361000000000001, 0.026772000000000001, 0.029304899999999998, 0.031965599999999997, 0.0347605, 0.037696399999999998, 0.040780200000000003, 0.0440194, 0.047421499999999998, 0.0509948, 0.0547476, 0.058688900000000002, 0.062827900000000006, 0.067174399999999995, 0.071738700000000002, 0.076531299999999997, 0.081563499999999997, 0.086846999999999994, 0.092394000000000004, 0.098217399999999996, 0.10433099999999999, 0.110748, 0.117483, 0.124553, 0.13197200000000001, 0.13975799999999999, 0.147927, 0.1565, 0.165493, 0.174928, 0.18482499999999999, 0.19520499999999999, 0.206092, 0.21750800000000001, 0.22947799999999999, 0.24202699999999999, 0.25518200000000002, 0.26897100000000002, 0.28342000000000001, 0.29856100000000002, 0.31442399999999998, 0.33104099999999997, 0.348445, 0.36666900000000002, 0.38574900000000001, 0.40572200000000003, 0.426624, 0.44849600000000001, 0.47137600000000002, 0.495307, 0.52032900000000004, 0.54648699999999995, 0.57382500000000003, 0.60238800000000003, 0.63222299999999998, 0.66337800000000002, 0.69589999999999996, 0.72983799999999999, 0.76524300000000001, 0.80216500000000002, 0.84065500000000004, 0.88076399999999999, 0.922543, 0.96604400000000001, 1.01132, 1.0584199999999999, 1.1073900000000001, 1.15829, 1.2111700000000001, 1.26607, 1.3230299999999999, 1.3821099999999999, 1.4433400000000001, 1.5067699999999999, 1.57243, 1.64036, 1.7105900000000001, 1.78315, 1.85805, 1.9353199999999999, 2.01498, 2.0970200000000001, 2.1814499999999999, 2.2682799999999999, 2.3574899999999999, 2.4490599999999998, 2.54298, 2.6392099999999998, 2.7377099999999999, 2.8384499999999999, 2.94137, 3.0464000000000002, 3.1534900000000001, 3.2625600000000001, 3.3735200000000001, 3.4862799999999998, 3.6007400000000001, 3.7168000000000001, 3.8343500000000001, 3.9532600000000002, 4.0734000000000004, 4.1946599999999998, 4.3168899999999999, 4.43994, 4.5636799999999997, 4.6879600000000003, 4.8126199999999999, 4.9375099999999996] |
1745 | +U/U0 |
1746 | +[0.0, 0.0070701399999999999, 0.021563800000000001, 0.036780599999999997, 0.052745100000000003, 0.069473800000000002, 0.086971900000000005, 0.10523, 0.124219, 0.14389299999999999, 0.16417999999999999, 0.18499399999999999, 0.20622499999999999, 0.22775599999999999, 0.24945899999999999, 0.27120100000000003, 0.29285, 0.31427899999999998, 0.33537400000000001, 0.35603499999999999, 0.37618000000000001, 0.39574599999999999, 0.414688, 0.432975, 0.45059199999999999, 0.46753600000000001, 0.48381800000000003, 0.49945099999999998, 0.51445300000000005, 0.52884200000000003, 0.54264199999999996, 0.55587299999999995, 0.56855800000000001, 0.58071899999999999, 0.59237600000000001, 0.60353800000000002, 0.61421000000000003, 0.62441800000000003, 0.63422900000000004, 0.643737, 0.65300499999999995, 0.66203000000000001, 0.67081199999999996, 0.67939000000000005, 0.68774599999999997, 0.69586499999999996, 0.70381199999999999, 0.71162499999999995, 0.71927399999999997, 0.72673299999999996, 0.73411499999999996, 0.74148999999999998, 0.74887000000000004, 0.75622900000000004, 0.76351000000000002, 0.77073400000000003, 0.77788400000000002, 0.78501200000000004, 0.792242, 0.79957, 0.80698800000000004, 0.81452000000000002, 0.82211599999999996, 0.82985100000000001, 0.83772199999999997, 0.84570299999999998, 0.85384300000000002, 0.86217600000000005, 0.87065199999999998, 0.87945300000000004, 0.88844800000000002, 0.89773000000000003, 0.90720800000000001, 0.916883, 0.92657800000000001, 0.93625700000000001, 0.94601199999999996, 0.95580799999999999, 0.96556600000000004, 0.97506599999999999, 0.98413700000000004, 0.99223600000000001, 0.99927299999999997, 1.0040500000000001, 1.0058499999999999, 1.00647, 1.00597, 1.0056, 1.00542, 1.0053399999999999, 1.00522, 1.00508, 1.0048699999999999, 1.0045900000000001, 1.0042199999999999, 1.0041, 1.0040199999999999, 1.00379, 1.0035700000000001, 1.0033799999999999, 1.0032000000000001, 1.0030399999999999, 1.00288, 1.0027299999999999, 1.00258, 1.00244, 1.0023, 1.0021599999999999, 1.00204, 1.0019100000000001, 1.0018, 1.00169, 1.00159, 1.00149, 1.0014000000000001, 1.00132, 1.00126, 1.0012000000000001, 1.0011399999999999, 1.0011000000000001, 1.0010699999999999, 1.00105, 1.0010399999999999] |
1747 | +u'/U0 |
1748 | +[0.0, 0.0035810799999999999, 0.0109015, 0.0185629, 0.0265699, 0.034907100000000003, 0.043533200000000001, 0.052377399999999998, 0.061339600000000001, 0.070295700000000003, 0.079105800000000004, 0.087626099999999998, 0.095720899999999998, 0.103272, 0.110183, 0.11637699999999999, 0.12180100000000001, 0.12642300000000001, 0.130243, 0.13328799999999999, 0.13561200000000001, 0.13728399999999999, 0.13838600000000001, 0.13900000000000001, 0.13920099999999999, 0.13905699999999999, 0.138626, 0.13795499999999999, 0.13708799999999999, 0.13606599999999999, 0.13492799999999999, 0.13369600000000001, 0.132379, 0.130994, 0.12956699999999999, 0.128133, 0.126692, 0.12521299999999999, 0.1237, 0.12216, 0.120619, 0.119128, 0.117696, 0.116314, 0.114963, 0.113547, 0.112026, 0.110525, 0.10907600000000001, 0.10768, 0.106285, 0.10495400000000001, 0.10356700000000001, 0.102239, 0.10086000000000001, 0.099501999999999993, 0.098226099999999997, 0.0968778, 0.0955009, 0.094088599999999994, 0.092685500000000004, 0.091371999999999995, 0.090103199999999994, 0.088651199999999999, 0.086840000000000001, 0.085025199999999995, 0.0833343, 0.081648600000000002, 0.079667399999999999, 0.077302999999999997, 0.074870999999999993, 0.072145899999999999, 0.069119200000000006, 0.065732600000000002, 0.062117800000000001, 0.058230999999999998, 0.053852400000000002, 0.048668799999999998, 0.042975899999999997, 0.036657599999999999, 0.030602799999999999, 0.024962999999999999, 0.020434500000000001, 0.0175856, 0.016084000000000001, 0.014431899999999999, 0.0125597, 0.0104087, 0.0087507799999999997, 0.0075340800000000003, 0.0065808699999999999, 0.0057124999999999997, 0.00493693, 0.0042956299999999999, 0.0039186200000000003, 0.0035734500000000002, 0.00260458, 0.0020066300000000001, 0.0015982500000000001, 0.0013089899999999999, 0.0010943700000000001, 0.00093021100000000002, 0.00080232100000000005, 0.00070158500000000001, 0.00062158899999999997, 0.00055759600000000005, 0.00050609299999999999, 0.00046436999999999997, 0.000430376, 0.00040252400000000002, 0.000379596, 0.00036066899999999999, 0.00034501099999999999, 0.00033206700000000002, 0.000321393, 0.00031262199999999998, 0.00030549499999999997, 0.00029975999999999999, 0.00029524800000000002, 0.000291797, 0.000289311, 0.00028770199999999998, 0.00028691399999999998] |
1749 | +v'/U0 |
1750 | +[0.0, 2.2273299999999999e-05, 0.000111933, 0.00029323899999999999, 0.00056879999999999995, 0.00094087499999999998, 0.0014113699999999999, 0.00198182, 0.0026531699999999998, 0.0034250000000000001, 0.0042942400000000004, 0.00525444, 0.0062972000000000002, 0.0074151399999999998, 0.00860292, 0.0098550700000000005, 0.011163599999999999, 0.0125183, 0.013909299999999999, 0.015328100000000001, 0.016768700000000001, 0.0182265, 0.0196987, 0.0211837, 0.022679499999999998, 0.0241823, 0.025685900000000001, 0.027182700000000001, 0.028665300000000001, 0.030127600000000001, 0.031561899999999997, 0.032957100000000003, 0.034306200000000002, 0.035611200000000003, 0.036878300000000003, 0.038110100000000001, 0.039306099999999997, 0.040467799999999998, 0.041595800000000002, 0.042679500000000002, 0.043701400000000001, 0.044651000000000003, 0.0455249, 0.046321500000000002, 0.047048600000000003, 0.047725999999999998, 0.048361599999999998, 0.048945299999999997, 0.049458299999999997, 0.049878899999999997, 0.050195099999999999, 0.050416500000000003, 0.050580100000000003, 0.050716900000000002, 0.050822399999999997, 0.050899899999999998, 0.050925600000000001, 0.050840900000000001, 0.050626200000000003, 0.050307600000000001, 0.049916500000000003, 0.049478800000000003, 0.048983499999999999, 0.048384999999999997, 0.047645600000000003, 0.046771600000000003, 0.045783999999999998, 0.044688800000000001, 0.043501199999999997, 0.042247600000000003, 0.040948199999999997, 0.039578200000000001, 0.0381366, 0.036626800000000001, 0.0350303, 0.033331399999999997, 0.0315543, 0.029731, 0.0278605, 0.025973300000000001, 0.024049899999999999, 0.022038100000000001, 0.019968699999999999, 0.017842199999999999, 0.015719500000000001, 0.013768799999999999, 0.0120994, 0.010722600000000001, 0.0095785699999999998, 0.0085844500000000004, 0.0076799900000000003, 0.0068352500000000002, 0.00604296, 0.0053049300000000002, 0.0046245100000000001, 0.0039766200000000002, 0.0033732300000000001, 0.00285272, 0.0024150700000000001, 0.0020481800000000001, 0.0017397000000000001, 0.0014794700000000001, 0.0012594100000000001, 0.0010730900000000001, 0.00091527000000000004, 0.00078160399999999998, 0.000668422, 0.000572577, 0.00049135499999999996, 0.00042239600000000001, 0.00036364500000000001, 0.00031332400000000002, 0.00026989899999999999, 0.00023205799999999999, 0.000198696, 0.000168887, 0.00014186400000000001, 0.000117002, 9.3787699999999997e-05, 7.1802299999999995e-05, 5.0701800000000003e-05, 3.0195499999999999e-05, 1.0028699999999999e-05] |
1751 | +w'/U0 |
1752 | +[0.0, 0.0015651199999999999, 0.0046441299999999998, 0.0077009899999999996, 0.0107282, 0.0137162, 0.016654100000000002, 0.019529299999999999, 0.022328799999999999, 0.025039100000000002, 0.0276478, 0.030144399999999998, 0.0325212, 0.034773400000000003, 0.036898500000000001, 0.038896100000000003, 0.0407683, 0.042520500000000003, 0.044161699999999998, 0.045704000000000002, 0.047159, 0.0485342, 0.049833799999999998, 0.051061700000000002, 0.052222600000000001, 0.053322000000000001, 0.054363300000000003, 0.055347500000000001, 0.056271099999999998, 0.057126200000000002, 0.057904499999999998, 0.058600899999999997, 0.059211899999999998, 0.059735400000000001, 0.060188999999999999, 0.060611600000000002, 0.061032500000000003, 0.061445100000000002, 0.0618159, 0.062113399999999999, 0.062332699999999998, 0.062486199999999999, 0.062583299999999994, 0.062659000000000006, 0.062792299999999995, 0.063002900000000001, 0.063266500000000003, 0.0635825, 0.063916200000000006, 0.064266699999999996, 0.064584500000000003, 0.064823599999999995, 0.065022300000000005, 0.065194699999999994, 0.065321699999999996, 0.065366400000000005, 0.065291100000000005, 0.065158599999999997, 0.065026100000000003, 0.064803200000000005, 0.064392599999999994, 0.063879900000000003, 0.063355999999999996, 0.0627003, 0.061981399999999999, 0.061035300000000001, 0.059888499999999997, 0.058627899999999997, 0.057340500000000003, 0.0559138, 0.054165999999999999, 0.052353799999999999, 0.0502827, 0.047815400000000001, 0.045060299999999998, 0.0421558, 0.039155099999999998, 0.036144999999999997, 0.033062599999999998, 0.0298725, 0.0265285, 0.023196700000000001, 0.0199528, 0.016916799999999999, 0.0143263, 0.012200600000000001, 0.0104888, 0.0091075900000000005, 0.0079900000000000006, 0.0070849800000000003, 0.0063158399999999996, 0.0056417500000000001, 0.0050414300000000004, 0.0044804099999999998, 0.0039405100000000004, 0.0033750099999999999, 0.0028823099999999999, 0.00243517, 0.00205353, 0.0017326399999999999, 0.00146222, 0.00123346, 0.0010392000000000001, 0.00087413499999999995, 0.000733893, 0.00061476100000000002, 0.00051383799999999997, 0.00042850899999999999, 0.00035652500000000001, 0.00029606800000000003, 0.00024542500000000002, 0.00020315200000000001, 0.00016807200000000001, 0.00013905999999999999, 0.000115207, 9.5764600000000001e-05, 8.0042099999999997e-05, 6.7500200000000001e-05, 5.7702099999999998e-05, 5.0271e-05, 4.4934700000000002e-05, 4.1493699999999999e-05, 3.9843699999999999e-05] |
1753 | |
1754 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC.dat' |
1755 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC.dat 2011-10-30 17:25:22 +0000 |
1756 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC.dat 1970-01-01 00:00:00 +0000 |
1757 | @@ -1,10 +0,0 @@ |
1758 | -y/h |
1759 | -[0.0, 0.00058858700000000001, 0.00179565, 0.00306398, 0.0043966999999999999, 0.0057970299999999999, 0.0072684000000000004, 0.0088143800000000001, 0.0104387, 0.012145400000000001, 0.0139385, 0.0158225, 0.0178018, 0.019881300000000001, 0.022065899999999999, 0.024361000000000001, 0.026772000000000001, 0.029304899999999998, 0.031965599999999997, 0.0347605, 0.037696399999999998, 0.040780200000000003, 0.0440194, 0.047421499999999998, 0.0509948, 0.0547476, 0.058688900000000002, 0.062827900000000006, 0.067174399999999995, 0.071738700000000002, 0.076531299999999997, 0.081563499999999997, 0.086846999999999994, 0.092394000000000004, 0.098217399999999996, 0.10433099999999999, 0.110748, 0.117483, 0.124553, 0.13197200000000001, 0.13975799999999999, 0.147927, 0.1565, 0.165493, 0.174928, 0.18482499999999999, 0.19520499999999999, 0.206092, 0.21750800000000001, 0.22947799999999999, 0.24202699999999999, 0.25518200000000002, 0.26897100000000002, 0.28342000000000001, 0.29856100000000002, 0.31442399999999998, 0.33104099999999997, 0.348445, 0.36666900000000002, 0.38574900000000001, 0.40572200000000003, 0.426624, 0.44849600000000001, 0.47137600000000002, 0.495307, 0.52032900000000004, 0.54648699999999995, 0.57382500000000003, 0.60238800000000003, 0.63222299999999998, 0.66337800000000002, 0.69589999999999996, 0.72983799999999999, 0.76524300000000001, 0.80216500000000002, 0.84065500000000004, 0.88076399999999999, 0.922543, 0.96604400000000001, 1.01132, 1.0584199999999999, 1.1073900000000001, 1.15829, 1.2111700000000001, 1.26607, 1.3230299999999999, 1.3821099999999999, 1.4433400000000001, 1.5067699999999999, 1.57243, 1.64036, 1.7105900000000001, 1.78315, 1.85805, 1.9353199999999999, 2.01498, 2.0970200000000001, 2.1814499999999999, 2.2682799999999999, 2.3574899999999999, 2.4490599999999998, 2.54298, 2.6392099999999998, 2.7377099999999999, 2.8384499999999999, 2.94137, 3.0464000000000002, 3.1534900000000001, 3.2625600000000001, 3.3735200000000001, 3.4862799999999998, 3.6007400000000001, 3.7168000000000001, 3.8343500000000001, 3.9532600000000002, 4.0734000000000004, 4.1946599999999998, 4.3168899999999999, 4.43994, 4.5636799999999997, 4.6879600000000003, 4.8126199999999999, 4.9375099999999996] |
1760 | -U/U0 |
1761 | -[0.0, 0.0070701399999999999, 0.021563800000000001, 0.036780599999999997, 0.052745100000000003, 0.069473800000000002, 0.086971900000000005, 0.10523, 0.124219, 0.14389299999999999, 0.16417999999999999, 0.18499399999999999, 0.20622499999999999, 0.22775599999999999, 0.24945899999999999, 0.27120100000000003, 0.29285, 0.31427899999999998, 0.33537400000000001, 0.35603499999999999, 0.37618000000000001, 0.39574599999999999, 0.414688, 0.432975, 0.45059199999999999, 0.46753600000000001, 0.48381800000000003, 0.49945099999999998, 0.51445300000000005, 0.52884200000000003, 0.54264199999999996, 0.55587299999999995, 0.56855800000000001, 0.58071899999999999, 0.59237600000000001, 0.60353800000000002, 0.61421000000000003, 0.62441800000000003, 0.63422900000000004, 0.643737, 0.65300499999999995, 0.66203000000000001, 0.67081199999999996, 0.67939000000000005, 0.68774599999999997, 0.69586499999999996, 0.70381199999999999, 0.71162499999999995, 0.71927399999999997, 0.72673299999999996, 0.73411499999999996, 0.74148999999999998, 0.74887000000000004, 0.75622900000000004, 0.76351000000000002, 0.77073400000000003, 0.77788400000000002, 0.78501200000000004, 0.792242, 0.79957, 0.80698800000000004, 0.81452000000000002, 0.82211599999999996, 0.82985100000000001, 0.83772199999999997, 0.84570299999999998, 0.85384300000000002, 0.86217600000000005, 0.87065199999999998, 0.87945300000000004, 0.88844800000000002, 0.89773000000000003, 0.90720800000000001, 0.916883, 0.92657800000000001, 0.93625700000000001, 0.94601199999999996, 0.95580799999999999, 0.96556600000000004, 0.97506599999999999, 0.98413700000000004, 0.99223600000000001, 0.99927299999999997, 1.0040500000000001, 1.0058499999999999, 1.00647, 1.00597, 1.0056, 1.00542, 1.0053399999999999, 1.00522, 1.00508, 1.0048699999999999, 1.0045900000000001, 1.0042199999999999, 1.0041, 1.0040199999999999, 1.00379, 1.0035700000000001, 1.0033799999999999, 1.0032000000000001, 1.0030399999999999, 1.00288, 1.0027299999999999, 1.00258, 1.00244, 1.0023, 1.0021599999999999, 1.00204, 1.0019100000000001, 1.0018, 1.00169, 1.00159, 1.00149, 1.0014000000000001, 1.00132, 1.00126, 1.0012000000000001, 1.0011399999999999, 1.0011000000000001, 1.0010699999999999, 1.00105, 1.0010399999999999] |
1762 | -u'/U0 |
1763 | -[0.0, 0.0035810799999999999, 0.0109015, 0.0185629, 0.0265699, 0.034907100000000003, 0.043533200000000001, 0.052377399999999998, 0.061339600000000001, 0.070295700000000003, 0.079105800000000004, 0.087626099999999998, 0.095720899999999998, 0.103272, 0.110183, 0.11637699999999999, 0.12180100000000001, 0.12642300000000001, 0.130243, 0.13328799999999999, 0.13561200000000001, 0.13728399999999999, 0.13838600000000001, 0.13900000000000001, 0.13920099999999999, 0.13905699999999999, 0.138626, 0.13795499999999999, 0.13708799999999999, 0.13606599999999999, 0.13492799999999999, 0.13369600000000001, 0.132379, 0.130994, 0.12956699999999999, 0.128133, 0.126692, 0.12521299999999999, 0.1237, 0.12216, 0.120619, 0.119128, 0.117696, 0.116314, 0.114963, 0.113547, 0.112026, 0.110525, 0.10907600000000001, 0.10768, 0.106285, 0.10495400000000001, 0.10356700000000001, 0.102239, 0.10086000000000001, 0.099501999999999993, 0.098226099999999997, 0.0968778, 0.0955009, 0.094088599999999994, 0.092685500000000004, 0.091371999999999995, 0.090103199999999994, 0.088651199999999999, 0.086840000000000001, 0.085025199999999995, 0.0833343, 0.081648600000000002, 0.079667399999999999, 0.077302999999999997, 0.074870999999999993, 0.072145899999999999, 0.069119200000000006, 0.065732600000000002, 0.062117800000000001, 0.058230999999999998, 0.053852400000000002, 0.048668799999999998, 0.042975899999999997, 0.036657599999999999, 0.030602799999999999, 0.024962999999999999, 0.020434500000000001, 0.0175856, 0.016084000000000001, 0.014431899999999999, 0.0125597, 0.0104087, 0.0087507799999999997, 0.0075340800000000003, 0.0065808699999999999, 0.0057124999999999997, 0.00493693, 0.0042956299999999999, 0.0039186200000000003, 0.0035734500000000002, 0.00260458, 0.0020066300000000001, 0.0015982500000000001, 0.0013089899999999999, 0.0010943700000000001, 0.00093021100000000002, 0.00080232100000000005, 0.00070158500000000001, 0.00062158899999999997, 0.00055759600000000005, 0.00050609299999999999, 0.00046436999999999997, 0.000430376, 0.00040252400000000002, 0.000379596, 0.00036066899999999999, 0.00034501099999999999, 0.00033206700000000002, 0.000321393, 0.00031262199999999998, 0.00030549499999999997, 0.00029975999999999999, 0.00029524800000000002, 0.000291797, 0.000289311, 0.00028770199999999998, 0.00028691399999999998] |
1764 | -v'/U0 |
1765 | -[0.0, 2.2273299999999999e-05, 0.000111933, 0.00029323899999999999, 0.00056879999999999995, 0.00094087499999999998, 0.0014113699999999999, 0.00198182, 0.0026531699999999998, 0.0034250000000000001, 0.0042942400000000004, 0.00525444, 0.0062972000000000002, 0.0074151399999999998, 0.00860292, 0.0098550700000000005, 0.011163599999999999, 0.0125183, 0.013909299999999999, 0.015328100000000001, 0.016768700000000001, 0.0182265, 0.0196987, 0.0211837, 0.022679499999999998, 0.0241823, 0.025685900000000001, 0.027182700000000001, 0.028665300000000001, 0.030127600000000001, 0.031561899999999997, 0.032957100000000003, 0.034306200000000002, 0.035611200000000003, 0.036878300000000003, 0.038110100000000001, 0.039306099999999997, 0.040467799999999998, 0.041595800000000002, 0.042679500000000002, 0.043701400000000001, 0.044651000000000003, 0.0455249, 0.046321500000000002, 0.047048600000000003, 0.047725999999999998, 0.048361599999999998, 0.048945299999999997, 0.049458299999999997, 0.049878899999999997, 0.050195099999999999, 0.050416500000000003, 0.050580100000000003, 0.050716900000000002, 0.050822399999999997, 0.050899899999999998, 0.050925600000000001, 0.050840900000000001, 0.050626200000000003, 0.050307600000000001, 0.049916500000000003, 0.049478800000000003, 0.048983499999999999, 0.048384999999999997, 0.047645600000000003, 0.046771600000000003, 0.045783999999999998, 0.044688800000000001, 0.043501199999999997, 0.042247600000000003, 0.040948199999999997, 0.039578200000000001, 0.0381366, 0.036626800000000001, 0.0350303, 0.033331399999999997, 0.0315543, 0.029731, 0.0278605, 0.025973300000000001, 0.024049899999999999, 0.022038100000000001, 0.019968699999999999, 0.017842199999999999, 0.015719500000000001, 0.013768799999999999, 0.0120994, 0.010722600000000001, 0.0095785699999999998, 0.0085844500000000004, 0.0076799900000000003, 0.0068352500000000002, 0.00604296, 0.0053049300000000002, 0.0046245100000000001, 0.0039766200000000002, 0.0033732300000000001, 0.00285272, 0.0024150700000000001, 0.0020481800000000001, 0.0017397000000000001, 0.0014794700000000001, 0.0012594100000000001, 0.0010730900000000001, 0.00091527000000000004, 0.00078160399999999998, 0.000668422, 0.000572577, 0.00049135499999999996, 0.00042239600000000001, 0.00036364500000000001, 0.00031332400000000002, 0.00026989899999999999, 0.00023205799999999999, 0.000198696, 0.000168887, 0.00014186400000000001, 0.000117002, 9.3787699999999997e-05, 7.1802299999999995e-05, 5.0701800000000003e-05, 3.0195499999999999e-05, 1.0028699999999999e-05] |
1766 | -w'/U0 |
1767 | -[0.0, 0.0015651199999999999, 0.0046441299999999998, 0.0077009899999999996, 0.0107282, 0.0137162, 0.016654100000000002, 0.019529299999999999, 0.022328799999999999, 0.025039100000000002, 0.0276478, 0.030144399999999998, 0.0325212, 0.034773400000000003, 0.036898500000000001, 0.038896100000000003, 0.0407683, 0.042520500000000003, 0.044161699999999998, 0.045704000000000002, 0.047159, 0.0485342, 0.049833799999999998, 0.051061700000000002, 0.052222600000000001, 0.053322000000000001, 0.054363300000000003, 0.055347500000000001, 0.056271099999999998, 0.057126200000000002, 0.057904499999999998, 0.058600899999999997, 0.059211899999999998, 0.059735400000000001, 0.060188999999999999, 0.060611600000000002, 0.061032500000000003, 0.061445100000000002, 0.0618159, 0.062113399999999999, 0.062332699999999998, 0.062486199999999999, 0.062583299999999994, 0.062659000000000006, 0.062792299999999995, 0.063002900000000001, 0.063266500000000003, 0.0635825, 0.063916200000000006, 0.064266699999999996, 0.064584500000000003, 0.064823599999999995, 0.065022300000000005, 0.065194699999999994, 0.065321699999999996, 0.065366400000000005, 0.065291100000000005, 0.065158599999999997, 0.065026100000000003, 0.064803200000000005, 0.064392599999999994, 0.063879900000000003, 0.063355999999999996, 0.0627003, 0.061981399999999999, 0.061035300000000001, 0.059888499999999997, 0.058627899999999997, 0.057340500000000003, 0.0559138, 0.054165999999999999, 0.052353799999999999, 0.0502827, 0.047815400000000001, 0.045060299999999998, 0.0421558, 0.039155099999999998, 0.036144999999999997, 0.033062599999999998, 0.0298725, 0.0265285, 0.023196700000000001, 0.0199528, 0.016916799999999999, 0.0143263, 0.012200600000000001, 0.0104888, 0.0091075900000000005, 0.0079900000000000006, 0.0070849800000000003, 0.0063158399999999996, 0.0056417500000000001, 0.0050414300000000004, 0.0044804099999999998, 0.0039405100000000004, 0.0033750099999999999, 0.0028823099999999999, 0.00243517, 0.00205353, 0.0017326399999999999, 0.00146222, 0.00123346, 0.0010392000000000001, 0.00087413499999999995, 0.000733893, 0.00061476100000000002, 0.00051383799999999997, 0.00042850899999999999, 0.00035652500000000001, 0.00029606800000000003, 0.00024542500000000002, 0.00020315200000000001, 0.00016807200000000001, 0.00013905999999999999, 0.000115207, 9.5764600000000001e-05, 8.0042099999999997e-05, 6.7500200000000001e-05, 5.7702099999999998e-05, 5.0271e-05, 4.4934700000000002e-05, 4.1493699999999999e-05, 3.9843699999999999e-05] |
1768 | |
1769 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-list.dat' |
1770 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-list.dat 1970-01-01 00:00:00 +0000 |
1771 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-list.dat 2013-04-16 15:27:30 +0000 |
1772 | @@ -0,0 +1,10 @@ |
1773 | +y/h |
1774 | +[0.0, 0.00058858700000000001, 0.00179565, 0.00306398, 0.0043966999999999999, 0.0057970299999999999, 0.0072684000000000004, 0.0088143800000000001, 0.0104387, 0.012145400000000001, 0.0139385, 0.0158225, 0.0178018, 0.019881300000000001, 0.022065899999999999, 0.024361000000000001, 0.026772000000000001, 0.029304899999999998, 0.031965599999999997, 0.0347605, 0.037696399999999998, 0.040780200000000003, 0.0440194, 0.047421499999999998, 0.0509948, 0.0547476, 0.058688900000000002, 0.062827900000000006, 0.067174399999999995, 0.071738700000000002, 0.076531299999999997, 0.081563499999999997, 0.086846999999999994, 0.092394000000000004, 0.098217399999999996, 0.10433099999999999, 0.110748, 0.117483, 0.124553, 0.13197200000000001, 0.13975799999999999, 0.147927, 0.1565, 0.165493, 0.174928, 0.18482499999999999, 0.19520499999999999, 0.206092, 0.21750800000000001, 0.22947799999999999, 0.24202699999999999, 0.25518200000000002, 0.26897100000000002, 0.28342000000000001, 0.29856100000000002, 0.31442399999999998, 0.33104099999999997, 0.348445, 0.36666900000000002, 0.38574900000000001, 0.40572200000000003, 0.426624, 0.44849600000000001, 0.47137600000000002, 0.495307, 0.52032900000000004, 0.54648699999999995, 0.57382500000000003, 0.60238800000000003, 0.63222299999999998, 0.66337800000000002, 0.69589999999999996, 0.72983799999999999, 0.76524300000000001, 0.80216500000000002, 0.84065500000000004, 0.88076399999999999, 0.922543, 0.96604400000000001, 1.01132, 1.0584199999999999, 1.1073900000000001, 1.15829, 1.2111700000000001, 1.26607, 1.3230299999999999, 1.3821099999999999, 1.4433400000000001, 1.5067699999999999, 1.57243, 1.64036, 1.7105900000000001, 1.78315, 1.85805, 1.9353199999999999, 2.01498, 2.0970200000000001, 2.1814499999999999, 2.2682799999999999, 2.3574899999999999, 2.4490599999999998, 2.54298, 2.6392099999999998, 2.7377099999999999, 2.8384499999999999, 2.94137, 3.0464000000000002, 3.1534900000000001, 3.2625600000000001, 3.3735200000000001, 3.4862799999999998, 3.6007400000000001, 3.7168000000000001, 3.8343500000000001, 3.9532600000000002, 4.0734000000000004, 4.1946599999999998, 4.3168899999999999, 4.43994, 4.5636799999999997, 4.6879600000000003, 4.8126199999999999, 4.9375099999999996] |
1775 | +U/U0 |
1776 | +[0.0, 0.0070701399999999999, 0.021563800000000001, 0.036780599999999997, 0.052745100000000003, 0.069473800000000002, 0.086971900000000005, 0.10523, 0.124219, 0.14389299999999999, 0.16417999999999999, 0.18499399999999999, 0.20622499999999999, 0.22775599999999999, 0.24945899999999999, 0.27120100000000003, 0.29285, 0.31427899999999998, 0.33537400000000001, 0.35603499999999999, 0.37618000000000001, 0.39574599999999999, 0.414688, 0.432975, 0.45059199999999999, 0.46753600000000001, 0.48381800000000003, 0.49945099999999998, 0.51445300000000005, 0.52884200000000003, 0.54264199999999996, 0.55587299999999995, 0.56855800000000001, 0.58071899999999999, 0.59237600000000001, 0.60353800000000002, 0.61421000000000003, 0.62441800000000003, 0.63422900000000004, 0.643737, 0.65300499999999995, 0.66203000000000001, 0.67081199999999996, 0.67939000000000005, 0.68774599999999997, 0.69586499999999996, 0.70381199999999999, 0.71162499999999995, 0.71927399999999997, 0.72673299999999996, 0.73411499999999996, 0.74148999999999998, 0.74887000000000004, 0.75622900000000004, 0.76351000000000002, 0.77073400000000003, 0.77788400000000002, 0.78501200000000004, 0.792242, 0.79957, 0.80698800000000004, 0.81452000000000002, 0.82211599999999996, 0.82985100000000001, 0.83772199999999997, 0.84570299999999998, 0.85384300000000002, 0.86217600000000005, 0.87065199999999998, 0.87945300000000004, 0.88844800000000002, 0.89773000000000003, 0.90720800000000001, 0.916883, 0.92657800000000001, 0.93625700000000001, 0.94601199999999996, 0.95580799999999999, 0.96556600000000004, 0.97506599999999999, 0.98413700000000004, 0.99223600000000001, 0.99927299999999997, 1.0040500000000001, 1.0058499999999999, 1.00647, 1.00597, 1.0056, 1.00542, 1.0053399999999999, 1.00522, 1.00508, 1.0048699999999999, 1.0045900000000001, 1.0042199999999999, 1.0041, 1.0040199999999999, 1.00379, 1.0035700000000001, 1.0033799999999999, 1.0032000000000001, 1.0030399999999999, 1.00288, 1.0027299999999999, 1.00258, 1.00244, 1.0023, 1.0021599999999999, 1.00204, 1.0019100000000001, 1.0018, 1.00169, 1.00159, 1.00149, 1.0014000000000001, 1.00132, 1.00126, 1.0012000000000001, 1.0011399999999999, 1.0011000000000001, 1.0010699999999999, 1.00105, 1.0010399999999999] |
1777 | +u'/U0 |
1778 | +[0.0, 0.0035810799999999999, 0.0109015, 0.0185629, 0.0265699, 0.034907100000000003, 0.043533200000000001, 0.052377399999999998, 0.061339600000000001, 0.070295700000000003, 0.079105800000000004, 0.087626099999999998, 0.095720899999999998, 0.103272, 0.110183, 0.11637699999999999, 0.12180100000000001, 0.12642300000000001, 0.130243, 0.13328799999999999, 0.13561200000000001, 0.13728399999999999, 0.13838600000000001, 0.13900000000000001, 0.13920099999999999, 0.13905699999999999, 0.138626, 0.13795499999999999, 0.13708799999999999, 0.13606599999999999, 0.13492799999999999, 0.13369600000000001, 0.132379, 0.130994, 0.12956699999999999, 0.128133, 0.126692, 0.12521299999999999, 0.1237, 0.12216, 0.120619, 0.119128, 0.117696, 0.116314, 0.114963, 0.113547, 0.112026, 0.110525, 0.10907600000000001, 0.10768, 0.106285, 0.10495400000000001, 0.10356700000000001, 0.102239, 0.10086000000000001, 0.099501999999999993, 0.098226099999999997, 0.0968778, 0.0955009, 0.094088599999999994, 0.092685500000000004, 0.091371999999999995, 0.090103199999999994, 0.088651199999999999, 0.086840000000000001, 0.085025199999999995, 0.0833343, 0.081648600000000002, 0.079667399999999999, 0.077302999999999997, 0.074870999999999993, 0.072145899999999999, 0.069119200000000006, 0.065732600000000002, 0.062117800000000001, 0.058230999999999998, 0.053852400000000002, 0.048668799999999998, 0.042975899999999997, 0.036657599999999999, 0.030602799999999999, 0.024962999999999999, 0.020434500000000001, 0.0175856, 0.016084000000000001, 0.014431899999999999, 0.0125597, 0.0104087, 0.0087507799999999997, 0.0075340800000000003, 0.0065808699999999999, 0.0057124999999999997, 0.00493693, 0.0042956299999999999, 0.0039186200000000003, 0.0035734500000000002, 0.00260458, 0.0020066300000000001, 0.0015982500000000001, 0.0013089899999999999, 0.0010943700000000001, 0.00093021100000000002, 0.00080232100000000005, 0.00070158500000000001, 0.00062158899999999997, 0.00055759600000000005, 0.00050609299999999999, 0.00046436999999999997, 0.000430376, 0.00040252400000000002, 0.000379596, 0.00036066899999999999, 0.00034501099999999999, 0.00033206700000000002, 0.000321393, 0.00031262199999999998, 0.00030549499999999997, 0.00029975999999999999, 0.00029524800000000002, 0.000291797, 0.000289311, 0.00028770199999999998, 0.00028691399999999998] |
1779 | +v'/U0 |
1780 | +[0.0, 2.2273299999999999e-05, 0.000111933, 0.00029323899999999999, 0.00056879999999999995, 0.00094087499999999998, 0.0014113699999999999, 0.00198182, 0.0026531699999999998, 0.0034250000000000001, 0.0042942400000000004, 0.00525444, 0.0062972000000000002, 0.0074151399999999998, 0.00860292, 0.0098550700000000005, 0.011163599999999999, 0.0125183, 0.013909299999999999, 0.015328100000000001, 0.016768700000000001, 0.0182265, 0.0196987, 0.0211837, 0.022679499999999998, 0.0241823, 0.025685900000000001, 0.027182700000000001, 0.028665300000000001, 0.030127600000000001, 0.031561899999999997, 0.032957100000000003, 0.034306200000000002, 0.035611200000000003, 0.036878300000000003, 0.038110100000000001, 0.039306099999999997, 0.040467799999999998, 0.041595800000000002, 0.042679500000000002, 0.043701400000000001, 0.044651000000000003, 0.0455249, 0.046321500000000002, 0.047048600000000003, 0.047725999999999998, 0.048361599999999998, 0.048945299999999997, 0.049458299999999997, 0.049878899999999997, 0.050195099999999999, 0.050416500000000003, 0.050580100000000003, 0.050716900000000002, 0.050822399999999997, 0.050899899999999998, 0.050925600000000001, 0.050840900000000001, 0.050626200000000003, 0.050307600000000001, 0.049916500000000003, 0.049478800000000003, 0.048983499999999999, 0.048384999999999997, 0.047645600000000003, 0.046771600000000003, 0.045783999999999998, 0.044688800000000001, 0.043501199999999997, 0.042247600000000003, 0.040948199999999997, 0.039578200000000001, 0.0381366, 0.036626800000000001, 0.0350303, 0.033331399999999997, 0.0315543, 0.029731, 0.0278605, 0.025973300000000001, 0.024049899999999999, 0.022038100000000001, 0.019968699999999999, 0.017842199999999999, 0.015719500000000001, 0.013768799999999999, 0.0120994, 0.010722600000000001, 0.0095785699999999998, 0.0085844500000000004, 0.0076799900000000003, 0.0068352500000000002, 0.00604296, 0.0053049300000000002, 0.0046245100000000001, 0.0039766200000000002, 0.0033732300000000001, 0.00285272, 0.0024150700000000001, 0.0020481800000000001, 0.0017397000000000001, 0.0014794700000000001, 0.0012594100000000001, 0.0010730900000000001, 0.00091527000000000004, 0.00078160399999999998, 0.000668422, 0.000572577, 0.00049135499999999996, 0.00042239600000000001, 0.00036364500000000001, 0.00031332400000000002, 0.00026989899999999999, 0.00023205799999999999, 0.000198696, 0.000168887, 0.00014186400000000001, 0.000117002, 9.3787699999999997e-05, 7.1802299999999995e-05, 5.0701800000000003e-05, 3.0195499999999999e-05, 1.0028699999999999e-05] |
1781 | +w'/U0 |
1782 | +[-0.0, 2.4915300000000001e-07, 4.0110899999999997e-06, 1.87894e-05, 5.4702900000000001e-05, 0.000124389, 0.00024277399999999999, 0.00042629999999999995, 0.00069144699999999998, 0.0010526699999999999, 0.0015202600000000001, 0.0020987499999999999, 0.0027863900000000001, 0.0035756299999999998, 0.0044542699999999998, 0.0054069100000000009, 0.0064164500000000006, 0.0074649499999999997, 0.00853399, 0.0096060799999999995, 0.010666700000000001, 0.0117047, 0.0127104, 0.013675200000000002, 0.0145921, 0.0154573, 0.016272399999999999, 0.0170411, 0.017760999999999999, 0.0184215, 0.019015900000000002, 0.019548799999999998, 0.020028500000000001, 0.020460199999999998, 0.020846100000000003, 0.021189400000000001, 0.021498300000000001, 0.021777499999999998, 0.022020999999999999, 0.022225000000000002, 0.022401000000000001, 0.022574399999999998, 0.0227376, 0.022874800000000001, 0.022996900000000001, 0.023078600000000001, 0.0231343, 0.0231869, 0.023220499999999998, 0.0232027, 0.023084300000000002, 0.022903799999999998, 0.022687499999999999, 0.022472600000000002, 0.022218599999999998, 0.021952600000000003, 0.021732399999999999, 0.0214938, 0.021180000000000001, 0.0207689, 0.020308800000000002, 0.0197553, 0.0191138, 0.018377400000000002, 0.01762, 0.0169026, 0.016109600000000002, 0.0152561, 0.0143686, 0.0133396, 0.0122685, 0.011104000000000001, 0.0098679400000000004, 0.0085567200000000003, 0.0072273099999999998, 0.0059438500000000005, 0.0046644600000000005, 0.00341063, 0.0023040600000000001, 0.0013843600000000001, 0.00066669700000000006, 0.000176785, -0.00021530600000000002, -0.000631961, -0.000904133, -0.00083837000000000007, -0.00070788800000000005, -0.00052599599999999993, -0.00040682900000000004, -0.00032719299999999998, -0.00026867600000000003, -0.00021469699999999999, -0.00016533299999999998, -0.00012297, -9.4115800000000004e-05, -8.9084999999999992e-05, -5.9477099999999993e-05, -3.7590699999999999e-05, -2.3865899999999998e-05, -1.5511700000000003e-05, -1.0283899999999998e-05, -6.9227599999999998e-06, -4.7204300000000001e-06, -3.2620600000000002e-06, -2.2888500000000001e-06, -1.635e-06, -1.1936600000000001e-06, -8.9364600000000001e-07, -6.8771300000000004e-07, -5.4458899999999995e-07, -4.4303999999999998e-07, -3.6893099999999998e-07, -3.1289300000000002e-07, -2.6853500000000002e-07, -2.31665e-07, -1.9953700000000002e-07, -1.70292e-07, -1.4275700000000001e-07, -1.16195e-07, -9.0130600000000006e-08, -6.4301099999999993e-08, -3.8565800000000005e-08, -1.28538e-08] |
1783 | |
1784 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-list.dat' |
1785 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-list.dat 2011-10-30 17:25:22 +0000 |
1786 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-list.dat 1970-01-01 00:00:00 +0000 |
1787 | @@ -1,10 +0,0 @@ |
1788 | -y/h |
1789 | -[0.0, 0.00058858700000000001, 0.00179565, 0.00306398, 0.0043966999999999999, 0.0057970299999999999, 0.0072684000000000004, 0.0088143800000000001, 0.0104387, 0.012145400000000001, 0.0139385, 0.0158225, 0.0178018, 0.019881300000000001, 0.022065899999999999, 0.024361000000000001, 0.026772000000000001, 0.029304899999999998, 0.031965599999999997, 0.0347605, 0.037696399999999998, 0.040780200000000003, 0.0440194, 0.047421499999999998, 0.0509948, 0.0547476, 0.058688900000000002, 0.062827900000000006, 0.067174399999999995, 0.071738700000000002, 0.076531299999999997, 0.081563499999999997, 0.086846999999999994, 0.092394000000000004, 0.098217399999999996, 0.10433099999999999, 0.110748, 0.117483, 0.124553, 0.13197200000000001, 0.13975799999999999, 0.147927, 0.1565, 0.165493, 0.174928, 0.18482499999999999, 0.19520499999999999, 0.206092, 0.21750800000000001, 0.22947799999999999, 0.24202699999999999, 0.25518200000000002, 0.26897100000000002, 0.28342000000000001, 0.29856100000000002, 0.31442399999999998, 0.33104099999999997, 0.348445, 0.36666900000000002, 0.38574900000000001, 0.40572200000000003, 0.426624, 0.44849600000000001, 0.47137600000000002, 0.495307, 0.52032900000000004, 0.54648699999999995, 0.57382500000000003, 0.60238800000000003, 0.63222299999999998, 0.66337800000000002, 0.69589999999999996, 0.72983799999999999, 0.76524300000000001, 0.80216500000000002, 0.84065500000000004, 0.88076399999999999, 0.922543, 0.96604400000000001, 1.01132, 1.0584199999999999, 1.1073900000000001, 1.15829, 1.2111700000000001, 1.26607, 1.3230299999999999, 1.3821099999999999, 1.4433400000000001, 1.5067699999999999, 1.57243, 1.64036, 1.7105900000000001, 1.78315, 1.85805, 1.9353199999999999, 2.01498, 2.0970200000000001, 2.1814499999999999, 2.2682799999999999, 2.3574899999999999, 2.4490599999999998, 2.54298, 2.6392099999999998, 2.7377099999999999, 2.8384499999999999, 2.94137, 3.0464000000000002, 3.1534900000000001, 3.2625600000000001, 3.3735200000000001, 3.4862799999999998, 3.6007400000000001, 3.7168000000000001, 3.8343500000000001, 3.9532600000000002, 4.0734000000000004, 4.1946599999999998, 4.3168899999999999, 4.43994, 4.5636799999999997, 4.6879600000000003, 4.8126199999999999, 4.9375099999999996] |
1790 | -U/U0 |
1791 | -[0.0, 0.0070701399999999999, 0.021563800000000001, 0.036780599999999997, 0.052745100000000003, 0.069473800000000002, 0.086971900000000005, 0.10523, 0.124219, 0.14389299999999999, 0.16417999999999999, 0.18499399999999999, 0.20622499999999999, 0.22775599999999999, 0.24945899999999999, 0.27120100000000003, 0.29285, 0.31427899999999998, 0.33537400000000001, 0.35603499999999999, 0.37618000000000001, 0.39574599999999999, 0.414688, 0.432975, 0.45059199999999999, 0.46753600000000001, 0.48381800000000003, 0.49945099999999998, 0.51445300000000005, 0.52884200000000003, 0.54264199999999996, 0.55587299999999995, 0.56855800000000001, 0.58071899999999999, 0.59237600000000001, 0.60353800000000002, 0.61421000000000003, 0.62441800000000003, 0.63422900000000004, 0.643737, 0.65300499999999995, 0.66203000000000001, 0.67081199999999996, 0.67939000000000005, 0.68774599999999997, 0.69586499999999996, 0.70381199999999999, 0.71162499999999995, 0.71927399999999997, 0.72673299999999996, 0.73411499999999996, 0.74148999999999998, 0.74887000000000004, 0.75622900000000004, 0.76351000000000002, 0.77073400000000003, 0.77788400000000002, 0.78501200000000004, 0.792242, 0.79957, 0.80698800000000004, 0.81452000000000002, 0.82211599999999996, 0.82985100000000001, 0.83772199999999997, 0.84570299999999998, 0.85384300000000002, 0.86217600000000005, 0.87065199999999998, 0.87945300000000004, 0.88844800000000002, 0.89773000000000003, 0.90720800000000001, 0.916883, 0.92657800000000001, 0.93625700000000001, 0.94601199999999996, 0.95580799999999999, 0.96556600000000004, 0.97506599999999999, 0.98413700000000004, 0.99223600000000001, 0.99927299999999997, 1.0040500000000001, 1.0058499999999999, 1.00647, 1.00597, 1.0056, 1.00542, 1.0053399999999999, 1.00522, 1.00508, 1.0048699999999999, 1.0045900000000001, 1.0042199999999999, 1.0041, 1.0040199999999999, 1.00379, 1.0035700000000001, 1.0033799999999999, 1.0032000000000001, 1.0030399999999999, 1.00288, 1.0027299999999999, 1.00258, 1.00244, 1.0023, 1.0021599999999999, 1.00204, 1.0019100000000001, 1.0018, 1.00169, 1.00159, 1.00149, 1.0014000000000001, 1.00132, 1.00126, 1.0012000000000001, 1.0011399999999999, 1.0011000000000001, 1.0010699999999999, 1.00105, 1.0010399999999999] |
1792 | -u'/U0 |
1793 | -[0.0, 0.0035810799999999999, 0.0109015, 0.0185629, 0.0265699, 0.034907100000000003, 0.043533200000000001, 0.052377399999999998, 0.061339600000000001, 0.070295700000000003, 0.079105800000000004, 0.087626099999999998, 0.095720899999999998, 0.103272, 0.110183, 0.11637699999999999, 0.12180100000000001, 0.12642300000000001, 0.130243, 0.13328799999999999, 0.13561200000000001, 0.13728399999999999, 0.13838600000000001, 0.13900000000000001, 0.13920099999999999, 0.13905699999999999, 0.138626, 0.13795499999999999, 0.13708799999999999, 0.13606599999999999, 0.13492799999999999, 0.13369600000000001, 0.132379, 0.130994, 0.12956699999999999, 0.128133, 0.126692, 0.12521299999999999, 0.1237, 0.12216, 0.120619, 0.119128, 0.117696, 0.116314, 0.114963, 0.113547, 0.112026, 0.110525, 0.10907600000000001, 0.10768, 0.106285, 0.10495400000000001, 0.10356700000000001, 0.102239, 0.10086000000000001, 0.099501999999999993, 0.098226099999999997, 0.0968778, 0.0955009, 0.094088599999999994, 0.092685500000000004, 0.091371999999999995, 0.090103199999999994, 0.088651199999999999, 0.086840000000000001, 0.085025199999999995, 0.0833343, 0.081648600000000002, 0.079667399999999999, 0.077302999999999997, 0.074870999999999993, 0.072145899999999999, 0.069119200000000006, 0.065732600000000002, 0.062117800000000001, 0.058230999999999998, 0.053852400000000002, 0.048668799999999998, 0.042975899999999997, 0.036657599999999999, 0.030602799999999999, 0.024962999999999999, 0.020434500000000001, 0.0175856, 0.016084000000000001, 0.014431899999999999, 0.0125597, 0.0104087, 0.0087507799999999997, 0.0075340800000000003, 0.0065808699999999999, 0.0057124999999999997, 0.00493693, 0.0042956299999999999, 0.0039186200000000003, 0.0035734500000000002, 0.00260458, 0.0020066300000000001, 0.0015982500000000001, 0.0013089899999999999, 0.0010943700000000001, 0.00093021100000000002, 0.00080232100000000005, 0.00070158500000000001, 0.00062158899999999997, 0.00055759600000000005, 0.00050609299999999999, 0.00046436999999999997, 0.000430376, 0.00040252400000000002, 0.000379596, 0.00036066899999999999, 0.00034501099999999999, 0.00033206700000000002, 0.000321393, 0.00031262199999999998, 0.00030549499999999997, 0.00029975999999999999, 0.00029524800000000002, 0.000291797, 0.000289311, 0.00028770199999999998, 0.00028691399999999998] |
1794 | -v'/U0 |
1795 | -[0.0, 2.2273299999999999e-05, 0.000111933, 0.00029323899999999999, 0.00056879999999999995, 0.00094087499999999998, 0.0014113699999999999, 0.00198182, 0.0026531699999999998, 0.0034250000000000001, 0.0042942400000000004, 0.00525444, 0.0062972000000000002, 0.0074151399999999998, 0.00860292, 0.0098550700000000005, 0.011163599999999999, 0.0125183, 0.013909299999999999, 0.015328100000000001, 0.016768700000000001, 0.0182265, 0.0196987, 0.0211837, 0.022679499999999998, 0.0241823, 0.025685900000000001, 0.027182700000000001, 0.028665300000000001, 0.030127600000000001, 0.031561899999999997, 0.032957100000000003, 0.034306200000000002, 0.035611200000000003, 0.036878300000000003, 0.038110100000000001, 0.039306099999999997, 0.040467799999999998, 0.041595800000000002, 0.042679500000000002, 0.043701400000000001, 0.044651000000000003, 0.0455249, 0.046321500000000002, 0.047048600000000003, 0.047725999999999998, 0.048361599999999998, 0.048945299999999997, 0.049458299999999997, 0.049878899999999997, 0.050195099999999999, 0.050416500000000003, 0.050580100000000003, 0.050716900000000002, 0.050822399999999997, 0.050899899999999998, 0.050925600000000001, 0.050840900000000001, 0.050626200000000003, 0.050307600000000001, 0.049916500000000003, 0.049478800000000003, 0.048983499999999999, 0.048384999999999997, 0.047645600000000003, 0.046771600000000003, 0.045783999999999998, 0.044688800000000001, 0.043501199999999997, 0.042247600000000003, 0.040948199999999997, 0.039578200000000001, 0.0381366, 0.036626800000000001, 0.0350303, 0.033331399999999997, 0.0315543, 0.029731, 0.0278605, 0.025973300000000001, 0.024049899999999999, 0.022038100000000001, 0.019968699999999999, 0.017842199999999999, 0.015719500000000001, 0.013768799999999999, 0.0120994, 0.010722600000000001, 0.0095785699999999998, 0.0085844500000000004, 0.0076799900000000003, 0.0068352500000000002, 0.00604296, 0.0053049300000000002, 0.0046245100000000001, 0.0039766200000000002, 0.0033732300000000001, 0.00285272, 0.0024150700000000001, 0.0020481800000000001, 0.0017397000000000001, 0.0014794700000000001, 0.0012594100000000001, 0.0010730900000000001, 0.00091527000000000004, 0.00078160399999999998, 0.000668422, 0.000572577, 0.00049135499999999996, 0.00042239600000000001, 0.00036364500000000001, 0.00031332400000000002, 0.00026989899999999999, 0.00023205799999999999, 0.000198696, 0.000168887, 0.00014186400000000001, 0.000117002, 9.3787699999999997e-05, 7.1802299999999995e-05, 5.0701800000000003e-05, 3.0195499999999999e-05, 1.0028699999999999e-05] |
1796 | -w'/U0 |
1797 | -[-0.0, 2.4915300000000001e-07, 4.0110899999999997e-06, 1.87894e-05, 5.4702900000000001e-05, 0.000124389, 0.00024277399999999999, 0.00042629999999999995, 0.00069144699999999998, 0.0010526699999999999, 0.0015202600000000001, 0.0020987499999999999, 0.0027863900000000001, 0.0035756299999999998, 0.0044542699999999998, 0.0054069100000000009, 0.0064164500000000006, 0.0074649499999999997, 0.00853399, 0.0096060799999999995, 0.010666700000000001, 0.0117047, 0.0127104, 0.013675200000000002, 0.0145921, 0.0154573, 0.016272399999999999, 0.0170411, 0.017760999999999999, 0.0184215, 0.019015900000000002, 0.019548799999999998, 0.020028500000000001, 0.020460199999999998, 0.020846100000000003, 0.021189400000000001, 0.021498300000000001, 0.021777499999999998, 0.022020999999999999, 0.022225000000000002, 0.022401000000000001, 0.022574399999999998, 0.0227376, 0.022874800000000001, 0.022996900000000001, 0.023078600000000001, 0.0231343, 0.0231869, 0.023220499999999998, 0.0232027, 0.023084300000000002, 0.022903799999999998, 0.022687499999999999, 0.022472600000000002, 0.022218599999999998, 0.021952600000000003, 0.021732399999999999, 0.0214938, 0.021180000000000001, 0.0207689, 0.020308800000000002, 0.0197553, 0.0191138, 0.018377400000000002, 0.01762, 0.0169026, 0.016109600000000002, 0.0152561, 0.0143686, 0.0133396, 0.0122685, 0.011104000000000001, 0.0098679400000000004, 0.0085567200000000003, 0.0072273099999999998, 0.0059438500000000005, 0.0046644600000000005, 0.00341063, 0.0023040600000000001, 0.0013843600000000001, 0.00066669700000000006, 0.000176785, -0.00021530600000000002, -0.000631961, -0.000904133, -0.00083837000000000007, -0.00070788800000000005, -0.00052599599999999993, -0.00040682900000000004, -0.00032719299999999998, -0.00026867600000000003, -0.00021469699999999999, -0.00016533299999999998, -0.00012297, -9.4115800000000004e-05, -8.9084999999999992e-05, -5.9477099999999993e-05, -3.7590699999999999e-05, -2.3865899999999998e-05, -1.5511700000000003e-05, -1.0283899999999998e-05, -6.9227599999999998e-06, -4.7204300000000001e-06, -3.2620600000000002e-06, -2.2888500000000001e-06, -1.635e-06, -1.1936600000000001e-06, -8.9364600000000001e-07, -6.8771300000000004e-07, -5.4458899999999995e-07, -4.4303999999999998e-07, -3.6893099999999998e-07, -3.1289300000000002e-07, -2.6853500000000002e-07, -2.31665e-07, -1.9953700000000002e-07, -1.70292e-07, -1.4275700000000001e-07, -1.16195e-07, -9.0130600000000006e-08, -6.4301099999999993e-08, -3.8565800000000005e-08, -1.28538e-08] |
1798 | |
1799 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-table.dat' |
1800 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-table.dat 1970-01-01 00:00:00 +0000 |
1801 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-table.dat 2013-04-16 15:27:30 +0000 |
1802 | @@ -0,0 +1,124 @@ |
1803 | +y/h U/U0 u'u'/U0^2 v'v'/U0^2 -10*u'v'/U0^2 |
1804 | +0.0 0.0 0.0 0.0 -0.0 |
1805 | +0.000588587 0.00707014 0.00358108 2.22733e-05 2.49153e-07 |
1806 | +0.00179565 0.0215638 0.0109015 0.000111933 4.01109e-06 |
1807 | +0.00306398 0.0367806 0.0185629 0.000293239 1.87894e-05 |
1808 | +0.0043967 0.0527451 0.0265699 0.0005688 5.47029e-05 |
1809 | +0.00579703 0.0694738 0.0349071 0.000940875 0.000124389 |
1810 | +0.0072684 0.0869719 0.0435332 0.00141137 0.000242774 |
1811 | +0.00881438 0.10523 0.0523774 0.00198182 0.0004263 |
1812 | +0.0104387 0.124219 0.0613396 0.00265317 0.000691447 |
1813 | +0.0121454 0.143893 0.0702957 0.003425 0.00105267 |
1814 | +0.0139385 0.16418 0.0791058 0.00429424 0.00152026 |
1815 | +0.0158225 0.184994 0.0876261 0.00525444 0.00209875 |
1816 | +0.0178018 0.206225 0.0957209 0.0062972 0.00278639 |
1817 | +0.0198813 0.227756 0.103272 0.00741514 0.00357563 |
1818 | +0.0220659 0.249459 0.110183 0.00860292 0.00445427 |
1819 | +0.024361 0.271201 0.116377 0.00985507 0.00540691 |
1820 | +0.026772 0.29285 0.121801 0.0111636 0.00641645 |
1821 | +0.0293049 0.314279 0.126423 0.0125183 0.00746495 |
1822 | +0.0319656 0.335374 0.130243 0.0139093 0.00853399 |
1823 | +0.0347605 0.356035 0.133288 0.0153281 0.00960608 |
1824 | +0.0376964 0.37618 0.135612 0.0167687 0.0106667 |
1825 | +0.0407802 0.395746 0.137284 0.0182265 0.0117047 |
1826 | +0.0440194 0.414688 0.138386 0.0196987 0.0127104 |
1827 | +0.0474215 0.432975 0.139 0.0211837 0.0136752 |
1828 | +0.0509948 0.450592 0.139201 0.0226795 0.0145921 |
1829 | +0.0547476 0.467536 0.139057 0.0241823 0.0154573 |
1830 | +0.0586889 0.483818 0.138626 0.0256859 0.0162724 |
1831 | +0.0628279 0.499451 0.137955 0.0271827 0.0170411 |
1832 | +0.0671744 0.514453 0.137088 0.0286653 0.017761 |
1833 | +0.0717387 0.528842 0.136066 0.0301276 0.0184215 |
1834 | +0.0765313 0.542642 0.134928 0.0315619 0.0190159 |
1835 | +0.0815635 0.555873 0.133696 0.0329571 0.0195488 |
1836 | +0.086847 0.568558 0.132379 0.0343062 0.0200285 |
1837 | +0.092394 0.580719 0.130994 0.0356112 0.0204602 |
1838 | +0.0982174 0.592376 0.129567 0.0368783 0.0208461 |
1839 | +0.104331 0.603538 0.128133 0.0381101 0.0211894 |
1840 | +0.110748 0.61421 0.126692 0.0393061 0.0214983 |
1841 | +0.117483 0.624418 0.125213 0.0404678 0.0217775 |
1842 | +0.124553 0.634229 0.1237 0.0415958 0.022021 |
1843 | +0.131972 0.643737 0.12216 0.0426795 0.022225 |
1844 | +0.139758 0.653005 0.120619 0.0437014 0.022401 |
1845 | +0.147927 0.66203 0.119128 0.044651 0.0225744 |
1846 | +0.1565 0.670812 0.117696 0.0455249 0.0227376 |
1847 | +0.165493 0.67939 0.116314 0.0463215 0.0228748 |
1848 | +0.174928 0.687746 0.114963 0.0470486 0.0229969 |
1849 | +0.184825 0.695865 0.113547 0.047726 0.0230786 |
1850 | +0.195205 0.703812 0.112026 0.0483616 0.0231343 |
1851 | +0.206092 0.711625 0.110525 0.0489453 0.0231869 |
1852 | +0.217508 0.719274 0.109076 0.0494583 0.0232205 |
1853 | +0.229478 0.726733 0.10768 0.0498789 0.0232027 |
1854 | +0.242027 0.734115 0.106285 0.0501951 0.0230843 |
1855 | +0.255182 0.74149 0.104954 0.0504165 0.0229038 |
1856 | +0.268971 0.74887 0.103567 0.0505801 0.0226875 |
1857 | +0.28342 0.756229 0.102239 0.0507169 0.0224726 |
1858 | +0.298561 0.76351 0.10086 0.0508224 0.0222186 |
1859 | +0.314424 0.770734 0.099502 0.0508999 0.0219526 |
1860 | +0.331041 0.777884 0.0982261 0.0509256 0.0217324 |
1861 | +0.348445 0.785012 0.0968778 0.0508409 0.0214938 |
1862 | +0.366669 0.792242 0.0955009 0.0506262 0.02118 |
1863 | +0.385749 0.79957 0.0940886 0.0503076 0.0207689 |
1864 | +0.405722 0.806988 0.0926855 0.0499165 0.0203088 |
1865 | +0.426624 0.81452 0.091372 0.0494788 0.0197553 |
1866 | +0.448496 0.822116 0.0901032 0.0489835 0.0191138 |
1867 | +0.471376 0.829851 0.0886512 0.048385 0.0183774 |
1868 | +0.495307 0.837722 0.08684 0.0476456 0.01762 |
1869 | +0.520329 0.845703 0.0850252 0.0467716 0.0169026 |
1870 | +0.546487 0.853843 0.0833343 0.045784 0.0161096 |
1871 | +0.573825 0.862176 0.0816486 0.0446888 0.0152561 |
1872 | +0.602388 0.870652 0.0796674 0.0435012 0.0143686 |
1873 | +0.632223 0.879453 0.077303 0.0422476 0.0133396 |
1874 | +0.663378 0.888448 0.074871 0.0409482 0.0122685 |
1875 | +0.6959 0.89773 0.0721459 0.0395782 0.011104 |
1876 | +0.729838 0.907208 0.0691192 0.0381366 0.00986794 |
1877 | +0.765243 0.916883 0.0657326 0.0366268 0.00855672 |
1878 | +0.802165 0.926578 0.0621178 0.0350303 0.00722731 |
1879 | +0.840655 0.936257 0.058231 0.0333314 0.00594385 |
1880 | +0.880764 0.946012 0.0538524 0.0315543 0.00466446 |
1881 | +0.922543 0.955808 0.0486688 0.029731 0.00341063 |
1882 | +0.966044 0.965566 0.0429759 0.0278605 0.00230406 |
1883 | +1.01132 0.975066 0.0366576 0.0259733 0.00138436 |
1884 | +1.05842 0.984137 0.0306028 0.0240499 0.000666697 |
1885 | +1.10739 0.992236 0.024963 0.0220381 0.000176785 |
1886 | +1.15829 0.999273 0.0204345 0.0199687 -0.000215306 |
1887 | +1.21117 1.00405 0.0175856 0.0178422 -0.000631961 |
1888 | +1.26607 1.00585 0.016084 0.0157195 -0.000904133 |
1889 | +1.32303 1.00647 0.0144319 0.0137688 -0.00083837 |
1890 | +1.38211 1.00597 0.0125597 0.0120994 -0.000707888 |
1891 | +1.44334 1.0056 0.0104087 0.0107226 -0.000525996 |
1892 | +1.50677 1.00542 0.00875078 0.00957857 -0.000406829 |
1893 | +1.57243 1.00534 0.00753408 0.00858445 -0.000327193 |
1894 | +1.64036 1.00522 0.00658087 0.00767999 -0.000268676 |
1895 | +1.71059 1.00508 0.0057125 0.00683525 -0.000214697 |
1896 | +1.78315 1.00487 0.00493693 0.00604296 -0.000165333 |
1897 | +1.85805 1.00459 0.00429563 0.00530493 -0.00012297 |
1898 | +1.93532 1.00422 0.00391862 0.00462451 -9.41158e-05 |
1899 | +2.01498 1.0041 0.00357345 0.00397662 -8.9085e-05 |
1900 | +2.09702 1.00402 0.00260458 0.00337323 -5.94771e-05 |
1901 | +2.18145 1.00379 0.00200663 0.00285272 -3.75907e-05 |
1902 | +2.26828 1.00357 0.00159825 0.00241507 -2.38659e-05 |
1903 | +2.35749 1.00338 0.00130899 0.00204818 -1.55117e-05 |
1904 | +2.44906 1.0032 0.00109437 0.0017397 -1.02839e-05 |
1905 | +2.54298 1.00304 0.000930211 0.00147947 -6.92276e-06 |
1906 | +2.63921 1.00288 0.000802321 0.00125941 -4.72043e-06 |
1907 | +2.73771 1.00273 0.000701585 0.00107309 -3.26206e-06 |
1908 | +2.83845 1.00258 0.000621589 0.00091527 -2.28885e-06 |
1909 | +2.94137 1.00244 0.000557596 0.000781604 -1.635e-06 |
1910 | +3.0464 1.0023 0.000506093 0.000668422 -1.19366e-06 |
1911 | +3.15349 1.00216 0.00046437 0.000572577 -8.93646e-07 |
1912 | +3.26256 1.00204 0.000430376 0.000491355 -6.87713e-07 |
1913 | +3.37352 1.00191 0.000402524 0.000422396 -5.44589e-07 |
1914 | +3.48628 1.0018 0.000379596 0.000363645 -4.4304e-07 |
1915 | +3.60074 1.00169 0.000360669 0.000313324 -3.68931e-07 |
1916 | +3.7168 1.00159 0.000345011 0.000269899 -3.12893e-07 |
1917 | +3.83435 1.00149 0.000332067 0.000232058 -2.68535e-07 |
1918 | +3.95326 1.0014 0.000321393 0.000198696 -2.31665e-07 |
1919 | +4.0734 1.00132 0.000312622 0.000168887 -1.99537e-07 |
1920 | +4.19466 1.00126 0.000305495 0.000141864 -1.70292e-07 |
1921 | +4.31689 1.0012 0.00029976 0.000117002 -1.42757e-07 |
1922 | +4.43994 1.00114 0.000295248 9.37877e-05 -1.16195e-07 |
1923 | +4.56368 1.0011 0.000291797 7.18023e-05 -9.01306e-08 |
1924 | +4.68796 1.00107 0.000289311 5.07018e-05 -6.43011e-08 |
1925 | +4.81262 1.00105 0.000287702 3.01955e-05 -3.85658e-08 |
1926 | +4.93751 1.00104 0.000286914 1.00287e-05 -1.28538e-08 |
1927 | |
1928 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-table.dat' |
1929 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-table.dat 2011-10-30 17:25:22 +0000 |
1930 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC181-table.dat 1970-01-01 00:00:00 +0000 |
1931 | @@ -1,124 +0,0 @@ |
1932 | -y U u'u' v'v' -10*u'v' |
1933 | -0.0 0.0 0.0 0.0 -0.0 |
1934 | -0.000588587 0.00707014 0.00358108 2.22733e-05 2.49153e-07 |
1935 | -0.00179565 0.0215638 0.0109015 0.000111933 4.01109e-06 |
1936 | -0.00306398 0.0367806 0.0185629 0.000293239 1.87894e-05 |
1937 | -0.0043967 0.0527451 0.0265699 0.0005688 5.47029e-05 |
1938 | -0.00579703 0.0694738 0.0349071 0.000940875 0.000124389 |
1939 | -0.0072684 0.0869719 0.0435332 0.00141137 0.000242774 |
1940 | -0.00881438 0.10523 0.0523774 0.00198182 0.0004263 |
1941 | -0.0104387 0.124219 0.0613396 0.00265317 0.000691447 |
1942 | -0.0121454 0.143893 0.0702957 0.003425 0.00105267 |
1943 | -0.0139385 0.16418 0.0791058 0.00429424 0.00152026 |
1944 | -0.0158225 0.184994 0.0876261 0.00525444 0.00209875 |
1945 | -0.0178018 0.206225 0.0957209 0.0062972 0.00278639 |
1946 | -0.0198813 0.227756 0.103272 0.00741514 0.00357563 |
1947 | -0.0220659 0.249459 0.110183 0.00860292 0.00445427 |
1948 | -0.024361 0.271201 0.116377 0.00985507 0.00540691 |
1949 | -0.026772 0.29285 0.121801 0.0111636 0.00641645 |
1950 | -0.0293049 0.314279 0.126423 0.0125183 0.00746495 |
1951 | -0.0319656 0.335374 0.130243 0.0139093 0.00853399 |
1952 | -0.0347605 0.356035 0.133288 0.0153281 0.00960608 |
1953 | -0.0376964 0.37618 0.135612 0.0167687 0.0106667 |
1954 | -0.0407802 0.395746 0.137284 0.0182265 0.0117047 |
1955 | -0.0440194 0.414688 0.138386 0.0196987 0.0127104 |
1956 | -0.0474215 0.432975 0.139 0.0211837 0.0136752 |
1957 | -0.0509948 0.450592 0.139201 0.0226795 0.0145921 |
1958 | -0.0547476 0.467536 0.139057 0.0241823 0.0154573 |
1959 | -0.0586889 0.483818 0.138626 0.0256859 0.0162724 |
1960 | -0.0628279 0.499451 0.137955 0.0271827 0.0170411 |
1961 | -0.0671744 0.514453 0.137088 0.0286653 0.017761 |
1962 | -0.0717387 0.528842 0.136066 0.0301276 0.0184215 |
1963 | -0.0765313 0.542642 0.134928 0.0315619 0.0190159 |
1964 | -0.0815635 0.555873 0.133696 0.0329571 0.0195488 |
1965 | -0.086847 0.568558 0.132379 0.0343062 0.0200285 |
1966 | -0.092394 0.580719 0.130994 0.0356112 0.0204602 |
1967 | -0.0982174 0.592376 0.129567 0.0368783 0.0208461 |
1968 | -0.104331 0.603538 0.128133 0.0381101 0.0211894 |
1969 | -0.110748 0.61421 0.126692 0.0393061 0.0214983 |
1970 | -0.117483 0.624418 0.125213 0.0404678 0.0217775 |
1971 | -0.124553 0.634229 0.1237 0.0415958 0.022021 |
1972 | -0.131972 0.643737 0.12216 0.0426795 0.022225 |
1973 | -0.139758 0.653005 0.120619 0.0437014 0.022401 |
1974 | -0.147927 0.66203 0.119128 0.044651 0.0225744 |
1975 | -0.1565 0.670812 0.117696 0.0455249 0.0227376 |
1976 | -0.165493 0.67939 0.116314 0.0463215 0.0228748 |
1977 | -0.174928 0.687746 0.114963 0.0470486 0.0229969 |
1978 | -0.184825 0.695865 0.113547 0.047726 0.0230786 |
1979 | -0.195205 0.703812 0.112026 0.0483616 0.0231343 |
1980 | -0.206092 0.711625 0.110525 0.0489453 0.0231869 |
1981 | -0.217508 0.719274 0.109076 0.0494583 0.0232205 |
1982 | -0.229478 0.726733 0.10768 0.0498789 0.0232027 |
1983 | -0.242027 0.734115 0.106285 0.0501951 0.0230843 |
1984 | -0.255182 0.74149 0.104954 0.0504165 0.0229038 |
1985 | -0.268971 0.74887 0.103567 0.0505801 0.0226875 |
1986 | -0.28342 0.756229 0.102239 0.0507169 0.0224726 |
1987 | -0.298561 0.76351 0.10086 0.0508224 0.0222186 |
1988 | -0.314424 0.770734 0.099502 0.0508999 0.0219526 |
1989 | -0.331041 0.777884 0.0982261 0.0509256 0.0217324 |
1990 | -0.348445 0.785012 0.0968778 0.0508409 0.0214938 |
1991 | -0.366669 0.792242 0.0955009 0.0506262 0.02118 |
1992 | -0.385749 0.79957 0.0940886 0.0503076 0.0207689 |
1993 | -0.405722 0.806988 0.0926855 0.0499165 0.0203088 |
1994 | -0.426624 0.81452 0.091372 0.0494788 0.0197553 |
1995 | -0.448496 0.822116 0.0901032 0.0489835 0.0191138 |
1996 | -0.471376 0.829851 0.0886512 0.048385 0.0183774 |
1997 | -0.495307 0.837722 0.08684 0.0476456 0.01762 |
1998 | -0.520329 0.845703 0.0850252 0.0467716 0.0169026 |
1999 | -0.546487 0.853843 0.0833343 0.045784 0.0161096 |
2000 | -0.573825 0.862176 0.0816486 0.0446888 0.0152561 |
2001 | -0.602388 0.870652 0.0796674 0.0435012 0.0143686 |
2002 | -0.632223 0.879453 0.077303 0.0422476 0.0133396 |
2003 | -0.663378 0.888448 0.074871 0.0409482 0.0122685 |
2004 | -0.6959 0.89773 0.0721459 0.0395782 0.011104 |
2005 | -0.729838 0.907208 0.0691192 0.0381366 0.00986794 |
2006 | -0.765243 0.916883 0.0657326 0.0366268 0.00855672 |
2007 | -0.802165 0.926578 0.0621178 0.0350303 0.00722731 |
2008 | -0.840655 0.936257 0.058231 0.0333314 0.00594385 |
2009 | -0.880764 0.946012 0.0538524 0.0315543 0.00466446 |
2010 | -0.922543 0.955808 0.0486688 0.029731 0.00341063 |
2011 | -0.966044 0.965566 0.0429759 0.0278605 0.00230406 |
2012 | -1.01132 0.975066 0.0366576 0.0259733 0.00138436 |
2013 | -1.05842 0.984137 0.0306028 0.0240499 0.000666697 |
2014 | -1.10739 0.992236 0.024963 0.0220381 0.000176785 |
2015 | -1.15829 0.999273 0.0204345 0.0199687 -0.000215306 |
2016 | -1.21117 1.00405 0.0175856 0.0178422 -0.000631961 |
2017 | -1.26607 1.00585 0.016084 0.0157195 -0.000904133 |
2018 | -1.32303 1.00647 0.0144319 0.0137688 -0.00083837 |
2019 | -1.38211 1.00597 0.0125597 0.0120994 -0.000707888 |
2020 | -1.44334 1.0056 0.0104087 0.0107226 -0.000525996 |
2021 | -1.50677 1.00542 0.00875078 0.00957857 -0.000406829 |
2022 | -1.57243 1.00534 0.00753408 0.00858445 -0.000327193 |
2023 | -1.64036 1.00522 0.00658087 0.00767999 -0.000268676 |
2024 | -1.71059 1.00508 0.0057125 0.00683525 -0.000214697 |
2025 | -1.78315 1.00487 0.00493693 0.00604296 -0.000165333 |
2026 | -1.85805 1.00459 0.00429563 0.00530493 -0.00012297 |
2027 | -1.93532 1.00422 0.00391862 0.00462451 -9.41158e-05 |
2028 | -2.01498 1.0041 0.00357345 0.00397662 -8.9085e-05 |
2029 | -2.09702 1.00402 0.00260458 0.00337323 -5.94771e-05 |
2030 | -2.18145 1.00379 0.00200663 0.00285272 -3.75907e-05 |
2031 | -2.26828 1.00357 0.00159825 0.00241507 -2.38659e-05 |
2032 | -2.35749 1.00338 0.00130899 0.00204818 -1.55117e-05 |
2033 | -2.44906 1.0032 0.00109437 0.0017397 -1.02839e-05 |
2034 | -2.54298 1.00304 0.000930211 0.00147947 -6.92276e-06 |
2035 | -2.63921 1.00288 0.000802321 0.00125941 -4.72043e-06 |
2036 | -2.73771 1.00273 0.000701585 0.00107309 -3.26206e-06 |
2037 | -2.83845 1.00258 0.000621589 0.00091527 -2.28885e-06 |
2038 | -2.94137 1.00244 0.000557596 0.000781604 -1.635e-06 |
2039 | -3.0464 1.0023 0.000506093 0.000668422 -1.19366e-06 |
2040 | -3.15349 1.00216 0.00046437 0.000572577 -8.93646e-07 |
2041 | -3.26256 1.00204 0.000430376 0.000491355 -6.87713e-07 |
2042 | -3.37352 1.00191 0.000402524 0.000422396 -5.44589e-07 |
2043 | -3.48628 1.0018 0.000379596 0.000363645 -4.4304e-07 |
2044 | -3.60074 1.00169 0.000360669 0.000313324 -3.68931e-07 |
2045 | -3.7168 1.00159 0.000345011 0.000269899 -3.12893e-07 |
2046 | -3.83435 1.00149 0.000332067 0.000232058 -2.68535e-07 |
2047 | -3.95326 1.0014 0.000321393 0.000198696 -2.31665e-07 |
2048 | -4.0734 1.00132 0.000312622 0.000168887 -1.99537e-07 |
2049 | -4.19466 1.00126 0.000305495 0.000141864 -1.70292e-07 |
2050 | -4.31689 1.0012 0.00029976 0.000117002 -1.42757e-07 |
2051 | -4.43994 1.00114 0.000295248 9.37877e-05 -1.16195e-07 |
2052 | -4.56368 1.0011 0.000291797 7.18023e-05 -9.01306e-08 |
2053 | -4.68796 1.00107 0.000289311 5.07018e-05 -6.43011e-08 |
2054 | -4.81262 1.00105 0.000287702 3.01955e-05 -3.85658e-08 |
2055 | -4.93751 1.00104 0.000286914 1.00287e-05 -1.28538e-08 |
2056 | |
2057 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-list.dat' |
2058 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-list.dat 1970-01-01 00:00:00 +0000 |
2059 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-list.dat 2013-04-16 15:27:30 +0000 |
2060 | @@ -0,0 +1,10 @@ |
2061 | +y/h |
2062 | +[0.0, 0.00058237999999999996, 0.0018313299999999999, 0.0032605500000000001, 0.0048954200000000002, 0.0067647100000000002, 0.0089009399999999995, 0.0113408, 0.0141256, 0.0173017, 0.020920899999999999, 0.0250411, 0.029726200000000001, 0.035047000000000002, 0.041080999999999999, 0.047912400000000001, 0.055632399999999999, 0.064338300000000001, 0.074132699999999996, 0.085122400000000001, 0.097416600000000006, 0.111124, 0.12635099999999999, 0.14319599999999999, 0.161745, 0.18206900000000001, 0.20421600000000001, 0.22820399999999999, 0.25402000000000002, 0.28160800000000002, 0.31087100000000001, 0.34166800000000003, 0.373809, 0.40706500000000001, 0.441166, 0.47581400000000001, 0.51069100000000001, 0.54547000000000001, 0.57982699999999998, 0.61345499999999997, 0.64607199999999998, 0.67743200000000003, 0.70732799999999996, 0.73560000000000003, 0.76213399999999998, 0.78685700000000003, 0.80974000000000002, 0.830789, 0.85004100000000005, 0.86755800000000005, 0.88341999999999998, 0.89772300000000005, 0.91056999999999999, 0.922068, 0.93232800000000005, 0.94145599999999996, 0.94955900000000004, 0.95673399999999997, 0.96307699999999996, 0.96867300000000001, 0.97360400000000002, 0.97794199999999998, 0.98175400000000002, 0.985101, 0.98803600000000003, 0.99060899999999996, 0.99286200000000002, 0.994834, 0.99655899999999997, 0.99806700000000004, 0.99938499999999997, 1.0005900000000001, 1.0018, 1.0030600000000001, 1.0044, 1.0058, 1.0072700000000001, 1.00881, 1.01044, 1.0121500000000001, 1.0139400000000001, 1.0158199999999999, 1.0178, 1.0198799999999999, 1.02207, 1.0243599999999999, 1.02677, 1.0293000000000001, 1.0319700000000001, 1.0347599999999999, 1.0377000000000001, 1.04078, 1.0440199999999999, 1.04742, 1.0509900000000001, 1.0547500000000001, 1.0586899999999999, 1.0628299999999999, 1.06717, 1.0717399999999999, 1.07653, 1.0815600000000001, 1.0868500000000001, 1.09239, 1.09822, 1.10433, 1.1107499999999999, 1.11748, 1.1245499999999999, 1.1319699999999999, 1.1397600000000001, 1.1479299999999999, 1.1565000000000001, 1.1654899999999999, 1.17493, 1.18483, 1.1952100000000001, 1.2060900000000001, 1.2175100000000001, 1.2294799999999999, 1.24203, 1.25518, 1.2689699999999999, 1.28342, 1.2985599999999999, 1.3144199999999999, 1.33104, 1.3484400000000001, 1.3666700000000001, 1.38575, 1.4057200000000001, 1.42662, 1.4484999999999999, 1.4713799999999999, 1.4953099999999999, 1.52033, 1.5464899999999999, 1.57382, 1.60239, 1.63222, 1.6633800000000001, 1.6959, 1.72984, 1.7652399999999999, 1.80217, 1.8406499999999999, 1.88076, 1.9225399999999999, 1.96604, 2.01132, 2.0584199999999999, 2.1073900000000001, 2.15829, 2.2111700000000001, 2.26607, 2.3230300000000002, 2.3821099999999999, 2.4433400000000001, 2.5067699999999999, 2.5724300000000002, 2.6403599999999998, 2.7105899999999998, 2.78315, 2.85805, 2.9353199999999999, 3.01498, 3.0970200000000001, 3.1814499999999999, 3.2682799999999999, 3.3574899999999999, 3.4490599999999998, 3.54298, 3.6392099999999998, 3.7377099999999999, 3.8384499999999999, 3.94137, 4.0464000000000002, 4.1534899999999997, 4.2625599999999997, 4.3735200000000001, 4.4862799999999998, 4.6007400000000001, 4.7168000000000001, 4.8343499999999997, 4.9532600000000002, 5.0734000000000004, 5.1946599999999998, 5.3168899999999999, 5.43994, 5.5636799999999997, 5.6879600000000003, 5.8126199999999999, 5.9375099999999996] |
2063 | +U/U0 |
2064 | +[0.0, -0.0040690300000000004, -0.012570599999999999, -0.021922299999999999, -0.032123400000000003, -0.043131999999999997, -0.054850900000000001, -0.067117200000000002, -0.079702700000000001, -0.092328599999999997, -0.10469000000000001, -0.11648500000000001, -0.12743699999999999, -0.13730300000000001, -0.14588499999999999, -0.153031, -0.15864400000000001, -0.162663, -0.16503200000000001, -0.165713, -0.164683, -0.16198799999999999, -0.157637, -0.151697, -0.144566, -0.13634299999999999, -0.12712499999999999, -0.116504, -0.104076, -0.090361399999999995, -0.074264200000000002, -0.057439799999999999, -0.038865999999999998, -0.017737800000000001, 0.0060860200000000001, 0.031669000000000003, 0.059654199999999998, 0.089258699999999996, 0.120934, 0.15223900000000001, 0.184111, 0.215144, 0.24585699999999999, 0.27370499999999998, 0.301068, 0.32650600000000002, 0.34971000000000002, 0.37159700000000001, 0.39122099999999999, 0.40928500000000001, 0.42561500000000002, 0.44006000000000001, 0.45292900000000003, 0.46444600000000003, 0.47468900000000003, 0.48386699999999999, 0.49209000000000003, 0.49936799999999998, 0.50582099999999997, 0.51151999999999997, 0.51654199999999995, 0.52093900000000004, 0.52476900000000004, 0.52810599999999996, 0.53102300000000002, 0.53357699999999997, 0.53581100000000004, 0.53776400000000002, 0.53946899999999998, 0.54095599999999999, 0.54225199999999996, 0.54343300000000005, 0.54461599999999999, 0.54585499999999998, 0.54715499999999995, 0.54851899999999998, 0.54994900000000002, 0.55144899999999997, 0.55302200000000001, 0.55467299999999997, 0.55640599999999996, 0.55822499999999997, 0.56013400000000002, 0.56213800000000003, 0.56424200000000002, 0.56645000000000001, 0.56876599999999999, 0.57119200000000003, 0.57372900000000004, 0.57638100000000003, 0.57914699999999997, 0.58202699999999996, 0.58502600000000005, 0.58815399999999995, 0.591422, 0.59483399999999997, 0.59838499999999994, 0.602078, 0.60592599999999996, 0.60994300000000001, 0.61413799999999996, 0.61851400000000001, 0.62307699999999999, 0.62783699999999998, 0.63280899999999995, 0.63800100000000004, 0.64337100000000003, 0.64892099999999997, 0.65471199999999996, 0.66075899999999999, 0.66700000000000004, 0.67340100000000003, 0.67999200000000004, 0.68680300000000005, 0.69379500000000005, 0.70094100000000004, 0.70815399999999995, 0.71536599999999995, 0.72265100000000004, 0.73001499999999997, 0.737398, 0.74488500000000002, 0.75231300000000001, 0.75955899999999998, 0.76693599999999995, 0.77431099999999997, 0.78158899999999998, 0.78897300000000004, 0.79620599999999997, 0.803369, 0.81057800000000002, 0.81764000000000003, 0.82462500000000005, 0.831426, 0.83838800000000002, 0.84537799999999996, 0.85227600000000003, 0.85930600000000001, 0.866456, 0.87390699999999999, 0.88158099999999995, 0.88951899999999995, 0.89758499999999997, 0.90554999999999997, 0.91361999999999999, 0.92200099999999996, 0.93083300000000002, 0.93979900000000005, 0.94847999999999999, 0.95660900000000004, 0.96399800000000002, 0.97030300000000003, 0.97536999999999996, 0.97889599999999999, 0.98094000000000003, 0.98176300000000005, 0.98178299999999996, 0.98141900000000004, 0.98084099999999996, 0.98026500000000005, 0.97961600000000004, 0.97893300000000005, 0.97818400000000005, 0.97743999999999998, 0.97681899999999999, 0.97638100000000005, 0.97580500000000003, 0.97514400000000001, 0.97457899999999997, 0.97404999999999997, 0.97355100000000006, 0.97307600000000005, 0.97262199999999999, 0.97218899999999997, 0.97177400000000003, 0.97137899999999999, 0.97100299999999995, 0.97064799999999996, 0.97031199999999995, 0.969997, 0.96970199999999995, 0.96942899999999999, 0.96917799999999998, 0.96894800000000003, 0.96874099999999996, 0.96855599999999997, 0.96839299999999995, 0.96825399999999995, 0.96813700000000003, 0.96804400000000002, 0.967974, 0.96792699999999998, 0.96790500000000002] |
2065 | +u'/U0 |
2066 | +[0.0, 0.0033173399999999998, 0.010127000000000001, 0.017403999999999999, 0.025027600000000001, 0.032812800000000003, 0.040548099999999997, 0.0480217, 0.055030599999999999, 0.061409699999999998, 0.067055299999999998, 0.071913199999999997, 0.075971700000000003, 0.079297400000000004, 0.082020999999999997, 0.084258, 0.086122099999999993, 0.0877719, 0.0894012, 0.0911193, 0.093049800000000002, 0.095482600000000001, 0.098311399999999993, 0.101594, 0.10520599999999999, 0.108908, 0.112527, 0.116457, 0.12109399999999999, 0.12606700000000001, 0.13156999999999999, 0.13706599999999999, 0.1431, 0.14847099999999999, 0.153282, 0.15833900000000001, 0.162662, 0.16597400000000001, 0.168237, 0.17104800000000001, 0.17267199999999999, 0.17386799999999999, 0.174294, 0.17466300000000001, 0.17489499999999999, 0.17474700000000001, 0.173735, 0.17299900000000001, 0.17177799999999999, 0.17114699999999999, 0.170567, 0.17022999999999999, 0.16986000000000001, 0.169326, 0.16855000000000001, 0.167768, 0.16699900000000001, 0.166242, 0.16551199999999999, 0.16484599999999999, 0.164302, 0.16387499999999999, 0.16353500000000001, 0.16323699999999999, 0.16295599999999999, 0.162691, 0.16244700000000001, 0.16222600000000001, 0.16202900000000001, 0.161854, 0.16170000000000001, 0.16155800000000001, 0.161415, 0.16126499999999999, 0.161109, 0.16094700000000001, 0.16078100000000001, 0.160612, 0.16044, 0.16026599999999999, 0.16008600000000001, 0.15989800000000001, 0.159696, 0.15947600000000001, 0.15923000000000001, 0.15895799999999999, 0.15866, 0.15833900000000001, 0.157997, 0.157637, 0.15726100000000001, 0.15686600000000001, 0.156441, 0.15598100000000001, 0.155499, 0.15501200000000001, 0.15451500000000001, 0.15398999999999999, 0.153416, 0.152784, 0.15210199999999999, 0.151394, 0.15065400000000001, 0.14979899999999999, 0.14877399999999999, 0.14768800000000001, 0.146594, 0.14538799999999999, 0.14399200000000001, 0.142461, 0.14085400000000001, 0.139127, 0.13730300000000001, 0.13541500000000001, 0.13338800000000001, 0.131331, 0.129243, 0.12698400000000001, 0.124775, 0.122706, 0.120556, 0.118085, 0.11544599999999999, 0.11283700000000001, 0.10995000000000001, 0.107154, 0.104688, 0.101938, 0.099346500000000004, 0.096673499999999996, 0.0940444, 0.091791200000000003, 0.0896478, 0.087681400000000007, 0.085674, 0.084049399999999996, 0.082470500000000002, 0.080821500000000004, 0.079152899999999998, 0.077347200000000005, 0.075405399999999997, 0.073381199999999994, 0.071223700000000001, 0.069142599999999999, 0.066934999999999995, 0.064197599999999994, 0.060877500000000001, 0.057013000000000001, 0.052802000000000002, 0.0479587, 0.042785200000000002, 0.036929299999999998, 0.030798300000000001, 0.025101800000000001, 0.020464400000000001, 0.016743500000000001, 0.013968599999999999, 0.0119767, 0.0103184, 0.0089495700000000004, 0.0078743700000000003, 0.0070180900000000003, 0.0063375000000000003, 0.0057402599999999996, 0.0051796300000000002, 0.0046236300000000001, 0.0040933200000000001, 0.0037710299999999999, 0.0035056900000000001, 0.0033016199999999999, 0.0031331599999999999, 0.0029916700000000001, 0.0028705599999999999, 0.00276612, 0.0026752799999999999, 0.0025957200000000001, 0.0025260199999999999, 0.0024646799999999999, 0.00241056, 0.00236308, 0.0023212200000000001, 0.0022843799999999999, 0.0022523600000000001, 0.00222434, 0.0022000100000000001, 0.0021793699999999999, 0.0021617099999999998, 0.0021469599999999998, 0.0021351199999999999, 0.0021256999999999999, 0.00211874, 0.0021142600000000002, 0.0021119200000000002] |
2067 | +v'/U0 |
2068 | +[0.0, 6.8438100000000005e-05, 0.00036925400000000001, 0.00104163, 0.00216753, 0.0038063900000000002, 0.0059753300000000001, 0.0086447899999999994, 0.011753400000000001, 0.0152309, 0.019015500000000001, 0.0230543, 0.0272873, 0.031645800000000002, 0.0360732, 0.040535300000000003, 0.045017700000000001, 0.049511399999999997, 0.053991999999999998, 0.058438299999999999, 0.062854699999999999, 0.067261699999999994, 0.071593599999999993, 0.075747900000000007, 0.079805200000000007, 0.083907099999999998, 0.087822399999999995, 0.091425599999999996, 0.094999899999999998, 0.098598199999999997, 0.102246, 0.105536, 0.108337, 0.110694, 0.112788, 0.11504300000000001, 0.116651, 0.117995, 0.11922000000000001, 0.12006600000000001, 0.120658, 0.120908, 0.12074500000000001, 0.120603, 0.120237, 0.119704, 0.119128, 0.118215, 0.117372, 0.116575, 0.11566700000000001, 0.114789, 0.113959, 0.113196, 0.112525, 0.111927, 0.111357, 0.11079700000000001, 0.110263, 0.109774, 0.109337, 0.108949, 0.10860599999999999, 0.10830099999999999, 0.10803, 0.10779, 0.10757799999999999, 0.107391, 0.107228, 0.107085, 0.106961, 0.106848, 0.106734, 0.106616, 0.106493, 0.106365, 0.10623199999999999, 0.10609300000000001, 0.105948, 0.105796, 0.105638, 0.105473, 0.10530100000000001, 0.10512100000000001, 0.104932, 0.10473300000000001, 0.104523, 0.1043, 0.104064, 0.103812, 0.103543, 0.103258, 0.10295600000000001, 0.10263700000000001, 0.102299, 0.10194, 0.10156, 0.101156, 0.100728, 0.100273, 0.099786899999999998, 0.099258100000000002, 0.098675399999999996, 0.098033700000000001, 0.097336300000000001, 0.096587199999999998, 0.095777899999999999, 0.094903699999999994, 0.0939749, 0.092999799999999994, 0.091983999999999996, 0.090930800000000006, 0.089844099999999996, 0.088722599999999999, 0.087556899999999993, 0.086347499999999994, 0.0851132, 0.083869600000000002, 0.082588999999999996, 0.081249500000000002, 0.079854400000000006, 0.078376799999999996, 0.0768118, 0.075202199999999997, 0.073542800000000005, 0.0718665, 0.070148100000000005, 0.068320199999999998, 0.0663686, 0.0644396, 0.062581800000000007, 0.0607392, 0.0590479, 0.057453200000000003, 0.055870599999999999, 0.054321000000000001, 0.052816399999999999, 0.051336899999999998, 0.049880500000000001, 0.048477800000000001, 0.047088199999999997, 0.045650700000000002, 0.044170899999999999, 0.042613199999999997, 0.040914399999999997, 0.039026699999999998, 0.037026000000000003, 0.034965499999999997, 0.032789100000000002, 0.030457999999999999, 0.028026499999999999, 0.025541600000000001, 0.023040600000000001, 0.0205457, 0.018097700000000001, 0.015813899999999999, 0.013720100000000001, 0.011860300000000001, 0.0103842, 0.0091852199999999991, 0.0081590599999999992, 0.0072796500000000004, 0.0065080499999999996, 0.0058145499999999999, 0.0051879600000000001, 0.0046252400000000001, 0.00413088, 0.0037032599999999999, 0.0033336099999999999, 0.0030120799999999999, 0.0027308599999999999, 0.0024833799999999999, 0.0022640999999999998, 0.0020683799999999999, 0.00189236, 0.0017328199999999999, 0.00158705, 0.00145279, 0.0013281499999999999, 0.0012115800000000001, 0.0011017500000000001, 0.00099758500000000005, 0.00089815399999999997, 0.00080269499999999997, 0.00071056600000000004, 0.00062121400000000003, 0.00053416800000000001, 0.00044901799999999998, 0.00036540299999999998, 0.00028299599999999999, 0.00020150499999999999, 0.000120653, 4.0176200000000003e-05] |
2069 | +w'/U0 |
2070 | +[-0.0, -1.6969599999999997e-08, -3.8145000000000002e-07, -2.35723e-06, -8.8250999999999996e-06, -2.4536899999999999e-05, -5.2201799999999999e-05, -8.2145200000000008e-05, -8.4962899999999999e-05, -1.36325e-05, 0.00018864000000000001, 0.00057657300000000004, 0.00119797, 0.0020972899999999999, 0.00330255, 0.0048105100000000005, 0.0066126099999999997, 0.0087139299999999999, 0.011142599999999999, 0.013858500000000001, 0.016769700000000002, 0.020034699999999999, 0.023677699999999999, 0.027665699999999998, 0.031966500000000002, 0.036862699999999998, 0.0419087, 0.047576199999999999, 0.053895899999999997, 0.060380800000000005, 0.067085499999999992, 0.074038099999999996, 0.080854900000000007, 0.086405400000000007, 0.091250399999999995, 0.096821700000000011, 0.101771, 0.10549799999999999, 0.10816600000000001, 0.11071700000000001, 0.11231400000000001, 0.11369499999999999, 0.114313, 0.114659, 0.11408500000000001, 0.113565, 0.11208900000000001, 0.11104, 0.109782, 0.10853700000000001, 0.107352, 0.106141, 0.104741, 0.103515, 0.10229000000000001, 0.10102999999999999, 0.099901999999999991, 0.098875999999999992, 0.097950599999999999, 0.097104600000000013, 0.096365200000000012, 0.0957287, 0.095163300000000006, 0.094643000000000005, 0.094160400000000005, 0.093721199999999991, 0.093330099999999999, 0.092985800000000007, 0.0926844, 0.092420799999999997, 0.092190799999999989, 0.091981200000000013, 0.091771500000000006, 0.091551900000000005, 0.091322199999999992, 0.091082300000000005, 0.090831599999999998, 0.090569499999999997, 0.090294799999999995, 0.090005399999999999, 0.089698699999999992, 0.089372299999999988, 0.08902510000000001, 0.088658100000000004, 0.088273099999999993, 0.087872000000000006, 0.087456099999999995, 0.087024400000000002, 0.0865726, 0.086094899999999988, 0.085588300000000006, 0.085047700000000004, 0.084465300000000007, 0.083839299999999992, 0.083181400000000003, 0.082510199999999992, 0.081836600000000009, 0.081149599999999988, 0.080420400000000003, 0.079624499999999987, 0.078756300000000001, 0.077814499999999995, 0.076779600000000003, 0.0756492, 0.074413999999999994, 0.073061100000000004, 0.071654800000000005, 0.070183700000000002, 0.068629099999999998, 0.066963999999999996, 0.065211599999999995, 0.063398999999999997, 0.061526200000000003, 0.0595802, 0.057569199999999994, 0.055516799999999998, 0.053433500000000002, 0.051293999999999999, 0.049265999999999997, 0.047455600000000001, 0.045643100000000006, 0.043636599999999998, 0.041609599999999997, 0.039676800000000005, 0.037436999999999998, 0.035296000000000001, 0.033505899999999998, 0.031574100000000001, 0.0297329, 0.027988300000000001, 0.0264642, 0.025073700000000001, 0.023753200000000002, 0.022606299999999999, 0.021404699999999999, 0.0203669, 0.019529299999999999, 0.018730199999999999, 0.017878700000000001, 0.016951899999999999, 0.016046899999999999, 0.015105199999999999, 0.014160200000000001, 0.013257, 0.0123161, 0.0111997, 0.0099895100000000001, 0.0087159400000000001, 0.0074421899999999996, 0.00613848, 0.0048319900000000004, 0.0035707399999999998, 0.0024672100000000001, 0.0014519800000000001, 0.00069811499999999991, 0.000192733, -7.8873699999999997e-05, -0.00016190600000000002, -0.00018688100000000002, -0.00018046199999999999, -0.000167539, -0.000146673, -0.00012565799999999998, -0.000106931, -9.0911100000000004e-05, -7.7430800000000011e-05, -6.0766700000000002e-05, -4.9858699999999997e-05, -4.1670700000000001e-05, -3.6306899999999996e-05, -3.23931e-05, -2.93784e-05, -2.6921699999999997e-05, -2.4839099999999997e-05, -2.3009100000000003e-05, -2.13545e-05, -1.98279e-05, -1.8393199999999999e-05, -1.7027299999999999e-05, -1.5715300000000002e-05, -1.4443699999999999e-05, -1.3204099999999999e-05, -1.19912e-05, -1.0798799999999999e-05, -9.6234500000000002e-06, -8.4628800000000002e-06, -7.3133799999999996e-06, -6.1733799999999995e-06, -5.0412799999999998e-06, -3.9149000000000004e-06, -2.7931800000000001e-06, -1.67473e-06, -5.58004e-07] |
2071 | |
2072 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-list.dat' |
2073 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-list.dat 2011-10-30 17:25:22 +0000 |
2074 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-list.dat 1970-01-01 00:00:00 +0000 |
2075 | @@ -1,10 +0,0 @@ |
2076 | -y/h |
2077 | -[0.0, 0.00058237999999999996, 0.0018313299999999999, 0.0032605500000000001, 0.0048954200000000002, 0.0067647100000000002, 0.0089009399999999995, 0.0113408, 0.0141256, 0.0173017, 0.020920899999999999, 0.0250411, 0.029726200000000001, 0.035047000000000002, 0.041080999999999999, 0.047912400000000001, 0.055632399999999999, 0.064338300000000001, 0.074132699999999996, 0.085122400000000001, 0.097416600000000006, 0.111124, 0.12635099999999999, 0.14319599999999999, 0.161745, 0.18206900000000001, 0.20421600000000001, 0.22820399999999999, 0.25402000000000002, 0.28160800000000002, 0.31087100000000001, 0.34166800000000003, 0.373809, 0.40706500000000001, 0.441166, 0.47581400000000001, 0.51069100000000001, 0.54547000000000001, 0.57982699999999998, 0.61345499999999997, 0.64607199999999998, 0.67743200000000003, 0.70732799999999996, 0.73560000000000003, 0.76213399999999998, 0.78685700000000003, 0.80974000000000002, 0.830789, 0.85004100000000005, 0.86755800000000005, 0.88341999999999998, 0.89772300000000005, 0.91056999999999999, 0.922068, 0.93232800000000005, 0.94145599999999996, 0.94955900000000004, 0.95673399999999997, 0.96307699999999996, 0.96867300000000001, 0.97360400000000002, 0.97794199999999998, 0.98175400000000002, 0.985101, 0.98803600000000003, 0.99060899999999996, 0.99286200000000002, 0.994834, 0.99655899999999997, 0.99806700000000004, 0.99938499999999997, 1.0005900000000001, 1.0018, 1.0030600000000001, 1.0044, 1.0058, 1.0072700000000001, 1.00881, 1.01044, 1.0121500000000001, 1.0139400000000001, 1.0158199999999999, 1.0178, 1.0198799999999999, 1.02207, 1.0243599999999999, 1.02677, 1.0293000000000001, 1.0319700000000001, 1.0347599999999999, 1.0377000000000001, 1.04078, 1.0440199999999999, 1.04742, 1.0509900000000001, 1.0547500000000001, 1.0586899999999999, 1.0628299999999999, 1.06717, 1.0717399999999999, 1.07653, 1.0815600000000001, 1.0868500000000001, 1.09239, 1.09822, 1.10433, 1.1107499999999999, 1.11748, 1.1245499999999999, 1.1319699999999999, 1.1397600000000001, 1.1479299999999999, 1.1565000000000001, 1.1654899999999999, 1.17493, 1.18483, 1.1952100000000001, 1.2060900000000001, 1.2175100000000001, 1.2294799999999999, 1.24203, 1.25518, 1.2689699999999999, 1.28342, 1.2985599999999999, 1.3144199999999999, 1.33104, 1.3484400000000001, 1.3666700000000001, 1.38575, 1.4057200000000001, 1.42662, 1.4484999999999999, 1.4713799999999999, 1.4953099999999999, 1.52033, 1.5464899999999999, 1.57382, 1.60239, 1.63222, 1.6633800000000001, 1.6959, 1.72984, 1.7652399999999999, 1.80217, 1.8406499999999999, 1.88076, 1.9225399999999999, 1.96604, 2.01132, 2.0584199999999999, 2.1073900000000001, 2.15829, 2.2111700000000001, 2.26607, 2.3230300000000002, 2.3821099999999999, 2.4433400000000001, 2.5067699999999999, 2.5724300000000002, 2.6403599999999998, 2.7105899999999998, 2.78315, 2.85805, 2.9353199999999999, 3.01498, 3.0970200000000001, 3.1814499999999999, 3.2682799999999999, 3.3574899999999999, 3.4490599999999998, 3.54298, 3.6392099999999998, 3.7377099999999999, 3.8384499999999999, 3.94137, 4.0464000000000002, 4.1534899999999997, 4.2625599999999997, 4.3735200000000001, 4.4862799999999998, 4.6007400000000001, 4.7168000000000001, 4.8343499999999997, 4.9532600000000002, 5.0734000000000004, 5.1946599999999998, 5.3168899999999999, 5.43994, 5.5636799999999997, 5.6879600000000003, 5.8126199999999999, 5.9375099999999996] |
2078 | -U/U0 |
2079 | -[0.0, -0.0040690300000000004, -0.012570599999999999, -0.021922299999999999, -0.032123400000000003, -0.043131999999999997, -0.054850900000000001, -0.067117200000000002, -0.079702700000000001, -0.092328599999999997, -0.10469000000000001, -0.11648500000000001, -0.12743699999999999, -0.13730300000000001, -0.14588499999999999, -0.153031, -0.15864400000000001, -0.162663, -0.16503200000000001, -0.165713, -0.164683, -0.16198799999999999, -0.157637, -0.151697, -0.144566, -0.13634299999999999, -0.12712499999999999, -0.116504, -0.104076, -0.090361399999999995, -0.074264200000000002, -0.057439799999999999, -0.038865999999999998, -0.017737800000000001, 0.0060860200000000001, 0.031669000000000003, 0.059654199999999998, 0.089258699999999996, 0.120934, 0.15223900000000001, 0.184111, 0.215144, 0.24585699999999999, 0.27370499999999998, 0.301068, 0.32650600000000002, 0.34971000000000002, 0.37159700000000001, 0.39122099999999999, 0.40928500000000001, 0.42561500000000002, 0.44006000000000001, 0.45292900000000003, 0.46444600000000003, 0.47468900000000003, 0.48386699999999999, 0.49209000000000003, 0.49936799999999998, 0.50582099999999997, 0.51151999999999997, 0.51654199999999995, 0.52093900000000004, 0.52476900000000004, 0.52810599999999996, 0.53102300000000002, 0.53357699999999997, 0.53581100000000004, 0.53776400000000002, 0.53946899999999998, 0.54095599999999999, 0.54225199999999996, 0.54343300000000005, 0.54461599999999999, 0.54585499999999998, 0.54715499999999995, 0.54851899999999998, 0.54994900000000002, 0.55144899999999997, 0.55302200000000001, 0.55467299999999997, 0.55640599999999996, 0.55822499999999997, 0.56013400000000002, 0.56213800000000003, 0.56424200000000002, 0.56645000000000001, 0.56876599999999999, 0.57119200000000003, 0.57372900000000004, 0.57638100000000003, 0.57914699999999997, 0.58202699999999996, 0.58502600000000005, 0.58815399999999995, 0.591422, 0.59483399999999997, 0.59838499999999994, 0.602078, 0.60592599999999996, 0.60994300000000001, 0.61413799999999996, 0.61851400000000001, 0.62307699999999999, 0.62783699999999998, 0.63280899999999995, 0.63800100000000004, 0.64337100000000003, 0.64892099999999997, 0.65471199999999996, 0.66075899999999999, 0.66700000000000004, 0.67340100000000003, 0.67999200000000004, 0.68680300000000005, 0.69379500000000005, 0.70094100000000004, 0.70815399999999995, 0.71536599999999995, 0.72265100000000004, 0.73001499999999997, 0.737398, 0.74488500000000002, 0.75231300000000001, 0.75955899999999998, 0.76693599999999995, 0.77431099999999997, 0.78158899999999998, 0.78897300000000004, 0.79620599999999997, 0.803369, 0.81057800000000002, 0.81764000000000003, 0.82462500000000005, 0.831426, 0.83838800000000002, 0.84537799999999996, 0.85227600000000003, 0.85930600000000001, 0.866456, 0.87390699999999999, 0.88158099999999995, 0.88951899999999995, 0.89758499999999997, 0.90554999999999997, 0.91361999999999999, 0.92200099999999996, 0.93083300000000002, 0.93979900000000005, 0.94847999999999999, 0.95660900000000004, 0.96399800000000002, 0.97030300000000003, 0.97536999999999996, 0.97889599999999999, 0.98094000000000003, 0.98176300000000005, 0.98178299999999996, 0.98141900000000004, 0.98084099999999996, 0.98026500000000005, 0.97961600000000004, 0.97893300000000005, 0.97818400000000005, 0.97743999999999998, 0.97681899999999999, 0.97638100000000005, 0.97580500000000003, 0.97514400000000001, 0.97457899999999997, 0.97404999999999997, 0.97355100000000006, 0.97307600000000005, 0.97262199999999999, 0.97218899999999997, 0.97177400000000003, 0.97137899999999999, 0.97100299999999995, 0.97064799999999996, 0.97031199999999995, 0.969997, 0.96970199999999995, 0.96942899999999999, 0.96917799999999998, 0.96894800000000003, 0.96874099999999996, 0.96855599999999997, 0.96839299999999995, 0.96825399999999995, 0.96813700000000003, 0.96804400000000002, 0.967974, 0.96792699999999998, 0.96790500000000002] |
2080 | -u'/U0 |
2081 | -[0.0, 0.0033173399999999998, 0.010127000000000001, 0.017403999999999999, 0.025027600000000001, 0.032812800000000003, 0.040548099999999997, 0.0480217, 0.055030599999999999, 0.061409699999999998, 0.067055299999999998, 0.071913199999999997, 0.075971700000000003, 0.079297400000000004, 0.082020999999999997, 0.084258, 0.086122099999999993, 0.0877719, 0.0894012, 0.0911193, 0.093049800000000002, 0.095482600000000001, 0.098311399999999993, 0.101594, 0.10520599999999999, 0.108908, 0.112527, 0.116457, 0.12109399999999999, 0.12606700000000001, 0.13156999999999999, 0.13706599999999999, 0.1431, 0.14847099999999999, 0.153282, 0.15833900000000001, 0.162662, 0.16597400000000001, 0.168237, 0.17104800000000001, 0.17267199999999999, 0.17386799999999999, 0.174294, 0.17466300000000001, 0.17489499999999999, 0.17474700000000001, 0.173735, 0.17299900000000001, 0.17177799999999999, 0.17114699999999999, 0.170567, 0.17022999999999999, 0.16986000000000001, 0.169326, 0.16855000000000001, 0.167768, 0.16699900000000001, 0.166242, 0.16551199999999999, 0.16484599999999999, 0.164302, 0.16387499999999999, 0.16353500000000001, 0.16323699999999999, 0.16295599999999999, 0.162691, 0.16244700000000001, 0.16222600000000001, 0.16202900000000001, 0.161854, 0.16170000000000001, 0.16155800000000001, 0.161415, 0.16126499999999999, 0.161109, 0.16094700000000001, 0.16078100000000001, 0.160612, 0.16044, 0.16026599999999999, 0.16008600000000001, 0.15989800000000001, 0.159696, 0.15947600000000001, 0.15923000000000001, 0.15895799999999999, 0.15866, 0.15833900000000001, 0.157997, 0.157637, 0.15726100000000001, 0.15686600000000001, 0.156441, 0.15598100000000001, 0.155499, 0.15501200000000001, 0.15451500000000001, 0.15398999999999999, 0.153416, 0.152784, 0.15210199999999999, 0.151394, 0.15065400000000001, 0.14979899999999999, 0.14877399999999999, 0.14768800000000001, 0.146594, 0.14538799999999999, 0.14399200000000001, 0.142461, 0.14085400000000001, 0.139127, 0.13730300000000001, 0.13541500000000001, 0.13338800000000001, 0.131331, 0.129243, 0.12698400000000001, 0.124775, 0.122706, 0.120556, 0.118085, 0.11544599999999999, 0.11283700000000001, 0.10995000000000001, 0.107154, 0.104688, 0.101938, 0.099346500000000004, 0.096673499999999996, 0.0940444, 0.091791200000000003, 0.0896478, 0.087681400000000007, 0.085674, 0.084049399999999996, 0.082470500000000002, 0.080821500000000004, 0.079152899999999998, 0.077347200000000005, 0.075405399999999997, 0.073381199999999994, 0.071223700000000001, 0.069142599999999999, 0.066934999999999995, 0.064197599999999994, 0.060877500000000001, 0.057013000000000001, 0.052802000000000002, 0.0479587, 0.042785200000000002, 0.036929299999999998, 0.030798300000000001, 0.025101800000000001, 0.020464400000000001, 0.016743500000000001, 0.013968599999999999, 0.0119767, 0.0103184, 0.0089495700000000004, 0.0078743700000000003, 0.0070180900000000003, 0.0063375000000000003, 0.0057402599999999996, 0.0051796300000000002, 0.0046236300000000001, 0.0040933200000000001, 0.0037710299999999999, 0.0035056900000000001, 0.0033016199999999999, 0.0031331599999999999, 0.0029916700000000001, 0.0028705599999999999, 0.00276612, 0.0026752799999999999, 0.0025957200000000001, 0.0025260199999999999, 0.0024646799999999999, 0.00241056, 0.00236308, 0.0023212200000000001, 0.0022843799999999999, 0.0022523600000000001, 0.00222434, 0.0022000100000000001, 0.0021793699999999999, 0.0021617099999999998, 0.0021469599999999998, 0.0021351199999999999, 0.0021256999999999999, 0.00211874, 0.0021142600000000002, 0.0021119200000000002] |
2082 | -v'/U0 |
2083 | -[0.0, 6.8438100000000005e-05, 0.00036925400000000001, 0.00104163, 0.00216753, 0.0038063900000000002, 0.0059753300000000001, 0.0086447899999999994, 0.011753400000000001, 0.0152309, 0.019015500000000001, 0.0230543, 0.0272873, 0.031645800000000002, 0.0360732, 0.040535300000000003, 0.045017700000000001, 0.049511399999999997, 0.053991999999999998, 0.058438299999999999, 0.062854699999999999, 0.067261699999999994, 0.071593599999999993, 0.075747900000000007, 0.079805200000000007, 0.083907099999999998, 0.087822399999999995, 0.091425599999999996, 0.094999899999999998, 0.098598199999999997, 0.102246, 0.105536, 0.108337, 0.110694, 0.112788, 0.11504300000000001, 0.116651, 0.117995, 0.11922000000000001, 0.12006600000000001, 0.120658, 0.120908, 0.12074500000000001, 0.120603, 0.120237, 0.119704, 0.119128, 0.118215, 0.117372, 0.116575, 0.11566700000000001, 0.114789, 0.113959, 0.113196, 0.112525, 0.111927, 0.111357, 0.11079700000000001, 0.110263, 0.109774, 0.109337, 0.108949, 0.10860599999999999, 0.10830099999999999, 0.10803, 0.10779, 0.10757799999999999, 0.107391, 0.107228, 0.107085, 0.106961, 0.106848, 0.106734, 0.106616, 0.106493, 0.106365, 0.10623199999999999, 0.10609300000000001, 0.105948, 0.105796, 0.105638, 0.105473, 0.10530100000000001, 0.10512100000000001, 0.104932, 0.10473300000000001, 0.104523, 0.1043, 0.104064, 0.103812, 0.103543, 0.103258, 0.10295600000000001, 0.10263700000000001, 0.102299, 0.10194, 0.10156, 0.101156, 0.100728, 0.100273, 0.099786899999999998, 0.099258100000000002, 0.098675399999999996, 0.098033700000000001, 0.097336300000000001, 0.096587199999999998, 0.095777899999999999, 0.094903699999999994, 0.0939749, 0.092999799999999994, 0.091983999999999996, 0.090930800000000006, 0.089844099999999996, 0.088722599999999999, 0.087556899999999993, 0.086347499999999994, 0.0851132, 0.083869600000000002, 0.082588999999999996, 0.081249500000000002, 0.079854400000000006, 0.078376799999999996, 0.0768118, 0.075202199999999997, 0.073542800000000005, 0.0718665, 0.070148100000000005, 0.068320199999999998, 0.0663686, 0.0644396, 0.062581800000000007, 0.0607392, 0.0590479, 0.057453200000000003, 0.055870599999999999, 0.054321000000000001, 0.052816399999999999, 0.051336899999999998, 0.049880500000000001, 0.048477800000000001, 0.047088199999999997, 0.045650700000000002, 0.044170899999999999, 0.042613199999999997, 0.040914399999999997, 0.039026699999999998, 0.037026000000000003, 0.034965499999999997, 0.032789100000000002, 0.030457999999999999, 0.028026499999999999, 0.025541600000000001, 0.023040600000000001, 0.0205457, 0.018097700000000001, 0.015813899999999999, 0.013720100000000001, 0.011860300000000001, 0.0103842, 0.0091852199999999991, 0.0081590599999999992, 0.0072796500000000004, 0.0065080499999999996, 0.0058145499999999999, 0.0051879600000000001, 0.0046252400000000001, 0.00413088, 0.0037032599999999999, 0.0033336099999999999, 0.0030120799999999999, 0.0027308599999999999, 0.0024833799999999999, 0.0022640999999999998, 0.0020683799999999999, 0.00189236, 0.0017328199999999999, 0.00158705, 0.00145279, 0.0013281499999999999, 0.0012115800000000001, 0.0011017500000000001, 0.00099758500000000005, 0.00089815399999999997, 0.00080269499999999997, 0.00071056600000000004, 0.00062121400000000003, 0.00053416800000000001, 0.00044901799999999998, 0.00036540299999999998, 0.00028299599999999999, 0.00020150499999999999, 0.000120653, 4.0176200000000003e-05] |
2084 | -w'/U0 |
2085 | -[-0.0, -1.6969599999999997e-08, -3.8145000000000002e-07, -2.35723e-06, -8.8250999999999996e-06, -2.4536899999999999e-05, -5.2201799999999999e-05, -8.2145200000000008e-05, -8.4962899999999999e-05, -1.36325e-05, 0.00018864000000000001, 0.00057657300000000004, 0.00119797, 0.0020972899999999999, 0.00330255, 0.0048105100000000005, 0.0066126099999999997, 0.0087139299999999999, 0.011142599999999999, 0.013858500000000001, 0.016769700000000002, 0.020034699999999999, 0.023677699999999999, 0.027665699999999998, 0.031966500000000002, 0.036862699999999998, 0.0419087, 0.047576199999999999, 0.053895899999999997, 0.060380800000000005, 0.067085499999999992, 0.074038099999999996, 0.080854900000000007, 0.086405400000000007, 0.091250399999999995, 0.096821700000000011, 0.101771, 0.10549799999999999, 0.10816600000000001, 0.11071700000000001, 0.11231400000000001, 0.11369499999999999, 0.114313, 0.114659, 0.11408500000000001, 0.113565, 0.11208900000000001, 0.11104, 0.109782, 0.10853700000000001, 0.107352, 0.106141, 0.104741, 0.103515, 0.10229000000000001, 0.10102999999999999, 0.099901999999999991, 0.098875999999999992, 0.097950599999999999, 0.097104600000000013, 0.096365200000000012, 0.0957287, 0.095163300000000006, 0.094643000000000005, 0.094160400000000005, 0.093721199999999991, 0.093330099999999999, 0.092985800000000007, 0.0926844, 0.092420799999999997, 0.092190799999999989, 0.091981200000000013, 0.091771500000000006, 0.091551900000000005, 0.091322199999999992, 0.091082300000000005, 0.090831599999999998, 0.090569499999999997, 0.090294799999999995, 0.090005399999999999, 0.089698699999999992, 0.089372299999999988, 0.08902510000000001, 0.088658100000000004, 0.088273099999999993, 0.087872000000000006, 0.087456099999999995, 0.087024400000000002, 0.0865726, 0.086094899999999988, 0.085588300000000006, 0.085047700000000004, 0.084465300000000007, 0.083839299999999992, 0.083181400000000003, 0.082510199999999992, 0.081836600000000009, 0.081149599999999988, 0.080420400000000003, 0.079624499999999987, 0.078756300000000001, 0.077814499999999995, 0.076779600000000003, 0.0756492, 0.074413999999999994, 0.073061100000000004, 0.071654800000000005, 0.070183700000000002, 0.068629099999999998, 0.066963999999999996, 0.065211599999999995, 0.063398999999999997, 0.061526200000000003, 0.0595802, 0.057569199999999994, 0.055516799999999998, 0.053433500000000002, 0.051293999999999999, 0.049265999999999997, 0.047455600000000001, 0.045643100000000006, 0.043636599999999998, 0.041609599999999997, 0.039676800000000005, 0.037436999999999998, 0.035296000000000001, 0.033505899999999998, 0.031574100000000001, 0.0297329, 0.027988300000000001, 0.0264642, 0.025073700000000001, 0.023753200000000002, 0.022606299999999999, 0.021404699999999999, 0.0203669, 0.019529299999999999, 0.018730199999999999, 0.017878700000000001, 0.016951899999999999, 0.016046899999999999, 0.015105199999999999, 0.014160200000000001, 0.013257, 0.0123161, 0.0111997, 0.0099895100000000001, 0.0087159400000000001, 0.0074421899999999996, 0.00613848, 0.0048319900000000004, 0.0035707399999999998, 0.0024672100000000001, 0.0014519800000000001, 0.00069811499999999991, 0.000192733, -7.8873699999999997e-05, -0.00016190600000000002, -0.00018688100000000002, -0.00018046199999999999, -0.000167539, -0.000146673, -0.00012565799999999998, -0.000106931, -9.0911100000000004e-05, -7.7430800000000011e-05, -6.0766700000000002e-05, -4.9858699999999997e-05, -4.1670700000000001e-05, -3.6306899999999996e-05, -3.23931e-05, -2.93784e-05, -2.6921699999999997e-05, -2.4839099999999997e-05, -2.3009100000000003e-05, -2.13545e-05, -1.98279e-05, -1.8393199999999999e-05, -1.7027299999999999e-05, -1.5715300000000002e-05, -1.4443699999999999e-05, -1.3204099999999999e-05, -1.19912e-05, -1.0798799999999999e-05, -9.6234500000000002e-06, -8.4628800000000002e-06, -7.3133799999999996e-06, -6.1733799999999995e-06, -5.0412799999999998e-06, -3.9149000000000004e-06, -2.7931800000000001e-06, -1.67473e-06, -5.58004e-07] |
2086 | |
2087 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-table.dat' |
2088 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-table.dat 1970-01-01 00:00:00 +0000 |
2089 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-table.dat 2013-04-16 15:27:30 +0000 |
2090 | @@ -0,0 +1,194 @@ |
2091 | +y U u'u' v'v' -10*u'v' |
2092 | +0.0 0.0 0.0 0.0 -0.0 |
2093 | +0.00058238 -0.00406903 0.00331734 6.84381e-05 -1.69696e-08 |
2094 | +0.00183133 -0.0125706 0.010127 0.000369254 -3.8145e-07 |
2095 | +0.00326055 -0.0219223 0.017404 0.00104163 -2.35723e-06 |
2096 | +0.00489542 -0.0321234 0.0250276 0.00216753 -8.8251e-06 |
2097 | +0.00676471 -0.043132 0.0328128 0.00380639 -2.45369e-05 |
2098 | +0.00890094 -0.0548509 0.0405481 0.00597533 -5.22018e-05 |
2099 | +0.0113408 -0.0671172 0.0480217 0.00864479 -8.21452e-05 |
2100 | +0.0141256 -0.0797027 0.0550306 0.0117534 -8.49629e-05 |
2101 | +0.0173017 -0.0923286 0.0614097 0.0152309 -1.36325e-05 |
2102 | +0.0209209 -0.10469 0.0670553 0.0190155 0.00018864 |
2103 | +0.0250411 -0.116485 0.0719132 0.0230543 0.000576573 |
2104 | +0.0297262 -0.127437 0.0759717 0.0272873 0.00119797 |
2105 | +0.035047 -0.137303 0.0792974 0.0316458 0.00209729 |
2106 | +0.041081 -0.145885 0.082021 0.0360732 0.00330255 |
2107 | +0.0479124 -0.153031 0.084258 0.0405353 0.00481051 |
2108 | +0.0556324 -0.158644 0.0861221 0.0450177 0.00661261 |
2109 | +0.0643383 -0.162663 0.0877719 0.0495114 0.00871393 |
2110 | +0.0741327 -0.165032 0.0894012 0.053992 0.0111426 |
2111 | +0.0851224 -0.165713 0.0911193 0.0584383 0.0138585 |
2112 | +0.0974166 -0.164683 0.0930498 0.0628547 0.0167697 |
2113 | +0.111124 -0.161988 0.0954826 0.0672617 0.0200347 |
2114 | +0.126351 -0.157637 0.0983114 0.0715936 0.0236777 |
2115 | +0.143196 -0.151697 0.101594 0.0757479 0.0276657 |
2116 | +0.161745 -0.144566 0.105206 0.0798052 0.0319665 |
2117 | +0.182069 -0.136343 0.108908 0.0839071 0.0368627 |
2118 | +0.204216 -0.127125 0.112527 0.0878224 0.0419087 |
2119 | +0.228204 -0.116504 0.116457 0.0914256 0.0475762 |
2120 | +0.25402 -0.104076 0.121094 0.0949999 0.0538959 |
2121 | +0.281608 -0.0903614 0.126067 0.0985982 0.0603808 |
2122 | +0.310871 -0.0742642 0.13157 0.102246 0.0670855 |
2123 | +0.341668 -0.0574398 0.137066 0.105536 0.0740381 |
2124 | +0.373809 -0.038866 0.1431 0.108337 0.0808549 |
2125 | +0.407065 -0.0177378 0.148471 0.110694 0.0864054 |
2126 | +0.441166 0.00608602 0.153282 0.112788 0.0912504 |
2127 | +0.475814 0.031669 0.158339 0.115043 0.0968217 |
2128 | +0.510691 0.0596542 0.162662 0.116651 0.101771 |
2129 | +0.54547 0.0892587 0.165974 0.117995 0.105498 |
2130 | +0.579827 0.120934 0.168237 0.11922 0.108166 |
2131 | +0.613455 0.152239 0.171048 0.120066 0.110717 |
2132 | +0.646072 0.184111 0.172672 0.120658 0.112314 |
2133 | +0.677432 0.215144 0.173868 0.120908 0.113695 |
2134 | +0.707328 0.245857 0.174294 0.120745 0.114313 |
2135 | +0.7356 0.273705 0.174663 0.120603 0.114659 |
2136 | +0.762134 0.301068 0.174895 0.120237 0.114085 |
2137 | +0.786857 0.326506 0.174747 0.119704 0.113565 |
2138 | +0.80974 0.34971 0.173735 0.119128 0.112089 |
2139 | +0.830789 0.371597 0.172999 0.118215 0.11104 |
2140 | +0.850041 0.391221 0.171778 0.117372 0.109782 |
2141 | +0.867558 0.409285 0.171147 0.116575 0.108537 |
2142 | +0.88342 0.425615 0.170567 0.115667 0.107352 |
2143 | +0.897723 0.44006 0.17023 0.114789 0.106141 |
2144 | +0.91057 0.452929 0.16986 0.113959 0.104741 |
2145 | +0.922068 0.464446 0.169326 0.113196 0.103515 |
2146 | +0.932328 0.474689 0.16855 0.112525 0.10229 |
2147 | +0.941456 0.483867 0.167768 0.111927 0.10103 |
2148 | +0.949559 0.49209 0.166999 0.111357 0.099902 |
2149 | +0.956734 0.499368 0.166242 0.110797 0.098876 |
2150 | +0.963077 0.505821 0.165512 0.110263 0.0979506 |
2151 | +0.968673 0.51152 0.164846 0.109774 0.0971046 |
2152 | +0.973604 0.516542 0.164302 0.109337 0.0963652 |
2153 | +0.977942 0.520939 0.163875 0.108949 0.0957287 |
2154 | +0.981754 0.524769 0.163535 0.108606 0.0951633 |
2155 | +0.985101 0.528106 0.163237 0.108301 0.094643 |
2156 | +0.988036 0.531023 0.162956 0.10803 0.0941604 |
2157 | +0.990609 0.533577 0.162691 0.10779 0.0937212 |
2158 | +0.992862 0.535811 0.162447 0.107578 0.0933301 |
2159 | +0.994834 0.537764 0.162226 0.107391 0.0929858 |
2160 | +0.996559 0.539469 0.162029 0.107228 0.0926844 |
2161 | +0.998067 0.540956 0.161854 0.107085 0.0924208 |
2162 | +0.999385 0.542252 0.1617 0.106961 0.0921908 |
2163 | +1.00059 0.543433 0.161558 0.106848 0.0919812 |
2164 | +1.0018 0.544616 0.161415 0.106734 0.0917715 |
2165 | +1.00306 0.545855 0.161265 0.106616 0.0915519 |
2166 | +1.0044 0.547155 0.161109 0.106493 0.0913222 |
2167 | +1.0058 0.548519 0.160947 0.106365 0.0910823 |
2168 | +1.00727 0.549949 0.160781 0.106232 0.0908316 |
2169 | +1.00881 0.551449 0.160612 0.106093 0.0905695 |
2170 | +1.01044 0.553022 0.16044 0.105948 0.0902948 |
2171 | +1.01215 0.554673 0.160266 0.105796 0.0900054 |
2172 | +1.01394 0.556406 0.160086 0.105638 0.0896987 |
2173 | +1.01582 0.558225 0.159898 0.105473 0.0893723 |
2174 | +1.0178 0.560134 0.159696 0.105301 0.0890251 |
2175 | +1.01988 0.562138 0.159476 0.105121 0.0886581 |
2176 | +1.02207 0.564242 0.15923 0.104932 0.0882731 |
2177 | +1.02436 0.56645 0.158958 0.104733 0.087872 |
2178 | +1.02677 0.568766 0.15866 0.104523 0.0874561 |
2179 | +1.0293 0.571192 0.158339 0.1043 0.0870244 |
2180 | +1.03197 0.573729 0.157997 0.104064 0.0865726 |
2181 | +1.03476 0.576381 0.157637 0.103812 0.0860949 |
2182 | +1.0377 0.579147 0.157261 0.103543 0.0855883 |
2183 | +1.04078 0.582027 0.156866 0.103258 0.0850477 |
2184 | +1.04402 0.585026 0.156441 0.102956 0.0844653 |
2185 | +1.04742 0.588154 0.155981 0.102637 0.0838393 |
2186 | +1.05099 0.591422 0.155499 0.102299 0.0831814 |
2187 | +1.05475 0.594834 0.155012 0.10194 0.0825102 |
2188 | +1.05869 0.598385 0.154515 0.10156 0.0818366 |
2189 | +1.06283 0.602078 0.15399 0.101156 0.0811496 |
2190 | +1.06717 0.605926 0.153416 0.100728 0.0804204 |
2191 | +1.07174 0.609943 0.152784 0.100273 0.0796245 |
2192 | +1.07653 0.614138 0.152102 0.0997869 0.0787563 |
2193 | +1.08156 0.618514 0.151394 0.0992581 0.0778145 |
2194 | +1.08685 0.623077 0.150654 0.0986754 0.0767796 |
2195 | +1.09239 0.627837 0.149799 0.0980337 0.0756492 |
2196 | +1.09822 0.632809 0.148774 0.0973363 0.074414 |
2197 | +1.10433 0.638001 0.147688 0.0965872 0.0730611 |
2198 | +1.11075 0.643371 0.146594 0.0957779 0.0716548 |
2199 | +1.11748 0.648921 0.145388 0.0949037 0.0701837 |
2200 | +1.12455 0.654712 0.143992 0.0939749 0.0686291 |
2201 | +1.13197 0.660759 0.142461 0.0929998 0.066964 |
2202 | +1.13976 0.667 0.140854 0.091984 0.0652116 |
2203 | +1.14793 0.673401 0.139127 0.0909308 0.063399 |
2204 | +1.1565 0.679992 0.137303 0.0898441 0.0615262 |
2205 | +1.16549 0.686803 0.135415 0.0887226 0.0595802 |
2206 | +1.17493 0.693795 0.133388 0.0875569 0.0575692 |
2207 | +1.18483 0.700941 0.131331 0.0863475 0.0555168 |
2208 | +1.19521 0.708154 0.129243 0.0851132 0.0534335 |
2209 | +1.20609 0.715366 0.126984 0.0838696 0.051294 |
2210 | +1.21751 0.722651 0.124775 0.082589 0.049266 |
2211 | +1.22948 0.730015 0.122706 0.0812495 0.0474556 |
2212 | +1.24203 0.737398 0.120556 0.0798544 0.0456431 |
2213 | +1.25518 0.744885 0.118085 0.0783768 0.0436366 |
2214 | +1.26897 0.752313 0.115446 0.0768118 0.0416096 |
2215 | +1.28342 0.759559 0.112837 0.0752022 0.0396768 |
2216 | +1.29856 0.766936 0.10995 0.0735428 0.037437 |
2217 | +1.31442 0.774311 0.107154 0.0718665 0.035296 |
2218 | +1.33104 0.781589 0.104688 0.0701481 0.0335059 |
2219 | +1.34844 0.788973 0.101938 0.0683202 0.0315741 |
2220 | +1.36667 0.796206 0.0993465 0.0663686 0.0297329 |
2221 | +1.38575 0.803369 0.0966735 0.0644396 0.0279883 |
2222 | +1.40572 0.810578 0.0940444 0.0625818 0.0264642 |
2223 | +1.42662 0.81764 0.0917912 0.0607392 0.0250737 |
2224 | +1.4485 0.824625 0.0896478 0.0590479 0.0237532 |
2225 | +1.47138 0.831426 0.0876814 0.0574532 0.0226063 |
2226 | +1.49531 0.838388 0.085674 0.0558706 0.0214047 |
2227 | +1.52033 0.845378 0.0840494 0.054321 0.0203669 |
2228 | +1.54649 0.852276 0.0824705 0.0528164 0.0195293 |
2229 | +1.57382 0.859306 0.0808215 0.0513369 0.0187302 |
2230 | +1.60239 0.866456 0.0791529 0.0498805 0.0178787 |
2231 | +1.63222 0.873907 0.0773472 0.0484778 0.0169519 |
2232 | +1.66338 0.881581 0.0754054 0.0470882 0.0160469 |
2233 | +1.6959 0.889519 0.0733812 0.0456507 0.0151052 |
2234 | +1.72984 0.897585 0.0712237 0.0441709 0.0141602 |
2235 | +1.76524 0.90555 0.0691426 0.0426132 0.013257 |
2236 | +1.80217 0.91362 0.066935 0.0409144 0.0123161 |
2237 | +1.84065 0.922001 0.0641976 0.0390267 0.0111997 |
2238 | +1.88076 0.930833 0.0608775 0.037026 0.00998951 |
2239 | +1.92254 0.939799 0.057013 0.0349655 0.00871594 |
2240 | +1.96604 0.94848 0.052802 0.0327891 0.00744219 |
2241 | +2.01132 0.956609 0.0479587 0.030458 0.00613848 |
2242 | +2.05842 0.963998 0.0427852 0.0280265 0.00483199 |
2243 | +2.10739 0.970303 0.0369293 0.0255416 0.00357074 |
2244 | +2.15829 0.97537 0.0307983 0.0230406 0.00246721 |
2245 | +2.21117 0.978896 0.0251018 0.0205457 0.00145198 |
2246 | +2.26607 0.98094 0.0204644 0.0180977 0.000698115 |
2247 | +2.32303 0.981763 0.0167435 0.0158139 0.000192733 |
2248 | +2.38211 0.981783 0.0139686 0.0137201 -7.88737e-05 |
2249 | +2.44334 0.981419 0.0119767 0.0118603 -0.000161906 |
2250 | +2.50677 0.980841 0.0103184 0.0103842 -0.000186881 |
2251 | +2.57243 0.980265 0.00894957 0.00918522 -0.000180462 |
2252 | +2.64036 0.979616 0.00787437 0.00815906 -0.000167539 |
2253 | +2.71059 0.978933 0.00701809 0.00727965 -0.000146673 |
2254 | +2.78315 0.978184 0.0063375 0.00650805 -0.000125658 |
2255 | +2.85805 0.97744 0.00574026 0.00581455 -0.000106931 |
2256 | +2.93532 0.976819 0.00517963 0.00518796 -9.09111e-05 |
2257 | +3.01498 0.976381 0.00462363 0.00462524 -7.74308e-05 |
2258 | +3.09702 0.975805 0.00409332 0.00413088 -6.07667e-05 |
2259 | +3.18145 0.975144 0.00377103 0.00370326 -4.98587e-05 |
2260 | +3.26828 0.974579 0.00350569 0.00333361 -4.16707e-05 |
2261 | +3.35749 0.97405 0.00330162 0.00301208 -3.63069e-05 |
2262 | +3.44906 0.973551 0.00313316 0.00273086 -3.23931e-05 |
2263 | +3.54298 0.973076 0.00299167 0.00248338 -2.93784e-05 |
2264 | +3.63921 0.972622 0.00287056 0.0022641 -2.69217e-05 |
2265 | +3.73771 0.972189 0.00276612 0.00206838 -2.48391e-05 |
2266 | +3.83845 0.971774 0.00267528 0.00189236 -2.30091e-05 |
2267 | +3.94137 0.971379 0.00259572 0.00173282 -2.13545e-05 |
2268 | +4.0464 0.971003 0.00252602 0.00158705 -1.98279e-05 |
2269 | +4.15349 0.970648 0.00246468 0.00145279 -1.83932e-05 |
2270 | +4.26256 0.970312 0.00241056 0.00132815 -1.70273e-05 |
2271 | +4.37352 0.969997 0.00236308 0.00121158 -1.57153e-05 |
2272 | +4.48628 0.969702 0.00232122 0.00110175 -1.44437e-05 |
2273 | +4.60074 0.969429 0.00228438 0.000997585 -1.32041e-05 |
2274 | +4.7168 0.969178 0.00225236 0.000898154 -1.19912e-05 |
2275 | +4.83435 0.968948 0.00222434 0.000802695 -1.07988e-05 |
2276 | +4.95326 0.968741 0.00220001 0.000710566 -9.62345e-06 |
2277 | +5.0734 0.968556 0.00217937 0.000621214 -8.46288e-06 |
2278 | +5.19466 0.968393 0.00216171 0.000534168 -7.31338e-06 |
2279 | +5.31689 0.968254 0.00214696 0.000449018 -6.17338e-06 |
2280 | +5.43994 0.968137 0.00213512 0.000365403 -5.04128e-06 |
2281 | +5.56368 0.968044 0.0021257 0.000282996 -3.9149e-06 |
2282 | +5.68796 0.967974 0.00211874 0.000201505 -2.79318e-06 |
2283 | +5.81262 0.967927 0.00211426 0.000120653 -1.67473e-06 |
2284 | +5.93751 0.967905 0.00211192 4.01762e-05 -5.58004e-07 |
2285 | |
2286 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-table.dat' |
2287 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-table.dat 2011-10-30 17:25:22 +0000 |
2288 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC360-table.dat 1970-01-01 00:00:00 +0000 |
2289 | @@ -1,194 +0,0 @@ |
2290 | -y U u'u' v'v' -10*u'v' |
2291 | -0.0 0.0 0.0 0.0 -0.0 |
2292 | -0.00058238 -0.00406903 0.00331734 6.84381e-05 -1.69696e-08 |
2293 | -0.00183133 -0.0125706 0.010127 0.000369254 -3.8145e-07 |
2294 | -0.00326055 -0.0219223 0.017404 0.00104163 -2.35723e-06 |
2295 | -0.00489542 -0.0321234 0.0250276 0.00216753 -8.8251e-06 |
2296 | -0.00676471 -0.043132 0.0328128 0.00380639 -2.45369e-05 |
2297 | -0.00890094 -0.0548509 0.0405481 0.00597533 -5.22018e-05 |
2298 | -0.0113408 -0.0671172 0.0480217 0.00864479 -8.21452e-05 |
2299 | -0.0141256 -0.0797027 0.0550306 0.0117534 -8.49629e-05 |
2300 | -0.0173017 -0.0923286 0.0614097 0.0152309 -1.36325e-05 |
2301 | -0.0209209 -0.10469 0.0670553 0.0190155 0.00018864 |
2302 | -0.0250411 -0.116485 0.0719132 0.0230543 0.000576573 |
2303 | -0.0297262 -0.127437 0.0759717 0.0272873 0.00119797 |
2304 | -0.035047 -0.137303 0.0792974 0.0316458 0.00209729 |
2305 | -0.041081 -0.145885 0.082021 0.0360732 0.00330255 |
2306 | -0.0479124 -0.153031 0.084258 0.0405353 0.00481051 |
2307 | -0.0556324 -0.158644 0.0861221 0.0450177 0.00661261 |
2308 | -0.0643383 -0.162663 0.0877719 0.0495114 0.00871393 |
2309 | -0.0741327 -0.165032 0.0894012 0.053992 0.0111426 |
2310 | -0.0851224 -0.165713 0.0911193 0.0584383 0.0138585 |
2311 | -0.0974166 -0.164683 0.0930498 0.0628547 0.0167697 |
2312 | -0.111124 -0.161988 0.0954826 0.0672617 0.0200347 |
2313 | -0.126351 -0.157637 0.0983114 0.0715936 0.0236777 |
2314 | -0.143196 -0.151697 0.101594 0.0757479 0.0276657 |
2315 | -0.161745 -0.144566 0.105206 0.0798052 0.0319665 |
2316 | -0.182069 -0.136343 0.108908 0.0839071 0.0368627 |
2317 | -0.204216 -0.127125 0.112527 0.0878224 0.0419087 |
2318 | -0.228204 -0.116504 0.116457 0.0914256 0.0475762 |
2319 | -0.25402 -0.104076 0.121094 0.0949999 0.0538959 |
2320 | -0.281608 -0.0903614 0.126067 0.0985982 0.0603808 |
2321 | -0.310871 -0.0742642 0.13157 0.102246 0.0670855 |
2322 | -0.341668 -0.0574398 0.137066 0.105536 0.0740381 |
2323 | -0.373809 -0.038866 0.1431 0.108337 0.0808549 |
2324 | -0.407065 -0.0177378 0.148471 0.110694 0.0864054 |
2325 | -0.441166 0.00608602 0.153282 0.112788 0.0912504 |
2326 | -0.475814 0.031669 0.158339 0.115043 0.0968217 |
2327 | -0.510691 0.0596542 0.162662 0.116651 0.101771 |
2328 | -0.54547 0.0892587 0.165974 0.117995 0.105498 |
2329 | -0.579827 0.120934 0.168237 0.11922 0.108166 |
2330 | -0.613455 0.152239 0.171048 0.120066 0.110717 |
2331 | -0.646072 0.184111 0.172672 0.120658 0.112314 |
2332 | -0.677432 0.215144 0.173868 0.120908 0.113695 |
2333 | -0.707328 0.245857 0.174294 0.120745 0.114313 |
2334 | -0.7356 0.273705 0.174663 0.120603 0.114659 |
2335 | -0.762134 0.301068 0.174895 0.120237 0.114085 |
2336 | -0.786857 0.326506 0.174747 0.119704 0.113565 |
2337 | -0.80974 0.34971 0.173735 0.119128 0.112089 |
2338 | -0.830789 0.371597 0.172999 0.118215 0.11104 |
2339 | -0.850041 0.391221 0.171778 0.117372 0.109782 |
2340 | -0.867558 0.409285 0.171147 0.116575 0.108537 |
2341 | -0.88342 0.425615 0.170567 0.115667 0.107352 |
2342 | -0.897723 0.44006 0.17023 0.114789 0.106141 |
2343 | -0.91057 0.452929 0.16986 0.113959 0.104741 |
2344 | -0.922068 0.464446 0.169326 0.113196 0.103515 |
2345 | -0.932328 0.474689 0.16855 0.112525 0.10229 |
2346 | -0.941456 0.483867 0.167768 0.111927 0.10103 |
2347 | -0.949559 0.49209 0.166999 0.111357 0.099902 |
2348 | -0.956734 0.499368 0.166242 0.110797 0.098876 |
2349 | -0.963077 0.505821 0.165512 0.110263 0.0979506 |
2350 | -0.968673 0.51152 0.164846 0.109774 0.0971046 |
2351 | -0.973604 0.516542 0.164302 0.109337 0.0963652 |
2352 | -0.977942 0.520939 0.163875 0.108949 0.0957287 |
2353 | -0.981754 0.524769 0.163535 0.108606 0.0951633 |
2354 | -0.985101 0.528106 0.163237 0.108301 0.094643 |
2355 | -0.988036 0.531023 0.162956 0.10803 0.0941604 |
2356 | -0.990609 0.533577 0.162691 0.10779 0.0937212 |
2357 | -0.992862 0.535811 0.162447 0.107578 0.0933301 |
2358 | -0.994834 0.537764 0.162226 0.107391 0.0929858 |
2359 | -0.996559 0.539469 0.162029 0.107228 0.0926844 |
2360 | -0.998067 0.540956 0.161854 0.107085 0.0924208 |
2361 | -0.999385 0.542252 0.1617 0.106961 0.0921908 |
2362 | -1.00059 0.543433 0.161558 0.106848 0.0919812 |
2363 | -1.0018 0.544616 0.161415 0.106734 0.0917715 |
2364 | -1.00306 0.545855 0.161265 0.106616 0.0915519 |
2365 | -1.0044 0.547155 0.161109 0.106493 0.0913222 |
2366 | -1.0058 0.548519 0.160947 0.106365 0.0910823 |
2367 | -1.00727 0.549949 0.160781 0.106232 0.0908316 |
2368 | -1.00881 0.551449 0.160612 0.106093 0.0905695 |
2369 | -1.01044 0.553022 0.16044 0.105948 0.0902948 |
2370 | -1.01215 0.554673 0.160266 0.105796 0.0900054 |
2371 | -1.01394 0.556406 0.160086 0.105638 0.0896987 |
2372 | -1.01582 0.558225 0.159898 0.105473 0.0893723 |
2373 | -1.0178 0.560134 0.159696 0.105301 0.0890251 |
2374 | -1.01988 0.562138 0.159476 0.105121 0.0886581 |
2375 | -1.02207 0.564242 0.15923 0.104932 0.0882731 |
2376 | -1.02436 0.56645 0.158958 0.104733 0.087872 |
2377 | -1.02677 0.568766 0.15866 0.104523 0.0874561 |
2378 | -1.0293 0.571192 0.158339 0.1043 0.0870244 |
2379 | -1.03197 0.573729 0.157997 0.104064 0.0865726 |
2380 | -1.03476 0.576381 0.157637 0.103812 0.0860949 |
2381 | -1.0377 0.579147 0.157261 0.103543 0.0855883 |
2382 | -1.04078 0.582027 0.156866 0.103258 0.0850477 |
2383 | -1.04402 0.585026 0.156441 0.102956 0.0844653 |
2384 | -1.04742 0.588154 0.155981 0.102637 0.0838393 |
2385 | -1.05099 0.591422 0.155499 0.102299 0.0831814 |
2386 | -1.05475 0.594834 0.155012 0.10194 0.0825102 |
2387 | -1.05869 0.598385 0.154515 0.10156 0.0818366 |
2388 | -1.06283 0.602078 0.15399 0.101156 0.0811496 |
2389 | -1.06717 0.605926 0.153416 0.100728 0.0804204 |
2390 | -1.07174 0.609943 0.152784 0.100273 0.0796245 |
2391 | -1.07653 0.614138 0.152102 0.0997869 0.0787563 |
2392 | -1.08156 0.618514 0.151394 0.0992581 0.0778145 |
2393 | -1.08685 0.623077 0.150654 0.0986754 0.0767796 |
2394 | -1.09239 0.627837 0.149799 0.0980337 0.0756492 |
2395 | -1.09822 0.632809 0.148774 0.0973363 0.074414 |
2396 | -1.10433 0.638001 0.147688 0.0965872 0.0730611 |
2397 | -1.11075 0.643371 0.146594 0.0957779 0.0716548 |
2398 | -1.11748 0.648921 0.145388 0.0949037 0.0701837 |
2399 | -1.12455 0.654712 0.143992 0.0939749 0.0686291 |
2400 | -1.13197 0.660759 0.142461 0.0929998 0.066964 |
2401 | -1.13976 0.667 0.140854 0.091984 0.0652116 |
2402 | -1.14793 0.673401 0.139127 0.0909308 0.063399 |
2403 | -1.1565 0.679992 0.137303 0.0898441 0.0615262 |
2404 | -1.16549 0.686803 0.135415 0.0887226 0.0595802 |
2405 | -1.17493 0.693795 0.133388 0.0875569 0.0575692 |
2406 | -1.18483 0.700941 0.131331 0.0863475 0.0555168 |
2407 | -1.19521 0.708154 0.129243 0.0851132 0.0534335 |
2408 | -1.20609 0.715366 0.126984 0.0838696 0.051294 |
2409 | -1.21751 0.722651 0.124775 0.082589 0.049266 |
2410 | -1.22948 0.730015 0.122706 0.0812495 0.0474556 |
2411 | -1.24203 0.737398 0.120556 0.0798544 0.0456431 |
2412 | -1.25518 0.744885 0.118085 0.0783768 0.0436366 |
2413 | -1.26897 0.752313 0.115446 0.0768118 0.0416096 |
2414 | -1.28342 0.759559 0.112837 0.0752022 0.0396768 |
2415 | -1.29856 0.766936 0.10995 0.0735428 0.037437 |
2416 | -1.31442 0.774311 0.107154 0.0718665 0.035296 |
2417 | -1.33104 0.781589 0.104688 0.0701481 0.0335059 |
2418 | -1.34844 0.788973 0.101938 0.0683202 0.0315741 |
2419 | -1.36667 0.796206 0.0993465 0.0663686 0.0297329 |
2420 | -1.38575 0.803369 0.0966735 0.0644396 0.0279883 |
2421 | -1.40572 0.810578 0.0940444 0.0625818 0.0264642 |
2422 | -1.42662 0.81764 0.0917912 0.0607392 0.0250737 |
2423 | -1.4485 0.824625 0.0896478 0.0590479 0.0237532 |
2424 | -1.47138 0.831426 0.0876814 0.0574532 0.0226063 |
2425 | -1.49531 0.838388 0.085674 0.0558706 0.0214047 |
2426 | -1.52033 0.845378 0.0840494 0.054321 0.0203669 |
2427 | -1.54649 0.852276 0.0824705 0.0528164 0.0195293 |
2428 | -1.57382 0.859306 0.0808215 0.0513369 0.0187302 |
2429 | -1.60239 0.866456 0.0791529 0.0498805 0.0178787 |
2430 | -1.63222 0.873907 0.0773472 0.0484778 0.0169519 |
2431 | -1.66338 0.881581 0.0754054 0.0470882 0.0160469 |
2432 | -1.6959 0.889519 0.0733812 0.0456507 0.0151052 |
2433 | -1.72984 0.897585 0.0712237 0.0441709 0.0141602 |
2434 | -1.76524 0.90555 0.0691426 0.0426132 0.013257 |
2435 | -1.80217 0.91362 0.066935 0.0409144 0.0123161 |
2436 | -1.84065 0.922001 0.0641976 0.0390267 0.0111997 |
2437 | -1.88076 0.930833 0.0608775 0.037026 0.00998951 |
2438 | -1.92254 0.939799 0.057013 0.0349655 0.00871594 |
2439 | -1.96604 0.94848 0.052802 0.0327891 0.00744219 |
2440 | -2.01132 0.956609 0.0479587 0.030458 0.00613848 |
2441 | -2.05842 0.963998 0.0427852 0.0280265 0.00483199 |
2442 | -2.10739 0.970303 0.0369293 0.0255416 0.00357074 |
2443 | -2.15829 0.97537 0.0307983 0.0230406 0.00246721 |
2444 | -2.21117 0.978896 0.0251018 0.0205457 0.00145198 |
2445 | -2.26607 0.98094 0.0204644 0.0180977 0.000698115 |
2446 | -2.32303 0.981763 0.0167435 0.0158139 0.000192733 |
2447 | -2.38211 0.981783 0.0139686 0.0137201 -7.88737e-05 |
2448 | -2.44334 0.981419 0.0119767 0.0118603 -0.000161906 |
2449 | -2.50677 0.980841 0.0103184 0.0103842 -0.000186881 |
2450 | -2.57243 0.980265 0.00894957 0.00918522 -0.000180462 |
2451 | -2.64036 0.979616 0.00787437 0.00815906 -0.000167539 |
2452 | -2.71059 0.978933 0.00701809 0.00727965 -0.000146673 |
2453 | -2.78315 0.978184 0.0063375 0.00650805 -0.000125658 |
2454 | -2.85805 0.97744 0.00574026 0.00581455 -0.000106931 |
2455 | -2.93532 0.976819 0.00517963 0.00518796 -9.09111e-05 |
2456 | -3.01498 0.976381 0.00462363 0.00462524 -7.74308e-05 |
2457 | -3.09702 0.975805 0.00409332 0.00413088 -6.07667e-05 |
2458 | -3.18145 0.975144 0.00377103 0.00370326 -4.98587e-05 |
2459 | -3.26828 0.974579 0.00350569 0.00333361 -4.16707e-05 |
2460 | -3.35749 0.97405 0.00330162 0.00301208 -3.63069e-05 |
2461 | -3.44906 0.973551 0.00313316 0.00273086 -3.23931e-05 |
2462 | -3.54298 0.973076 0.00299167 0.00248338 -2.93784e-05 |
2463 | -3.63921 0.972622 0.00287056 0.0022641 -2.69217e-05 |
2464 | -3.73771 0.972189 0.00276612 0.00206838 -2.48391e-05 |
2465 | -3.83845 0.971774 0.00267528 0.00189236 -2.30091e-05 |
2466 | -3.94137 0.971379 0.00259572 0.00173282 -2.13545e-05 |
2467 | -4.0464 0.971003 0.00252602 0.00158705 -1.98279e-05 |
2468 | -4.15349 0.970648 0.00246468 0.00145279 -1.83932e-05 |
2469 | -4.26256 0.970312 0.00241056 0.00132815 -1.70273e-05 |
2470 | -4.37352 0.969997 0.00236308 0.00121158 -1.57153e-05 |
2471 | -4.48628 0.969702 0.00232122 0.00110175 -1.44437e-05 |
2472 | -4.60074 0.969429 0.00228438 0.000997585 -1.32041e-05 |
2473 | -4.7168 0.969178 0.00225236 0.000898154 -1.19912e-05 |
2474 | -4.83435 0.968948 0.00222434 0.000802695 -1.07988e-05 |
2475 | -4.95326 0.968741 0.00220001 0.000710566 -9.62345e-06 |
2476 | -5.0734 0.968556 0.00217937 0.000621214 -8.46288e-06 |
2477 | -5.19466 0.968393 0.00216171 0.000534168 -7.31338e-06 |
2478 | -5.31689 0.968254 0.00214696 0.000449018 -6.17338e-06 |
2479 | -5.43994 0.968137 0.00213512 0.000365403 -5.04128e-06 |
2480 | -5.56368 0.968044 0.0021257 0.000282996 -3.9149e-06 |
2481 | -5.68796 0.967974 0.00211874 0.000201505 -2.79318e-06 |
2482 | -5.81262 0.967927 0.00211426 0.000120653 -1.67473e-06 |
2483 | -5.93751 0.967905 0.00211192 4.01762e-05 -5.58004e-07 |
2484 | |
2485 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-list.dat' |
2486 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-list.dat 1970-01-01 00:00:00 +0000 |
2487 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-list.dat 2013-04-16 15:27:30 +0000 |
2488 | @@ -0,0 +1,10 @@ |
2489 | +y/h |
2490 | +[0.0, 0.00058237999999999996, 0.0018313299999999999, 0.0032605500000000001, 0.0048954200000000002, 0.0067647100000000002, 0.0089009399999999995, 0.0113408, 0.0141256, 0.0173017, 0.020920899999999999, 0.0250411, 0.029726200000000001, 0.035047000000000002, 0.041080999999999999, 0.047912400000000001, 0.055632399999999999, 0.064338300000000001, 0.074132699999999996, 0.085122400000000001, 0.097416600000000006, 0.111124, 0.12635099999999999, 0.14319599999999999, 0.161745, 0.18206900000000001, 0.20421600000000001, 0.22820399999999999, 0.25402000000000002, 0.28160800000000002, 0.31087100000000001, 0.34166800000000003, 0.373809, 0.40706500000000001, 0.441166, 0.47581400000000001, 0.51069100000000001, 0.54547000000000001, 0.57982699999999998, 0.61345499999999997, 0.64607199999999998, 0.67743200000000003, 0.70732799999999996, 0.73560000000000003, 0.76213399999999998, 0.78685700000000003, 0.80974000000000002, 0.830789, 0.85004100000000005, 0.86755800000000005, 0.88341999999999998, 0.89772300000000005, 0.91056999999999999, 0.922068, 0.93232800000000005, 0.94145599999999996, 0.94955900000000004, 0.95673399999999997, 0.96307699999999996, 0.96867300000000001, 0.97360400000000002, 0.97794199999999998, 0.98175400000000002, 0.985101, 0.98803600000000003, 0.99060899999999996, 0.99286200000000002, 0.994834, 0.99655899999999997, 0.99806700000000004, 0.99938499999999997, 1.0005900000000001, 1.0018, 1.0030600000000001, 1.0044, 1.0058, 1.0072700000000001, 1.00881, 1.01044, 1.0121500000000001, 1.0139400000000001, 1.0158199999999999, 1.0178, 1.0198799999999999, 1.02207, 1.0243599999999999, 1.02677, 1.0293000000000001, 1.0319700000000001, 1.0347599999999999, 1.0377000000000001, 1.04078, 1.0440199999999999, 1.04742, 1.0509900000000001, 1.0547500000000001, 1.0586899999999999, 1.0628299999999999, 1.06717, 1.0717399999999999, 1.07653, 1.0815600000000001, 1.0868500000000001, 1.09239, 1.09822, 1.10433, 1.1107499999999999, 1.11748, 1.1245499999999999, 1.1319699999999999, 1.1397600000000001, 1.1479299999999999, 1.1565000000000001, 1.1654899999999999, 1.17493, 1.18483, 1.1952100000000001, 1.2060900000000001, 1.2175100000000001, 1.2294799999999999, 1.24203, 1.25518, 1.2689699999999999, 1.28342, 1.2985599999999999, 1.3144199999999999, 1.33104, 1.3484400000000001, 1.3666700000000001, 1.38575, 1.4057200000000001, 1.42662, 1.4484999999999999, 1.4713799999999999, 1.4953099999999999, 1.52033, 1.5464899999999999, 1.57382, 1.60239, 1.63222, 1.6633800000000001, 1.6959, 1.72984, 1.7652399999999999, 1.80217, 1.8406499999999999, 1.88076, 1.9225399999999999, 1.96604, 2.01132, 2.0584199999999999, 2.1073900000000001, 2.15829, 2.2111700000000001, 2.26607, 2.3230300000000002, 2.3821099999999999, 2.4433400000000001, 2.5067699999999999, 2.5724300000000002, 2.6403599999999998, 2.7105899999999998, 2.78315, 2.85805, 2.9353199999999999, 3.01498, 3.0970200000000001, 3.1814499999999999, 3.2682799999999999, 3.3574899999999999, 3.4490599999999998, 3.54298, 3.6392099999999998, 3.7377099999999999, 3.8384499999999999, 3.94137, 4.0464000000000002, 4.1534899999999997, 4.2625599999999997, 4.3735200000000001, 4.4862799999999998, 4.6007400000000001, 4.7168000000000001, 4.8343499999999997, 4.9532600000000002, 5.0734000000000004, 5.1946599999999998, 5.3168899999999999, 5.43994, 5.5636799999999997, 5.6879600000000003, 5.8126199999999999, 5.9375099999999996] |
2491 | +U/U0 |
2492 | +[0.0, -0.00044671700000000001, -0.0012797500000000001, -0.0020306299999999998, -0.0026446799999999999, -0.0030688600000000001, -0.00326188, -0.0031993199999999999, -0.0028689800000000001, -0.00226232, -0.0013697900000000001, -0.00017997400000000001, 0.00131941, 0.00314423, 0.0053219499999999998, 0.0078806899999999992, 0.0108196, 0.014121399999999999, 0.0177743, 0.021709800000000001, 0.025789400000000001, 0.030110399999999999, 0.034908300000000003, 0.040520899999999999, 0.0468301, 0.053963400000000002, 0.062094200000000002, 0.071391700000000002, 0.082010100000000002, 0.094305799999999995, 0.107997, 0.123262, 0.13961999999999999, 0.15704499999999999, 0.17566599999999999, 0.195656, 0.21743799999999999, 0.240957, 0.26417000000000002, 0.28778500000000001, 0.31162600000000001, 0.33481, 0.357039, 0.377496, 0.397009, 0.41544500000000001, 0.43278299999999997, 0.44884499999999999, 0.46384700000000001, 0.47772799999999999, 0.49039300000000002, 0.50150300000000003, 0.51133700000000004, 0.52017000000000002, 0.52802700000000002, 0.53494600000000003, 0.54104300000000005, 0.54636700000000005, 0.55099799999999999, 0.55502799999999997, 0.55855100000000002, 0.56162699999999999, 0.56431399999999998, 0.56666399999999995, 0.568716, 0.57050900000000004, 0.57207600000000003, 0.57344399999999995, 0.57464000000000004, 0.575685, 0.57659700000000003, 0.57743, 0.57826500000000003, 0.57914100000000002, 0.58006100000000005, 0.58102600000000004, 0.58203800000000006, 0.58309800000000001, 0.58420899999999998, 0.58537300000000003, 0.586592, 0.58787100000000003, 0.58921199999999996, 0.59061900000000001, 0.59209800000000001, 0.59365299999999999, 0.59528800000000004, 0.59700600000000004, 0.59880900000000004, 0.60070000000000001, 0.60267800000000005, 0.60474099999999997, 0.60688699999999995, 0.60911400000000004, 0.61142799999999997, 0.61383500000000002, 0.61634100000000003, 0.61894700000000002, 0.62165599999999999, 0.62448499999999996, 0.62745200000000001, 0.63055300000000003, 0.63377899999999998, 0.63713699999999995, 0.64064500000000002, 0.644312, 0.64814400000000005, 0.65213600000000005, 0.656277, 0.66056599999999999, 0.66500300000000001, 0.66959299999999999, 0.67430699999999999, 0.67914699999999995, 0.68416900000000003, 0.68939099999999998, 0.69473700000000005, 0.70016599999999996, 0.70580500000000002, 0.71159899999999998, 0.717476, 0.72341, 0.72950099999999996, 0.73585800000000001, 0.74233400000000005, 0.74885100000000004, 0.75541700000000001, 0.76206399999999996, 0.76879299999999995, 0.77554199999999995, 0.78229300000000002, 0.78912700000000002, 0.79595899999999997, 0.80275799999999997, 0.80977299999999997, 0.81701100000000004, 0.82430499999999995, 0.83156300000000005, 0.83876099999999998, 0.84598899999999999, 0.85338199999999997, 0.86108300000000004, 0.86897400000000002, 0.877085, 0.88544900000000004, 0.89387799999999995, 0.90193500000000004, 0.90943200000000002, 0.91636099999999998, 0.92261099999999996, 0.928041, 0.93256099999999997, 0.93594599999999994, 0.93829300000000004, 0.93984000000000001, 0.94075500000000001, 0.94136500000000001, 0.94172699999999998, 0.94198400000000004, 0.94218000000000002, 0.94225499999999995, 0.94231699999999996, 0.94235000000000002, 0.94247400000000003, 0.94271099999999997, 0.94294100000000003, 0.94297299999999995, 0.94302900000000001, 0.94317200000000001, 0.943299, 0.94343500000000002, 0.94356799999999996, 0.94369700000000001, 0.94382100000000002, 0.94393800000000005, 0.94404900000000003, 0.94415300000000002, 0.944249, 0.94433900000000004, 0.94442199999999998, 0.94449799999999995, 0.94456700000000005, 0.94462999999999997, 0.94468600000000003, 0.94473600000000002, 0.94477999999999995, 0.94481800000000005, 0.94484999999999997, 0.94487699999999997, 0.94489900000000004, 0.94491400000000003, 0.94492500000000001, 0.94493099999999997] |
2493 | +u'/U0 |
2494 | +[0.0, 0.0034974799999999999, 0.0107314, 0.0185601, 0.026891700000000001, 0.035538500000000001, 0.044233300000000003, 0.052696600000000003, 0.060713999999999997, 0.068159700000000004, 0.0749586, 0.081054799999999996, 0.0864153, 0.091036099999999995, 0.094938800000000004, 0.098187700000000003, 0.100883, 0.103116, 0.10501099999999999, 0.106643, 0.10803500000000001, 0.109362, 0.110806, 0.112516, 0.114431, 0.116755, 0.12005300000000001, 0.12374599999999999, 0.12757599999999999, 0.131628, 0.13647899999999999, 0.14153499999999999, 0.14590900000000001, 0.15068200000000001, 0.155586, 0.158555, 0.16158500000000001, 0.163775, 0.165822, 0.16728899999999999, 0.16777800000000001, 0.168377, 0.16846900000000001, 0.169075, 0.16880700000000001, 0.16903499999999999, 0.16828699999999999, 0.167298, 0.16581599999999999, 0.16417399999999999, 0.16228200000000001, 0.160857, 0.15956200000000001, 0.15826000000000001, 0.15692999999999999, 0.15584100000000001, 0.15497, 0.154195, 0.15351600000000001, 0.152888, 0.152309, 0.15177599999999999, 0.151283, 0.15083199999999999, 0.150423, 0.15005499999999999, 0.149728, 0.14943899999999999, 0.14918600000000001, 0.14896499999999999, 0.14877299999999999, 0.14859900000000001, 0.148427, 0.14824799999999999, 0.148062, 0.14787, 0.14766799999999999, 0.14745800000000001, 0.14723600000000001, 0.14700199999999999, 0.146756, 0.14649699999999999, 0.14622399999999999, 0.14593500000000001, 0.14562700000000001, 0.14529700000000001, 0.14494199999999999, 0.14455999999999999, 0.144152, 0.14371400000000001, 0.14324899999999999, 0.142766, 0.14227300000000001, 0.141767, 0.141237, 0.14066200000000001, 0.14002800000000001, 0.13934299999999999, 0.13861000000000001, 0.137822, 0.136993, 0.13615099999999999, 0.135301, 0.134434, 0.13352600000000001, 0.13254199999999999, 0.13147400000000001, 0.130357, 0.12919800000000001, 0.12797800000000001, 0.126751, 0.1255, 0.124169, 0.122766, 0.12128899999999999, 0.11973200000000001, 0.11809, 0.11644, 0.11472300000000001, 0.112968, 0.111011, 0.10899499999999999, 0.106792, 0.104347, 0.10197100000000001, 0.099731500000000001, 0.097461300000000001, 0.0952963, 0.093195700000000006, 0.091368199999999997, 0.089539999999999995, 0.087448399999999996, 0.085333999999999993, 0.083457699999999996, 0.081521999999999997, 0.079538899999999996, 0.077725900000000001, 0.076011099999999998, 0.074221800000000004, 0.072311700000000007, 0.070338499999999998, 0.068305900000000003, 0.066123100000000004, 0.063506900000000005, 0.060453, 0.057124399999999999, 0.053405599999999998, 0.049420199999999997, 0.0449916, 0.040525899999999997, 0.035882499999999998, 0.030790399999999999, 0.026294999999999999, 0.0223194, 0.019071299999999999, 0.016329400000000001, 0.014112299999999999, 0.012430200000000001, 0.011039200000000001, 0.0099459000000000006, 0.0090894200000000008, 0.0083371199999999999, 0.0077082499999999998, 0.0071109700000000003, 0.0065578800000000003, 0.0060639300000000004, 0.0056683699999999998, 0.0053463399999999998, 0.0050515300000000003, 0.0048069999999999996, 0.0045858000000000001, 0.0043881299999999996, 0.0042095300000000004, 0.0040482299999999999, 0.0039021400000000001, 0.0037697799999999999, 0.0036501900000000002, 0.0035420500000000001, 0.0034444699999999998, 0.0033569200000000002, 0.0032782800000000002, 0.0032080199999999998, 0.0031458800000000002, 0.0030908200000000002, 0.0030425500000000002, 0.0030009699999999999, 0.0029651899999999999, 0.0029350999999999999, 0.0029106599999999998, 0.0028912, 0.0028767799999999998, 0.0028673800000000001, 0.00286257] |
2495 | +v'/U0 |
2496 | +[0.0, 6.8725600000000005e-05, 0.00037193699999999997, 0.00105394, 0.0022084299999999999, 0.0039168700000000002, 0.0062258599999999997, 0.0091286700000000002, 0.012563100000000001, 0.016427400000000002, 0.020605399999999999, 0.0249938, 0.0295219, 0.034147799999999999, 0.038841599999999997, 0.0435778, 0.048325899999999998, 0.053034199999999997, 0.0576488, 0.062155099999999998, 0.066546300000000003, 0.070844000000000004, 0.075077400000000002, 0.079213800000000001, 0.083236099999999993, 0.087232699999999996, 0.091119199999999997, 0.094819200000000006, 0.098302700000000007, 0.101609, 0.104634, 0.107249, 0.109544, 0.111564, 0.113145, 0.114341, 0.11540300000000001, 0.116646, 0.117503, 0.11727899999999999, 0.116629, 0.116051, 0.11537799999999999, 0.11454300000000001, 0.113565, 0.112233, 0.110821, 0.10964500000000001, 0.108691, 0.107724, 0.106651, 0.105561, 0.104542, 0.103633, 0.102816, 0.10209, 0.101435, 0.100837, 0.100299, 0.099821499999999994, 0.099404000000000006, 0.099043999999999993, 0.098735299999999998, 0.098467600000000002, 0.098231399999999996, 0.098020800000000005, 0.097832699999999995, 0.097664799999999996, 0.097515400000000002, 0.097382800000000005, 0.097265400000000002, 0.097156699999999999, 0.097046099999999996, 0.096928700000000007, 0.096804100000000004, 0.096671699999999999, 0.096531199999999998, 0.096382099999999998, 0.096224100000000007, 0.096057000000000003, 0.095880499999999994, 0.095694399999999999, 0.095498200000000005, 0.095291799999999996, 0.095074500000000006, 0.094845600000000002, 0.094604499999999994, 0.094350699999999996, 0.094084799999999996, 0.093808299999999997, 0.0935227, 0.093228699999999998, 0.092925800000000003, 0.092612, 0.092284699999999997, 0.091940800000000003, 0.091577000000000006, 0.0911907, 0.090780600000000003, 0.0903471, 0.089890800000000007, 0.089412000000000005, 0.088908799999999996, 0.088377700000000003, 0.087817900000000004, 0.087231500000000003, 0.086620900000000001, 0.085986300000000002, 0.085324399999999995, 0.084636100000000006, 0.083938100000000002, 0.083221699999999996, 0.082448900000000006, 0.081612799999999999, 0.080709500000000003, 0.0797287, 0.078687699999999999, 0.077606499999999995, 0.076499899999999996, 0.075353600000000007, 0.0741729, 0.072945599999999999, 0.071643299999999993, 0.070327899999999999, 0.0690389, 0.067733100000000004, 0.066384399999999996, 0.064992999999999995, 0.063609399999999997, 0.062197599999999999, 0.060734099999999999, 0.0593225, 0.057939499999999998, 0.056472599999999998, 0.054962700000000003, 0.053479199999999998, 0.051984599999999999, 0.050457399999999999, 0.048888599999999997, 0.047286000000000002, 0.045680900000000003, 0.044036899999999997, 0.042338099999999997, 0.040640000000000003, 0.038932700000000001, 0.037134599999999997, 0.035215999999999997, 0.033154000000000003, 0.030937900000000001, 0.028671800000000001, 0.026412999999999999, 0.024140700000000001, 0.0219028, 0.019718300000000001, 0.017645899999999999, 0.015740199999999999, 0.014011300000000001, 0.0124213, 0.011010900000000001, 0.0098551799999999998, 0.00889911, 0.0080778399999999993, 0.00734966, 0.0066941600000000002, 0.0061025200000000002, 0.0055718599999999997, 0.0050989599999999996, 0.0046768499999999998, 0.0042980199999999996, 0.0039558299999999996, 0.0036453499999999999, 0.0033620899999999999, 0.00310232, 0.0028628899999999999, 0.0026411, 0.0024346699999999999, 0.0022416300000000001, 0.00206026, 0.0018890999999999999, 0.0017268699999999999, 0.0015724700000000001, 0.0014249, 0.00128331, 0.0011469200000000001, 0.0010150599999999999, 0.00088708299999999999, 0.00076243600000000002, 0.000640589, 0.00052105700000000001, 0.00040338199999999998, 0.00028713000000000002, 0.000171881, 5.7228000000000002e-05] |
2497 | +w'/U0 |
2498 | +[-0.0, 2.9545499999999999e-07, 5.2505300000000004e-06, 2.73171e-05, 8.7337100000000001e-05, 0.00021323800000000001, 0.00043385, 0.00077002500000000003, 0.0012312099999999999, 0.0018216299999999999, 0.00254872, 0.0034272899999999999, 0.00447467, 0.0057001399999999994, 0.00711759, 0.0087599700000000006, 0.010633800000000001, 0.012700000000000001, 0.014981400000000001, 0.017556200000000001, 0.020422700000000002, 0.023479999999999997, 0.026977600000000001, 0.0309018, 0.035194599999999999, 0.039982999999999998, 0.0455336, 0.051358599999999997, 0.057277099999999997, 0.063216899999999993, 0.070202100000000003, 0.0771062, 0.083599499999999993, 0.089565200000000011, 0.095115600000000008, 0.099189100000000002, 0.1024, 0.105961, 0.10905200000000001, 0.10997899999999999, 0.108809, 0.10867099999999999, 0.108512, 0.10749599999999999, 0.106392, 0.10524, 0.10312, 0.100559, 0.098413799999999996, 0.096023299999999992, 0.093670200000000009, 0.091530899999999998, 0.089665300000000003, 0.0881184, 0.086524500000000004, 0.08496490000000001, 0.083531000000000008, 0.082282899999999992, 0.081217999999999999, 0.080273600000000001, 0.07945930000000001, 0.078761300000000006, 0.078165000000000012, 0.077652800000000008, 0.077207799999999993, 0.076817999999999997, 0.076475799999999997, 0.076175499999999993, 0.075911900000000004, 0.075680600000000001, 0.075477799999999998, 0.075292100000000001, 0.075105600000000008, 0.074909799999999999, 0.074704599999999996, 0.074489899999999998, 0.074265700000000004, 0.0740315, 0.073786499999999991, 0.073529299999999992, 0.073258500000000004, 0.072972800000000004, 0.072671100000000002, 0.072351899999999997, 0.0720142, 0.071656999999999998, 0.071280099999999999, 0.070882899999999999, 0.070462999999999998, 0.070019600000000001, 0.069557999999999995, 0.069086399999999992, 0.068608000000000002, 0.068115700000000001, 0.067598099999999994, 0.067049899999999996, 0.066474500000000006, 0.065875100000000006, 0.065241599999999997, 0.064554100000000003, 0.063804100000000002, 0.062996200000000002, 0.062137599999999994, 0.061235499999999998, 0.060290099999999999, 0.059284999999999997, 0.058202699999999996, 0.057086600000000001, 0.055973700000000001, 0.054852100000000001, 0.0537329, 0.0525862, 0.051381300000000005, 0.050097099999999999, 0.048683900000000002, 0.047180700000000006, 0.045752000000000001, 0.044428599999999999, 0.042966499999999998, 0.041456399999999997, 0.040000300000000003, 0.038572500000000003, 0.036943799999999999, 0.035126400000000002, 0.033474900000000002, 0.031872900000000003, 0.030183800000000004, 0.028699599999999999, 0.027380500000000002, 0.0261687, 0.0249535, 0.023741000000000002, 0.022534100000000001, 0.021438699999999998, 0.020337300000000003, 0.0191979, 0.018056800000000001, 0.0169068, 0.0158634, 0.0149208, 0.0140556, 0.013177700000000001, 0.012265, 0.011228500000000001, 0.010115300000000001, 0.0089560200000000003, 0.0077201199999999996, 0.00651703, 0.0053437899999999993, 0.0041738700000000005, 0.0031318500000000003, 0.00219819, 0.00149019, 0.00090833899999999998, 0.00048833899999999996, 0.000219099, 4.6881000000000001e-05, -4.94643e-05, -9.6628199999999998e-05, -0.00010038699999999999, -9.6714700000000004e-05, -8.7343300000000001e-05, -7.6771199999999988e-05, -6.5824199999999999e-05, -5.6784499999999998e-05, -4.8530900000000007e-05, -3.8523199999999997e-05, -3.2870300000000003e-05, -2.8761699999999999e-05, -2.6288400000000001e-05, -2.4419699999999999e-05, -2.29799e-05, -2.1773299999999997e-05, -2.07055e-05, -1.9712899999999999e-05, -1.87568e-05, -1.7811800000000001e-05, -1.6863499999999999e-05, -1.5903e-05, -1.4923699999999999e-05, -1.3924499999999999e-05, -1.2903899999999999e-05, -1.1860299999999999e-05, -1.07971e-05, -9.7147000000000003e-06, -8.6135100000000005e-06, -7.4974200000000001e-06, -6.3676400000000009e-06, -5.2256000000000004e-06, -4.0744399999999997e-06, -2.91572e-06, -1.7515000000000001e-06, -5.8416499999999994e-07] |
2499 | |
2500 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-list.dat' |
2501 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-list.dat 2011-10-30 17:25:22 +0000 |
2502 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-list.dat 1970-01-01 00:00:00 +0000 |
2503 | @@ -1,10 +0,0 @@ |
2504 | -y/h |
2505 | -[0.0, 0.00058237999999999996, 0.0018313299999999999, 0.0032605500000000001, 0.0048954200000000002, 0.0067647100000000002, 0.0089009399999999995, 0.0113408, 0.0141256, 0.0173017, 0.020920899999999999, 0.0250411, 0.029726200000000001, 0.035047000000000002, 0.041080999999999999, 0.047912400000000001, 0.055632399999999999, 0.064338300000000001, 0.074132699999999996, 0.085122400000000001, 0.097416600000000006, 0.111124, 0.12635099999999999, 0.14319599999999999, 0.161745, 0.18206900000000001, 0.20421600000000001, 0.22820399999999999, 0.25402000000000002, 0.28160800000000002, 0.31087100000000001, 0.34166800000000003, 0.373809, 0.40706500000000001, 0.441166, 0.47581400000000001, 0.51069100000000001, 0.54547000000000001, 0.57982699999999998, 0.61345499999999997, 0.64607199999999998, 0.67743200000000003, 0.70732799999999996, 0.73560000000000003, 0.76213399999999998, 0.78685700000000003, 0.80974000000000002, 0.830789, 0.85004100000000005, 0.86755800000000005, 0.88341999999999998, 0.89772300000000005, 0.91056999999999999, 0.922068, 0.93232800000000005, 0.94145599999999996, 0.94955900000000004, 0.95673399999999997, 0.96307699999999996, 0.96867300000000001, 0.97360400000000002, 0.97794199999999998, 0.98175400000000002, 0.985101, 0.98803600000000003, 0.99060899999999996, 0.99286200000000002, 0.994834, 0.99655899999999997, 0.99806700000000004, 0.99938499999999997, 1.0005900000000001, 1.0018, 1.0030600000000001, 1.0044, 1.0058, 1.0072700000000001, 1.00881, 1.01044, 1.0121500000000001, 1.0139400000000001, 1.0158199999999999, 1.0178, 1.0198799999999999, 1.02207, 1.0243599999999999, 1.02677, 1.0293000000000001, 1.0319700000000001, 1.0347599999999999, 1.0377000000000001, 1.04078, 1.0440199999999999, 1.04742, 1.0509900000000001, 1.0547500000000001, 1.0586899999999999, 1.0628299999999999, 1.06717, 1.0717399999999999, 1.07653, 1.0815600000000001, 1.0868500000000001, 1.09239, 1.09822, 1.10433, 1.1107499999999999, 1.11748, 1.1245499999999999, 1.1319699999999999, 1.1397600000000001, 1.1479299999999999, 1.1565000000000001, 1.1654899999999999, 1.17493, 1.18483, 1.1952100000000001, 1.2060900000000001, 1.2175100000000001, 1.2294799999999999, 1.24203, 1.25518, 1.2689699999999999, 1.28342, 1.2985599999999999, 1.3144199999999999, 1.33104, 1.3484400000000001, 1.3666700000000001, 1.38575, 1.4057200000000001, 1.42662, 1.4484999999999999, 1.4713799999999999, 1.4953099999999999, 1.52033, 1.5464899999999999, 1.57382, 1.60239, 1.63222, 1.6633800000000001, 1.6959, 1.72984, 1.7652399999999999, 1.80217, 1.8406499999999999, 1.88076, 1.9225399999999999, 1.96604, 2.01132, 2.0584199999999999, 2.1073900000000001, 2.15829, 2.2111700000000001, 2.26607, 2.3230300000000002, 2.3821099999999999, 2.4433400000000001, 2.5067699999999999, 2.5724300000000002, 2.6403599999999998, 2.7105899999999998, 2.78315, 2.85805, 2.9353199999999999, 3.01498, 3.0970200000000001, 3.1814499999999999, 3.2682799999999999, 3.3574899999999999, 3.4490599999999998, 3.54298, 3.6392099999999998, 3.7377099999999999, 3.8384499999999999, 3.94137, 4.0464000000000002, 4.1534899999999997, 4.2625599999999997, 4.3735200000000001, 4.4862799999999998, 4.6007400000000001, 4.7168000000000001, 4.8343499999999997, 4.9532600000000002, 5.0734000000000004, 5.1946599999999998, 5.3168899999999999, 5.43994, 5.5636799999999997, 5.6879600000000003, 5.8126199999999999, 5.9375099999999996] |
2506 | -U/U0 |
2507 | -[0.0, -0.00044671700000000001, -0.0012797500000000001, -0.0020306299999999998, -0.0026446799999999999, -0.0030688600000000001, -0.00326188, -0.0031993199999999999, -0.0028689800000000001, -0.00226232, -0.0013697900000000001, -0.00017997400000000001, 0.00131941, 0.00314423, 0.0053219499999999998, 0.0078806899999999992, 0.0108196, 0.014121399999999999, 0.0177743, 0.021709800000000001, 0.025789400000000001, 0.030110399999999999, 0.034908300000000003, 0.040520899999999999, 0.0468301, 0.053963400000000002, 0.062094200000000002, 0.071391700000000002, 0.082010100000000002, 0.094305799999999995, 0.107997, 0.123262, 0.13961999999999999, 0.15704499999999999, 0.17566599999999999, 0.195656, 0.21743799999999999, 0.240957, 0.26417000000000002, 0.28778500000000001, 0.31162600000000001, 0.33481, 0.357039, 0.377496, 0.397009, 0.41544500000000001, 0.43278299999999997, 0.44884499999999999, 0.46384700000000001, 0.47772799999999999, 0.49039300000000002, 0.50150300000000003, 0.51133700000000004, 0.52017000000000002, 0.52802700000000002, 0.53494600000000003, 0.54104300000000005, 0.54636700000000005, 0.55099799999999999, 0.55502799999999997, 0.55855100000000002, 0.56162699999999999, 0.56431399999999998, 0.56666399999999995, 0.568716, 0.57050900000000004, 0.57207600000000003, 0.57344399999999995, 0.57464000000000004, 0.575685, 0.57659700000000003, 0.57743, 0.57826500000000003, 0.57914100000000002, 0.58006100000000005, 0.58102600000000004, 0.58203800000000006, 0.58309800000000001, 0.58420899999999998, 0.58537300000000003, 0.586592, 0.58787100000000003, 0.58921199999999996, 0.59061900000000001, 0.59209800000000001, 0.59365299999999999, 0.59528800000000004, 0.59700600000000004, 0.59880900000000004, 0.60070000000000001, 0.60267800000000005, 0.60474099999999997, 0.60688699999999995, 0.60911400000000004, 0.61142799999999997, 0.61383500000000002, 0.61634100000000003, 0.61894700000000002, 0.62165599999999999, 0.62448499999999996, 0.62745200000000001, 0.63055300000000003, 0.63377899999999998, 0.63713699999999995, 0.64064500000000002, 0.644312, 0.64814400000000005, 0.65213600000000005, 0.656277, 0.66056599999999999, 0.66500300000000001, 0.66959299999999999, 0.67430699999999999, 0.67914699999999995, 0.68416900000000003, 0.68939099999999998, 0.69473700000000005, 0.70016599999999996, 0.70580500000000002, 0.71159899999999998, 0.717476, 0.72341, 0.72950099999999996, 0.73585800000000001, 0.74233400000000005, 0.74885100000000004, 0.75541700000000001, 0.76206399999999996, 0.76879299999999995, 0.77554199999999995, 0.78229300000000002, 0.78912700000000002, 0.79595899999999997, 0.80275799999999997, 0.80977299999999997, 0.81701100000000004, 0.82430499999999995, 0.83156300000000005, 0.83876099999999998, 0.84598899999999999, 0.85338199999999997, 0.86108300000000004, 0.86897400000000002, 0.877085, 0.88544900000000004, 0.89387799999999995, 0.90193500000000004, 0.90943200000000002, 0.91636099999999998, 0.92261099999999996, 0.928041, 0.93256099999999997, 0.93594599999999994, 0.93829300000000004, 0.93984000000000001, 0.94075500000000001, 0.94136500000000001, 0.94172699999999998, 0.94198400000000004, 0.94218000000000002, 0.94225499999999995, 0.94231699999999996, 0.94235000000000002, 0.94247400000000003, 0.94271099999999997, 0.94294100000000003, 0.94297299999999995, 0.94302900000000001, 0.94317200000000001, 0.943299, 0.94343500000000002, 0.94356799999999996, 0.94369700000000001, 0.94382100000000002, 0.94393800000000005, 0.94404900000000003, 0.94415300000000002, 0.944249, 0.94433900000000004, 0.94442199999999998, 0.94449799999999995, 0.94456700000000005, 0.94462999999999997, 0.94468600000000003, 0.94473600000000002, 0.94477999999999995, 0.94481800000000005, 0.94484999999999997, 0.94487699999999997, 0.94489900000000004, 0.94491400000000003, 0.94492500000000001, 0.94493099999999997] |
2508 | -u'/U0 |
2509 | -[0.0, 0.0034974799999999999, 0.0107314, 0.0185601, 0.026891700000000001, 0.035538500000000001, 0.044233300000000003, 0.052696600000000003, 0.060713999999999997, 0.068159700000000004, 0.0749586, 0.081054799999999996, 0.0864153, 0.091036099999999995, 0.094938800000000004, 0.098187700000000003, 0.100883, 0.103116, 0.10501099999999999, 0.106643, 0.10803500000000001, 0.109362, 0.110806, 0.112516, 0.114431, 0.116755, 0.12005300000000001, 0.12374599999999999, 0.12757599999999999, 0.131628, 0.13647899999999999, 0.14153499999999999, 0.14590900000000001, 0.15068200000000001, 0.155586, 0.158555, 0.16158500000000001, 0.163775, 0.165822, 0.16728899999999999, 0.16777800000000001, 0.168377, 0.16846900000000001, 0.169075, 0.16880700000000001, 0.16903499999999999, 0.16828699999999999, 0.167298, 0.16581599999999999, 0.16417399999999999, 0.16228200000000001, 0.160857, 0.15956200000000001, 0.15826000000000001, 0.15692999999999999, 0.15584100000000001, 0.15497, 0.154195, 0.15351600000000001, 0.152888, 0.152309, 0.15177599999999999, 0.151283, 0.15083199999999999, 0.150423, 0.15005499999999999, 0.149728, 0.14943899999999999, 0.14918600000000001, 0.14896499999999999, 0.14877299999999999, 0.14859900000000001, 0.148427, 0.14824799999999999, 0.148062, 0.14787, 0.14766799999999999, 0.14745800000000001, 0.14723600000000001, 0.14700199999999999, 0.146756, 0.14649699999999999, 0.14622399999999999, 0.14593500000000001, 0.14562700000000001, 0.14529700000000001, 0.14494199999999999, 0.14455999999999999, 0.144152, 0.14371400000000001, 0.14324899999999999, 0.142766, 0.14227300000000001, 0.141767, 0.141237, 0.14066200000000001, 0.14002800000000001, 0.13934299999999999, 0.13861000000000001, 0.137822, 0.136993, 0.13615099999999999, 0.135301, 0.134434, 0.13352600000000001, 0.13254199999999999, 0.13147400000000001, 0.130357, 0.12919800000000001, 0.12797800000000001, 0.126751, 0.1255, 0.124169, 0.122766, 0.12128899999999999, 0.11973200000000001, 0.11809, 0.11644, 0.11472300000000001, 0.112968, 0.111011, 0.10899499999999999, 0.106792, 0.104347, 0.10197100000000001, 0.099731500000000001, 0.097461300000000001, 0.0952963, 0.093195700000000006, 0.091368199999999997, 0.089539999999999995, 0.087448399999999996, 0.085333999999999993, 0.083457699999999996, 0.081521999999999997, 0.079538899999999996, 0.077725900000000001, 0.076011099999999998, 0.074221800000000004, 0.072311700000000007, 0.070338499999999998, 0.068305900000000003, 0.066123100000000004, 0.063506900000000005, 0.060453, 0.057124399999999999, 0.053405599999999998, 0.049420199999999997, 0.0449916, 0.040525899999999997, 0.035882499999999998, 0.030790399999999999, 0.026294999999999999, 0.0223194, 0.019071299999999999, 0.016329400000000001, 0.014112299999999999, 0.012430200000000001, 0.011039200000000001, 0.0099459000000000006, 0.0090894200000000008, 0.0083371199999999999, 0.0077082499999999998, 0.0071109700000000003, 0.0065578800000000003, 0.0060639300000000004, 0.0056683699999999998, 0.0053463399999999998, 0.0050515300000000003, 0.0048069999999999996, 0.0045858000000000001, 0.0043881299999999996, 0.0042095300000000004, 0.0040482299999999999, 0.0039021400000000001, 0.0037697799999999999, 0.0036501900000000002, 0.0035420500000000001, 0.0034444699999999998, 0.0033569200000000002, 0.0032782800000000002, 0.0032080199999999998, 0.0031458800000000002, 0.0030908200000000002, 0.0030425500000000002, 0.0030009699999999999, 0.0029651899999999999, 0.0029350999999999999, 0.0029106599999999998, 0.0028912, 0.0028767799999999998, 0.0028673800000000001, 0.00286257] |
2510 | -v'/U0 |
2511 | -[0.0, 6.8725600000000005e-05, 0.00037193699999999997, 0.00105394, 0.0022084299999999999, 0.0039168700000000002, 0.0062258599999999997, 0.0091286700000000002, 0.012563100000000001, 0.016427400000000002, 0.020605399999999999, 0.0249938, 0.0295219, 0.034147799999999999, 0.038841599999999997, 0.0435778, 0.048325899999999998, 0.053034199999999997, 0.0576488, 0.062155099999999998, 0.066546300000000003, 0.070844000000000004, 0.075077400000000002, 0.079213800000000001, 0.083236099999999993, 0.087232699999999996, 0.091119199999999997, 0.094819200000000006, 0.098302700000000007, 0.101609, 0.104634, 0.107249, 0.109544, 0.111564, 0.113145, 0.114341, 0.11540300000000001, 0.116646, 0.117503, 0.11727899999999999, 0.116629, 0.116051, 0.11537799999999999, 0.11454300000000001, 0.113565, 0.112233, 0.110821, 0.10964500000000001, 0.108691, 0.107724, 0.106651, 0.105561, 0.104542, 0.103633, 0.102816, 0.10209, 0.101435, 0.100837, 0.100299, 0.099821499999999994, 0.099404000000000006, 0.099043999999999993, 0.098735299999999998, 0.098467600000000002, 0.098231399999999996, 0.098020800000000005, 0.097832699999999995, 0.097664799999999996, 0.097515400000000002, 0.097382800000000005, 0.097265400000000002, 0.097156699999999999, 0.097046099999999996, 0.096928700000000007, 0.096804100000000004, 0.096671699999999999, 0.096531199999999998, 0.096382099999999998, 0.096224100000000007, 0.096057000000000003, 0.095880499999999994, 0.095694399999999999, 0.095498200000000005, 0.095291799999999996, 0.095074500000000006, 0.094845600000000002, 0.094604499999999994, 0.094350699999999996, 0.094084799999999996, 0.093808299999999997, 0.0935227, 0.093228699999999998, 0.092925800000000003, 0.092612, 0.092284699999999997, 0.091940800000000003, 0.091577000000000006, 0.0911907, 0.090780600000000003, 0.0903471, 0.089890800000000007, 0.089412000000000005, 0.088908799999999996, 0.088377700000000003, 0.087817900000000004, 0.087231500000000003, 0.086620900000000001, 0.085986300000000002, 0.085324399999999995, 0.084636100000000006, 0.083938100000000002, 0.083221699999999996, 0.082448900000000006, 0.081612799999999999, 0.080709500000000003, 0.0797287, 0.078687699999999999, 0.077606499999999995, 0.076499899999999996, 0.075353600000000007, 0.0741729, 0.072945599999999999, 0.071643299999999993, 0.070327899999999999, 0.0690389, 0.067733100000000004, 0.066384399999999996, 0.064992999999999995, 0.063609399999999997, 0.062197599999999999, 0.060734099999999999, 0.0593225, 0.057939499999999998, 0.056472599999999998, 0.054962700000000003, 0.053479199999999998, 0.051984599999999999, 0.050457399999999999, 0.048888599999999997, 0.047286000000000002, 0.045680900000000003, 0.044036899999999997, 0.042338099999999997, 0.040640000000000003, 0.038932700000000001, 0.037134599999999997, 0.035215999999999997, 0.033154000000000003, 0.030937900000000001, 0.028671800000000001, 0.026412999999999999, 0.024140700000000001, 0.0219028, 0.019718300000000001, 0.017645899999999999, 0.015740199999999999, 0.014011300000000001, 0.0124213, 0.011010900000000001, 0.0098551799999999998, 0.00889911, 0.0080778399999999993, 0.00734966, 0.0066941600000000002, 0.0061025200000000002, 0.0055718599999999997, 0.0050989599999999996, 0.0046768499999999998, 0.0042980199999999996, 0.0039558299999999996, 0.0036453499999999999, 0.0033620899999999999, 0.00310232, 0.0028628899999999999, 0.0026411, 0.0024346699999999999, 0.0022416300000000001, 0.00206026, 0.0018890999999999999, 0.0017268699999999999, 0.0015724700000000001, 0.0014249, 0.00128331, 0.0011469200000000001, 0.0010150599999999999, 0.00088708299999999999, 0.00076243600000000002, 0.000640589, 0.00052105700000000001, 0.00040338199999999998, 0.00028713000000000002, 0.000171881, 5.7228000000000002e-05] |
2512 | -w'/U0 |
2513 | -[-0.0, 2.9545499999999999e-07, 5.2505300000000004e-06, 2.73171e-05, 8.7337100000000001e-05, 0.00021323800000000001, 0.00043385, 0.00077002500000000003, 0.0012312099999999999, 0.0018216299999999999, 0.00254872, 0.0034272899999999999, 0.00447467, 0.0057001399999999994, 0.00711759, 0.0087599700000000006, 0.010633800000000001, 0.012700000000000001, 0.014981400000000001, 0.017556200000000001, 0.020422700000000002, 0.023479999999999997, 0.026977600000000001, 0.0309018, 0.035194599999999999, 0.039982999999999998, 0.0455336, 0.051358599999999997, 0.057277099999999997, 0.063216899999999993, 0.070202100000000003, 0.0771062, 0.083599499999999993, 0.089565200000000011, 0.095115600000000008, 0.099189100000000002, 0.1024, 0.105961, 0.10905200000000001, 0.10997899999999999, 0.108809, 0.10867099999999999, 0.108512, 0.10749599999999999, 0.106392, 0.10524, 0.10312, 0.100559, 0.098413799999999996, 0.096023299999999992, 0.093670200000000009, 0.091530899999999998, 0.089665300000000003, 0.0881184, 0.086524500000000004, 0.08496490000000001, 0.083531000000000008, 0.082282899999999992, 0.081217999999999999, 0.080273600000000001, 0.07945930000000001, 0.078761300000000006, 0.078165000000000012, 0.077652800000000008, 0.077207799999999993, 0.076817999999999997, 0.076475799999999997, 0.076175499999999993, 0.075911900000000004, 0.075680600000000001, 0.075477799999999998, 0.075292100000000001, 0.075105600000000008, 0.074909799999999999, 0.074704599999999996, 0.074489899999999998, 0.074265700000000004, 0.0740315, 0.073786499999999991, 0.073529299999999992, 0.073258500000000004, 0.072972800000000004, 0.072671100000000002, 0.072351899999999997, 0.0720142, 0.071656999999999998, 0.071280099999999999, 0.070882899999999999, 0.070462999999999998, 0.070019600000000001, 0.069557999999999995, 0.069086399999999992, 0.068608000000000002, 0.068115700000000001, 0.067598099999999994, 0.067049899999999996, 0.066474500000000006, 0.065875100000000006, 0.065241599999999997, 0.064554100000000003, 0.063804100000000002, 0.062996200000000002, 0.062137599999999994, 0.061235499999999998, 0.060290099999999999, 0.059284999999999997, 0.058202699999999996, 0.057086600000000001, 0.055973700000000001, 0.054852100000000001, 0.0537329, 0.0525862, 0.051381300000000005, 0.050097099999999999, 0.048683900000000002, 0.047180700000000006, 0.045752000000000001, 0.044428599999999999, 0.042966499999999998, 0.041456399999999997, 0.040000300000000003, 0.038572500000000003, 0.036943799999999999, 0.035126400000000002, 0.033474900000000002, 0.031872900000000003, 0.030183800000000004, 0.028699599999999999, 0.027380500000000002, 0.0261687, 0.0249535, 0.023741000000000002, 0.022534100000000001, 0.021438699999999998, 0.020337300000000003, 0.0191979, 0.018056800000000001, 0.0169068, 0.0158634, 0.0149208, 0.0140556, 0.013177700000000001, 0.012265, 0.011228500000000001, 0.010115300000000001, 0.0089560200000000003, 0.0077201199999999996, 0.00651703, 0.0053437899999999993, 0.0041738700000000005, 0.0031318500000000003, 0.00219819, 0.00149019, 0.00090833899999999998, 0.00048833899999999996, 0.000219099, 4.6881000000000001e-05, -4.94643e-05, -9.6628199999999998e-05, -0.00010038699999999999, -9.6714700000000004e-05, -8.7343300000000001e-05, -7.6771199999999988e-05, -6.5824199999999999e-05, -5.6784499999999998e-05, -4.8530900000000007e-05, -3.8523199999999997e-05, -3.2870300000000003e-05, -2.8761699999999999e-05, -2.6288400000000001e-05, -2.4419699999999999e-05, -2.29799e-05, -2.1773299999999997e-05, -2.07055e-05, -1.9712899999999999e-05, -1.87568e-05, -1.7811800000000001e-05, -1.6863499999999999e-05, -1.5903e-05, -1.4923699999999999e-05, -1.3924499999999999e-05, -1.2903899999999999e-05, -1.1860299999999999e-05, -1.07971e-05, -9.7147000000000003e-06, -8.6135100000000005e-06, -7.4974200000000001e-06, -6.3676400000000009e-06, -5.2256000000000004e-06, -4.0744399999999997e-06, -2.91572e-06, -1.7515000000000001e-06, -5.8416499999999994e-07] |
2514 | |
2515 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-table.dat' |
2516 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-table.dat 1970-01-01 00:00:00 +0000 |
2517 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-table.dat 2013-04-16 15:27:30 +0000 |
2518 | @@ -0,0 +1,194 @@ |
2519 | +y U u'u' v'v' -10*u'v' |
2520 | +0.0 0.0 0.0 0.0 -0.0 |
2521 | +0.00058238 -0.000446717 0.00349748 6.87256e-05 2.95455e-07 |
2522 | +0.00183133 -0.00127975 0.0107314 0.000371937 5.25053e-06 |
2523 | +0.00326055 -0.00203063 0.0185601 0.00105394 2.73171e-05 |
2524 | +0.00489542 -0.00264468 0.0268917 0.00220843 8.73371e-05 |
2525 | +0.00676471 -0.00306886 0.0355385 0.00391687 0.000213238 |
2526 | +0.00890094 -0.00326188 0.0442333 0.00622586 0.00043385 |
2527 | +0.0113408 -0.00319932 0.0526966 0.00912867 0.000770025 |
2528 | +0.0141256 -0.00286898 0.060714 0.0125631 0.00123121 |
2529 | +0.0173017 -0.00226232 0.0681597 0.0164274 0.00182163 |
2530 | +0.0209209 -0.00136979 0.0749586 0.0206054 0.00254872 |
2531 | +0.0250411 -0.000179974 0.0810548 0.0249938 0.00342729 |
2532 | +0.0297262 0.00131941 0.0864153 0.0295219 0.00447467 |
2533 | +0.035047 0.00314423 0.0910361 0.0341478 0.00570014 |
2534 | +0.041081 0.00532195 0.0949388 0.0388416 0.00711759 |
2535 | +0.0479124 0.00788069 0.0981877 0.0435778 0.00875997 |
2536 | +0.0556324 0.0108196 0.100883 0.0483259 0.0106338 |
2537 | +0.0643383 0.0141214 0.103116 0.0530342 0.0127 |
2538 | +0.0741327 0.0177743 0.105011 0.0576488 0.0149814 |
2539 | +0.0851224 0.0217098 0.106643 0.0621551 0.0175562 |
2540 | +0.0974166 0.0257894 0.108035 0.0665463 0.0204227 |
2541 | +0.111124 0.0301104 0.109362 0.070844 0.02348 |
2542 | +0.126351 0.0349083 0.110806 0.0750774 0.0269776 |
2543 | +0.143196 0.0405209 0.112516 0.0792138 0.0309018 |
2544 | +0.161745 0.0468301 0.114431 0.0832361 0.0351946 |
2545 | +0.182069 0.0539634 0.116755 0.0872327 0.039983 |
2546 | +0.204216 0.0620942 0.120053 0.0911192 0.0455336 |
2547 | +0.228204 0.0713917 0.123746 0.0948192 0.0513586 |
2548 | +0.25402 0.0820101 0.127576 0.0983027 0.0572771 |
2549 | +0.281608 0.0943058 0.131628 0.101609 0.0632169 |
2550 | +0.310871 0.107997 0.136479 0.104634 0.0702021 |
2551 | +0.341668 0.123262 0.141535 0.107249 0.0771062 |
2552 | +0.373809 0.13962 0.145909 0.109544 0.0835995 |
2553 | +0.407065 0.157045 0.150682 0.111564 0.0895652 |
2554 | +0.441166 0.175666 0.155586 0.113145 0.0951156 |
2555 | +0.475814 0.195656 0.158555 0.114341 0.0991891 |
2556 | +0.510691 0.217438 0.161585 0.115403 0.1024 |
2557 | +0.54547 0.240957 0.163775 0.116646 0.105961 |
2558 | +0.579827 0.26417 0.165822 0.117503 0.109052 |
2559 | +0.613455 0.287785 0.167289 0.117279 0.109979 |
2560 | +0.646072 0.311626 0.167778 0.116629 0.108809 |
2561 | +0.677432 0.33481 0.168377 0.116051 0.108671 |
2562 | +0.707328 0.357039 0.168469 0.115378 0.108512 |
2563 | +0.7356 0.377496 0.169075 0.114543 0.107496 |
2564 | +0.762134 0.397009 0.168807 0.113565 0.106392 |
2565 | +0.786857 0.415445 0.169035 0.112233 0.10524 |
2566 | +0.80974 0.432783 0.168287 0.110821 0.10312 |
2567 | +0.830789 0.448845 0.167298 0.109645 0.100559 |
2568 | +0.850041 0.463847 0.165816 0.108691 0.0984138 |
2569 | +0.867558 0.477728 0.164174 0.107724 0.0960233 |
2570 | +0.88342 0.490393 0.162282 0.106651 0.0936702 |
2571 | +0.897723 0.501503 0.160857 0.105561 0.0915309 |
2572 | +0.91057 0.511337 0.159562 0.104542 0.0896653 |
2573 | +0.922068 0.52017 0.15826 0.103633 0.0881184 |
2574 | +0.932328 0.528027 0.15693 0.102816 0.0865245 |
2575 | +0.941456 0.534946 0.155841 0.10209 0.0849649 |
2576 | +0.949559 0.541043 0.15497 0.101435 0.083531 |
2577 | +0.956734 0.546367 0.154195 0.100837 0.0822829 |
2578 | +0.963077 0.550998 0.153516 0.100299 0.081218 |
2579 | +0.968673 0.555028 0.152888 0.0998215 0.0802736 |
2580 | +0.973604 0.558551 0.152309 0.099404 0.0794593 |
2581 | +0.977942 0.561627 0.151776 0.099044 0.0787613 |
2582 | +0.981754 0.564314 0.151283 0.0987353 0.078165 |
2583 | +0.985101 0.566664 0.150832 0.0984676 0.0776528 |
2584 | +0.988036 0.568716 0.150423 0.0982314 0.0772078 |
2585 | +0.990609 0.570509 0.150055 0.0980208 0.076818 |
2586 | +0.992862 0.572076 0.149728 0.0978327 0.0764758 |
2587 | +0.994834 0.573444 0.149439 0.0976648 0.0761755 |
2588 | +0.996559 0.57464 0.149186 0.0975154 0.0759119 |
2589 | +0.998067 0.575685 0.148965 0.0973828 0.0756806 |
2590 | +0.999385 0.576597 0.148773 0.0972654 0.0754778 |
2591 | +1.00059 0.57743 0.148599 0.0971567 0.0752921 |
2592 | +1.0018 0.578265 0.148427 0.0970461 0.0751056 |
2593 | +1.00306 0.579141 0.148248 0.0969287 0.0749098 |
2594 | +1.0044 0.580061 0.148062 0.0968041 0.0747046 |
2595 | +1.0058 0.581026 0.14787 0.0966717 0.0744899 |
2596 | +1.00727 0.582038 0.147668 0.0965312 0.0742657 |
2597 | +1.00881 0.583098 0.147458 0.0963821 0.0740315 |
2598 | +1.01044 0.584209 0.147236 0.0962241 0.0737865 |
2599 | +1.01215 0.585373 0.147002 0.096057 0.0735293 |
2600 | +1.01394 0.586592 0.146756 0.0958805 0.0732585 |
2601 | +1.01582 0.587871 0.146497 0.0956944 0.0729728 |
2602 | +1.0178 0.589212 0.146224 0.0954982 0.0726711 |
2603 | +1.01988 0.590619 0.145935 0.0952918 0.0723519 |
2604 | +1.02207 0.592098 0.145627 0.0950745 0.0720142 |
2605 | +1.02436 0.593653 0.145297 0.0948456 0.071657 |
2606 | +1.02677 0.595288 0.144942 0.0946045 0.0712801 |
2607 | +1.0293 0.597006 0.14456 0.0943507 0.0708829 |
2608 | +1.03197 0.598809 0.144152 0.0940848 0.070463 |
2609 | +1.03476 0.6007 0.143714 0.0938083 0.0700196 |
2610 | +1.0377 0.602678 0.143249 0.0935227 0.069558 |
2611 | +1.04078 0.604741 0.142766 0.0932287 0.0690864 |
2612 | +1.04402 0.606887 0.142273 0.0929258 0.068608 |
2613 | +1.04742 0.609114 0.141767 0.092612 0.0681157 |
2614 | +1.05099 0.611428 0.141237 0.0922847 0.0675981 |
2615 | +1.05475 0.613835 0.140662 0.0919408 0.0670499 |
2616 | +1.05869 0.616341 0.140028 0.091577 0.0664745 |
2617 | +1.06283 0.618947 0.139343 0.0911907 0.0658751 |
2618 | +1.06717 0.621656 0.13861 0.0907806 0.0652416 |
2619 | +1.07174 0.624485 0.137822 0.0903471 0.0645541 |
2620 | +1.07653 0.627452 0.136993 0.0898908 0.0638041 |
2621 | +1.08156 0.630553 0.136151 0.089412 0.0629962 |
2622 | +1.08685 0.633779 0.135301 0.0889088 0.0621376 |
2623 | +1.09239 0.637137 0.134434 0.0883777 0.0612355 |
2624 | +1.09822 0.640645 0.133526 0.0878179 0.0602901 |
2625 | +1.10433 0.644312 0.132542 0.0872315 0.059285 |
2626 | +1.11075 0.648144 0.131474 0.0866209 0.0582027 |
2627 | +1.11748 0.652136 0.130357 0.0859863 0.0570866 |
2628 | +1.12455 0.656277 0.129198 0.0853244 0.0559737 |
2629 | +1.13197 0.660566 0.127978 0.0846361 0.0548521 |
2630 | +1.13976 0.665003 0.126751 0.0839381 0.0537329 |
2631 | +1.14793 0.669593 0.1255 0.0832217 0.0525862 |
2632 | +1.1565 0.674307 0.124169 0.0824489 0.0513813 |
2633 | +1.16549 0.679147 0.122766 0.0816128 0.0500971 |
2634 | +1.17493 0.684169 0.121289 0.0807095 0.0486839 |
2635 | +1.18483 0.689391 0.119732 0.0797287 0.0471807 |
2636 | +1.19521 0.694737 0.11809 0.0786877 0.045752 |
2637 | +1.20609 0.700166 0.11644 0.0776065 0.0444286 |
2638 | +1.21751 0.705805 0.114723 0.0764999 0.0429665 |
2639 | +1.22948 0.711599 0.112968 0.0753536 0.0414564 |
2640 | +1.24203 0.717476 0.111011 0.0741729 0.0400003 |
2641 | +1.25518 0.72341 0.108995 0.0729456 0.0385725 |
2642 | +1.26897 0.729501 0.106792 0.0716433 0.0369438 |
2643 | +1.28342 0.735858 0.104347 0.0703279 0.0351264 |
2644 | +1.29856 0.742334 0.101971 0.0690389 0.0334749 |
2645 | +1.31442 0.748851 0.0997315 0.0677331 0.0318729 |
2646 | +1.33104 0.755417 0.0974613 0.0663844 0.0301838 |
2647 | +1.34844 0.762064 0.0952963 0.064993 0.0286996 |
2648 | +1.36667 0.768793 0.0931957 0.0636094 0.0273805 |
2649 | +1.38575 0.775542 0.0913682 0.0621976 0.0261687 |
2650 | +1.40572 0.782293 0.08954 0.0607341 0.0249535 |
2651 | +1.42662 0.789127 0.0874484 0.0593225 0.023741 |
2652 | +1.4485 0.795959 0.085334 0.0579395 0.0225341 |
2653 | +1.47138 0.802758 0.0834577 0.0564726 0.0214387 |
2654 | +1.49531 0.809773 0.081522 0.0549627 0.0203373 |
2655 | +1.52033 0.817011 0.0795389 0.0534792 0.0191979 |
2656 | +1.54649 0.824305 0.0777259 0.0519846 0.0180568 |
2657 | +1.57382 0.831563 0.0760111 0.0504574 0.0169068 |
2658 | +1.60239 0.838761 0.0742218 0.0488886 0.0158634 |
2659 | +1.63222 0.845989 0.0723117 0.047286 0.0149208 |
2660 | +1.66338 0.853382 0.0703385 0.0456809 0.0140556 |
2661 | +1.6959 0.861083 0.0683059 0.0440369 0.0131777 |
2662 | +1.72984 0.868974 0.0661231 0.0423381 0.012265 |
2663 | +1.76524 0.877085 0.0635069 0.04064 0.0112285 |
2664 | +1.80217 0.885449 0.060453 0.0389327 0.0101153 |
2665 | +1.84065 0.893878 0.0571244 0.0371346 0.00895602 |
2666 | +1.88076 0.901935 0.0534056 0.035216 0.00772012 |
2667 | +1.92254 0.909432 0.0494202 0.033154 0.00651703 |
2668 | +1.96604 0.916361 0.0449916 0.0309379 0.00534379 |
2669 | +2.01132 0.922611 0.0405259 0.0286718 0.00417387 |
2670 | +2.05842 0.928041 0.0358825 0.026413 0.00313185 |
2671 | +2.10739 0.932561 0.0307904 0.0241407 0.00219819 |
2672 | +2.15829 0.935946 0.026295 0.0219028 0.00149019 |
2673 | +2.21117 0.938293 0.0223194 0.0197183 0.000908339 |
2674 | +2.26607 0.93984 0.0190713 0.0176459 0.000488339 |
2675 | +2.32303 0.940755 0.0163294 0.0157402 0.000219099 |
2676 | +2.38211 0.941365 0.0141123 0.0140113 4.6881e-05 |
2677 | +2.44334 0.941727 0.0124302 0.0124213 -4.94643e-05 |
2678 | +2.50677 0.941984 0.0110392 0.0110109 -9.66282e-05 |
2679 | +2.57243 0.94218 0.0099459 0.00985518 -0.000100387 |
2680 | +2.64036 0.942255 0.00908942 0.00889911 -9.67147e-05 |
2681 | +2.71059 0.942317 0.00833712 0.00807784 -8.73433e-05 |
2682 | +2.78315 0.94235 0.00770825 0.00734966 -7.67712e-05 |
2683 | +2.85805 0.942474 0.00711097 0.00669416 -6.58242e-05 |
2684 | +2.93532 0.942711 0.00655788 0.00610252 -5.67845e-05 |
2685 | +3.01498 0.942941 0.00606393 0.00557186 -4.85309e-05 |
2686 | +3.09702 0.942973 0.00566837 0.00509896 -3.85232e-05 |
2687 | +3.18145 0.943029 0.00534634 0.00467685 -3.28703e-05 |
2688 | +3.26828 0.943172 0.00505153 0.00429802 -2.87617e-05 |
2689 | +3.35749 0.943299 0.004807 0.00395583 -2.62884e-05 |
2690 | +3.44906 0.943435 0.0045858 0.00364535 -2.44197e-05 |
2691 | +3.54298 0.943568 0.00438813 0.00336209 -2.29799e-05 |
2692 | +3.63921 0.943697 0.00420953 0.00310232 -2.17733e-05 |
2693 | +3.73771 0.943821 0.00404823 0.00286289 -2.07055e-05 |
2694 | +3.83845 0.943938 0.00390214 0.0026411 -1.97129e-05 |
2695 | +3.94137 0.944049 0.00376978 0.00243467 -1.87568e-05 |
2696 | +4.0464 0.944153 0.00365019 0.00224163 -1.78118e-05 |
2697 | +4.15349 0.944249 0.00354205 0.00206026 -1.68635e-05 |
2698 | +4.26256 0.944339 0.00344447 0.0018891 -1.5903e-05 |
2699 | +4.37352 0.944422 0.00335692 0.00172687 -1.49237e-05 |
2700 | +4.48628 0.944498 0.00327828 0.00157247 -1.39245e-05 |
2701 | +4.60074 0.944567 0.00320802 0.0014249 -1.29039e-05 |
2702 | +4.7168 0.94463 0.00314588 0.00128331 -1.18603e-05 |
2703 | +4.83435 0.944686 0.00309082 0.00114692 -1.07971e-05 |
2704 | +4.95326 0.944736 0.00304255 0.00101506 -9.7147e-06 |
2705 | +5.0734 0.94478 0.00300097 0.000887083 -8.61351e-06 |
2706 | +5.19466 0.944818 0.00296519 0.000762436 -7.49742e-06 |
2707 | +5.31689 0.94485 0.0029351 0.000640589 -6.36764e-06 |
2708 | +5.43994 0.944877 0.00291066 0.000521057 -5.2256e-06 |
2709 | +5.56368 0.944899 0.0028912 0.000403382 -4.07444e-06 |
2710 | +5.68796 0.944914 0.00287678 0.00028713 -2.91572e-06 |
2711 | +5.81262 0.944925 0.00286738 0.000171881 -1.7515e-06 |
2712 | +5.93751 0.944931 0.00286257 5.7228e-05 -5.84165e-07 |
2713 | |
2714 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-table.dat' |
2715 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-table.dat 2011-10-30 17:25:22 +0000 |
2716 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC411-table.dat 1970-01-01 00:00:00 +0000 |
2717 | @@ -1,194 +0,0 @@ |
2718 | -y U u'u' v'v' -10*u'v' |
2719 | -0.0 0.0 0.0 0.0 -0.0 |
2720 | -0.00058238 -0.000446717 0.00349748 6.87256e-05 2.95455e-07 |
2721 | -0.00183133 -0.00127975 0.0107314 0.000371937 5.25053e-06 |
2722 | -0.00326055 -0.00203063 0.0185601 0.00105394 2.73171e-05 |
2723 | -0.00489542 -0.00264468 0.0268917 0.00220843 8.73371e-05 |
2724 | -0.00676471 -0.00306886 0.0355385 0.00391687 0.000213238 |
2725 | -0.00890094 -0.00326188 0.0442333 0.00622586 0.00043385 |
2726 | -0.0113408 -0.00319932 0.0526966 0.00912867 0.000770025 |
2727 | -0.0141256 -0.00286898 0.060714 0.0125631 0.00123121 |
2728 | -0.0173017 -0.00226232 0.0681597 0.0164274 0.00182163 |
2729 | -0.0209209 -0.00136979 0.0749586 0.0206054 0.00254872 |
2730 | -0.0250411 -0.000179974 0.0810548 0.0249938 0.00342729 |
2731 | -0.0297262 0.00131941 0.0864153 0.0295219 0.00447467 |
2732 | -0.035047 0.00314423 0.0910361 0.0341478 0.00570014 |
2733 | -0.041081 0.00532195 0.0949388 0.0388416 0.00711759 |
2734 | -0.0479124 0.00788069 0.0981877 0.0435778 0.00875997 |
2735 | -0.0556324 0.0108196 0.100883 0.0483259 0.0106338 |
2736 | -0.0643383 0.0141214 0.103116 0.0530342 0.0127 |
2737 | -0.0741327 0.0177743 0.105011 0.0576488 0.0149814 |
2738 | -0.0851224 0.0217098 0.106643 0.0621551 0.0175562 |
2739 | -0.0974166 0.0257894 0.108035 0.0665463 0.0204227 |
2740 | -0.111124 0.0301104 0.109362 0.070844 0.02348 |
2741 | -0.126351 0.0349083 0.110806 0.0750774 0.0269776 |
2742 | -0.143196 0.0405209 0.112516 0.0792138 0.0309018 |
2743 | -0.161745 0.0468301 0.114431 0.0832361 0.0351946 |
2744 | -0.182069 0.0539634 0.116755 0.0872327 0.039983 |
2745 | -0.204216 0.0620942 0.120053 0.0911192 0.0455336 |
2746 | -0.228204 0.0713917 0.123746 0.0948192 0.0513586 |
2747 | -0.25402 0.0820101 0.127576 0.0983027 0.0572771 |
2748 | -0.281608 0.0943058 0.131628 0.101609 0.0632169 |
2749 | -0.310871 0.107997 0.136479 0.104634 0.0702021 |
2750 | -0.341668 0.123262 0.141535 0.107249 0.0771062 |
2751 | -0.373809 0.13962 0.145909 0.109544 0.0835995 |
2752 | -0.407065 0.157045 0.150682 0.111564 0.0895652 |
2753 | -0.441166 0.175666 0.155586 0.113145 0.0951156 |
2754 | -0.475814 0.195656 0.158555 0.114341 0.0991891 |
2755 | -0.510691 0.217438 0.161585 0.115403 0.1024 |
2756 | -0.54547 0.240957 0.163775 0.116646 0.105961 |
2757 | -0.579827 0.26417 0.165822 0.117503 0.109052 |
2758 | -0.613455 0.287785 0.167289 0.117279 0.109979 |
2759 | -0.646072 0.311626 0.167778 0.116629 0.108809 |
2760 | -0.677432 0.33481 0.168377 0.116051 0.108671 |
2761 | -0.707328 0.357039 0.168469 0.115378 0.108512 |
2762 | -0.7356 0.377496 0.169075 0.114543 0.107496 |
2763 | -0.762134 0.397009 0.168807 0.113565 0.106392 |
2764 | -0.786857 0.415445 0.169035 0.112233 0.10524 |
2765 | -0.80974 0.432783 0.168287 0.110821 0.10312 |
2766 | -0.830789 0.448845 0.167298 0.109645 0.100559 |
2767 | -0.850041 0.463847 0.165816 0.108691 0.0984138 |
2768 | -0.867558 0.477728 0.164174 0.107724 0.0960233 |
2769 | -0.88342 0.490393 0.162282 0.106651 0.0936702 |
2770 | -0.897723 0.501503 0.160857 0.105561 0.0915309 |
2771 | -0.91057 0.511337 0.159562 0.104542 0.0896653 |
2772 | -0.922068 0.52017 0.15826 0.103633 0.0881184 |
2773 | -0.932328 0.528027 0.15693 0.102816 0.0865245 |
2774 | -0.941456 0.534946 0.155841 0.10209 0.0849649 |
2775 | -0.949559 0.541043 0.15497 0.101435 0.083531 |
2776 | -0.956734 0.546367 0.154195 0.100837 0.0822829 |
2777 | -0.963077 0.550998 0.153516 0.100299 0.081218 |
2778 | -0.968673 0.555028 0.152888 0.0998215 0.0802736 |
2779 | -0.973604 0.558551 0.152309 0.099404 0.0794593 |
2780 | -0.977942 0.561627 0.151776 0.099044 0.0787613 |
2781 | -0.981754 0.564314 0.151283 0.0987353 0.078165 |
2782 | -0.985101 0.566664 0.150832 0.0984676 0.0776528 |
2783 | -0.988036 0.568716 0.150423 0.0982314 0.0772078 |
2784 | -0.990609 0.570509 0.150055 0.0980208 0.076818 |
2785 | -0.992862 0.572076 0.149728 0.0978327 0.0764758 |
2786 | -0.994834 0.573444 0.149439 0.0976648 0.0761755 |
2787 | -0.996559 0.57464 0.149186 0.0975154 0.0759119 |
2788 | -0.998067 0.575685 0.148965 0.0973828 0.0756806 |
2789 | -0.999385 0.576597 0.148773 0.0972654 0.0754778 |
2790 | -1.00059 0.57743 0.148599 0.0971567 0.0752921 |
2791 | -1.0018 0.578265 0.148427 0.0970461 0.0751056 |
2792 | -1.00306 0.579141 0.148248 0.0969287 0.0749098 |
2793 | -1.0044 0.580061 0.148062 0.0968041 0.0747046 |
2794 | -1.0058 0.581026 0.14787 0.0966717 0.0744899 |
2795 | -1.00727 0.582038 0.147668 0.0965312 0.0742657 |
2796 | -1.00881 0.583098 0.147458 0.0963821 0.0740315 |
2797 | -1.01044 0.584209 0.147236 0.0962241 0.0737865 |
2798 | -1.01215 0.585373 0.147002 0.096057 0.0735293 |
2799 | -1.01394 0.586592 0.146756 0.0958805 0.0732585 |
2800 | -1.01582 0.587871 0.146497 0.0956944 0.0729728 |
2801 | -1.0178 0.589212 0.146224 0.0954982 0.0726711 |
2802 | -1.01988 0.590619 0.145935 0.0952918 0.0723519 |
2803 | -1.02207 0.592098 0.145627 0.0950745 0.0720142 |
2804 | -1.02436 0.593653 0.145297 0.0948456 0.071657 |
2805 | -1.02677 0.595288 0.144942 0.0946045 0.0712801 |
2806 | -1.0293 0.597006 0.14456 0.0943507 0.0708829 |
2807 | -1.03197 0.598809 0.144152 0.0940848 0.070463 |
2808 | -1.03476 0.6007 0.143714 0.0938083 0.0700196 |
2809 | -1.0377 0.602678 0.143249 0.0935227 0.069558 |
2810 | -1.04078 0.604741 0.142766 0.0932287 0.0690864 |
2811 | -1.04402 0.606887 0.142273 0.0929258 0.068608 |
2812 | -1.04742 0.609114 0.141767 0.092612 0.0681157 |
2813 | -1.05099 0.611428 0.141237 0.0922847 0.0675981 |
2814 | -1.05475 0.613835 0.140662 0.0919408 0.0670499 |
2815 | -1.05869 0.616341 0.140028 0.091577 0.0664745 |
2816 | -1.06283 0.618947 0.139343 0.0911907 0.0658751 |
2817 | -1.06717 0.621656 0.13861 0.0907806 0.0652416 |
2818 | -1.07174 0.624485 0.137822 0.0903471 0.0645541 |
2819 | -1.07653 0.627452 0.136993 0.0898908 0.0638041 |
2820 | -1.08156 0.630553 0.136151 0.089412 0.0629962 |
2821 | -1.08685 0.633779 0.135301 0.0889088 0.0621376 |
2822 | -1.09239 0.637137 0.134434 0.0883777 0.0612355 |
2823 | -1.09822 0.640645 0.133526 0.0878179 0.0602901 |
2824 | -1.10433 0.644312 0.132542 0.0872315 0.059285 |
2825 | -1.11075 0.648144 0.131474 0.0866209 0.0582027 |
2826 | -1.11748 0.652136 0.130357 0.0859863 0.0570866 |
2827 | -1.12455 0.656277 0.129198 0.0853244 0.0559737 |
2828 | -1.13197 0.660566 0.127978 0.0846361 0.0548521 |
2829 | -1.13976 0.665003 0.126751 0.0839381 0.0537329 |
2830 | -1.14793 0.669593 0.1255 0.0832217 0.0525862 |
2831 | -1.1565 0.674307 0.124169 0.0824489 0.0513813 |
2832 | -1.16549 0.679147 0.122766 0.0816128 0.0500971 |
2833 | -1.17493 0.684169 0.121289 0.0807095 0.0486839 |
2834 | -1.18483 0.689391 0.119732 0.0797287 0.0471807 |
2835 | -1.19521 0.694737 0.11809 0.0786877 0.045752 |
2836 | -1.20609 0.700166 0.11644 0.0776065 0.0444286 |
2837 | -1.21751 0.705805 0.114723 0.0764999 0.0429665 |
2838 | -1.22948 0.711599 0.112968 0.0753536 0.0414564 |
2839 | -1.24203 0.717476 0.111011 0.0741729 0.0400003 |
2840 | -1.25518 0.72341 0.108995 0.0729456 0.0385725 |
2841 | -1.26897 0.729501 0.106792 0.0716433 0.0369438 |
2842 | -1.28342 0.735858 0.104347 0.0703279 0.0351264 |
2843 | -1.29856 0.742334 0.101971 0.0690389 0.0334749 |
2844 | -1.31442 0.748851 0.0997315 0.0677331 0.0318729 |
2845 | -1.33104 0.755417 0.0974613 0.0663844 0.0301838 |
2846 | -1.34844 0.762064 0.0952963 0.064993 0.0286996 |
2847 | -1.36667 0.768793 0.0931957 0.0636094 0.0273805 |
2848 | -1.38575 0.775542 0.0913682 0.0621976 0.0261687 |
2849 | -1.40572 0.782293 0.08954 0.0607341 0.0249535 |
2850 | -1.42662 0.789127 0.0874484 0.0593225 0.023741 |
2851 | -1.4485 0.795959 0.085334 0.0579395 0.0225341 |
2852 | -1.47138 0.802758 0.0834577 0.0564726 0.0214387 |
2853 | -1.49531 0.809773 0.081522 0.0549627 0.0203373 |
2854 | -1.52033 0.817011 0.0795389 0.0534792 0.0191979 |
2855 | -1.54649 0.824305 0.0777259 0.0519846 0.0180568 |
2856 | -1.57382 0.831563 0.0760111 0.0504574 0.0169068 |
2857 | -1.60239 0.838761 0.0742218 0.0488886 0.0158634 |
2858 | -1.63222 0.845989 0.0723117 0.047286 0.0149208 |
2859 | -1.66338 0.853382 0.0703385 0.0456809 0.0140556 |
2860 | -1.6959 0.861083 0.0683059 0.0440369 0.0131777 |
2861 | -1.72984 0.868974 0.0661231 0.0423381 0.012265 |
2862 | -1.76524 0.877085 0.0635069 0.04064 0.0112285 |
2863 | -1.80217 0.885449 0.060453 0.0389327 0.0101153 |
2864 | -1.84065 0.893878 0.0571244 0.0371346 0.00895602 |
2865 | -1.88076 0.901935 0.0534056 0.035216 0.00772012 |
2866 | -1.92254 0.909432 0.0494202 0.033154 0.00651703 |
2867 | -1.96604 0.916361 0.0449916 0.0309379 0.00534379 |
2868 | -2.01132 0.922611 0.0405259 0.0286718 0.00417387 |
2869 | -2.05842 0.928041 0.0358825 0.026413 0.00313185 |
2870 | -2.10739 0.932561 0.0307904 0.0241407 0.00219819 |
2871 | -2.15829 0.935946 0.026295 0.0219028 0.00149019 |
2872 | -2.21117 0.938293 0.0223194 0.0197183 0.000908339 |
2873 | -2.26607 0.93984 0.0190713 0.0176459 0.000488339 |
2874 | -2.32303 0.940755 0.0163294 0.0157402 0.000219099 |
2875 | -2.38211 0.941365 0.0141123 0.0140113 4.6881e-05 |
2876 | -2.44334 0.941727 0.0124302 0.0124213 -4.94643e-05 |
2877 | -2.50677 0.941984 0.0110392 0.0110109 -9.66282e-05 |
2878 | -2.57243 0.94218 0.0099459 0.00985518 -0.000100387 |
2879 | -2.64036 0.942255 0.00908942 0.00889911 -9.67147e-05 |
2880 | -2.71059 0.942317 0.00833712 0.00807784 -8.73433e-05 |
2881 | -2.78315 0.94235 0.00770825 0.00734966 -7.67712e-05 |
2882 | -2.85805 0.942474 0.00711097 0.00669416 -6.58242e-05 |
2883 | -2.93532 0.942711 0.00655788 0.00610252 -5.67845e-05 |
2884 | -3.01498 0.942941 0.00606393 0.00557186 -4.85309e-05 |
2885 | -3.09702 0.942973 0.00566837 0.00509896 -3.85232e-05 |
2886 | -3.18145 0.943029 0.00534634 0.00467685 -3.28703e-05 |
2887 | -3.26828 0.943172 0.00505153 0.00429802 -2.87617e-05 |
2888 | -3.35749 0.943299 0.004807 0.00395583 -2.62884e-05 |
2889 | -3.44906 0.943435 0.0045858 0.00364535 -2.44197e-05 |
2890 | -3.54298 0.943568 0.00438813 0.00336209 -2.29799e-05 |
2891 | -3.63921 0.943697 0.00420953 0.00310232 -2.17733e-05 |
2892 | -3.73771 0.943821 0.00404823 0.00286289 -2.07055e-05 |
2893 | -3.83845 0.943938 0.00390214 0.0026411 -1.97129e-05 |
2894 | -3.94137 0.944049 0.00376978 0.00243467 -1.87568e-05 |
2895 | -4.0464 0.944153 0.00365019 0.00224163 -1.78118e-05 |
2896 | -4.15349 0.944249 0.00354205 0.00206026 -1.68635e-05 |
2897 | -4.26256 0.944339 0.00344447 0.0018891 -1.5903e-05 |
2898 | -4.37352 0.944422 0.00335692 0.00172687 -1.49237e-05 |
2899 | -4.48628 0.944498 0.00327828 0.00157247 -1.39245e-05 |
2900 | -4.60074 0.944567 0.00320802 0.0014249 -1.29039e-05 |
2901 | -4.7168 0.94463 0.00314588 0.00128331 -1.18603e-05 |
2902 | -4.83435 0.944686 0.00309082 0.00114692 -1.07971e-05 |
2903 | -4.95326 0.944736 0.00304255 0.00101506 -9.7147e-06 |
2904 | -5.0734 0.94478 0.00300097 0.000887083 -8.61351e-06 |
2905 | -5.19466 0.944818 0.00296519 0.000762436 -7.49742e-06 |
2906 | -5.31689 0.94485 0.0029351 0.000640589 -6.36764e-06 |
2907 | -5.43994 0.944877 0.00291066 0.000521057 -5.2256e-06 |
2908 | -5.56368 0.944899 0.0028912 0.000403382 -4.07444e-06 |
2909 | -5.68796 0.944914 0.00287678 0.00028713 -2.91572e-06 |
2910 | -5.81262 0.944925 0.00286738 0.000171881 -1.7515e-06 |
2911 | -5.93751 0.944931 0.00286257 5.7228e-05 -5.84165e-07 |
2912 | |
2913 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-list.dat' |
2914 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-list.dat 1970-01-01 00:00:00 +0000 |
2915 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-list.dat 2013-04-16 15:27:30 +0000 |
2916 | @@ -0,0 +1,10 @@ |
2917 | +y/h |
2918 | +[0.0, 0.00058237999999999996, 0.0018313299999999999, 0.0032605500000000001, 0.0048954200000000002, 0.0067647100000000002, 0.0089009399999999995, 0.0113408, 0.0141256, 0.0173017, 0.020920899999999999, 0.0250411, 0.029726200000000001, 0.035047000000000002, 0.041080999999999999, 0.047912400000000001, 0.055632399999999999, 0.064338300000000001, 0.074132699999999996, 0.085122400000000001, 0.097416600000000006, 0.111124, 0.12635099999999999, 0.14319599999999999, 0.161745, 0.18206900000000001, 0.20421600000000001, 0.22820399999999999, 0.25402000000000002, 0.28160800000000002, 0.31087100000000001, 0.34166800000000003, 0.373809, 0.40706500000000001, 0.441166, 0.47581400000000001, 0.51069100000000001, 0.54547000000000001, 0.57982699999999998, 0.61345499999999997, 0.64607199999999998, 0.67743200000000003, 0.70732799999999996, 0.73560000000000003, 0.76213399999999998, 0.78685700000000003, 0.80974000000000002, 0.830789, 0.85004100000000005, 0.86755800000000005, 0.88341999999999998, 0.89772300000000005, 0.91056999999999999, 0.922068, 0.93232800000000005, 0.94145599999999996, 0.94955900000000004, 0.95673399999999997, 0.96307699999999996, 0.96867300000000001, 0.97360400000000002, 0.97794199999999998, 0.98175400000000002, 0.985101, 0.98803600000000003, 0.99060899999999996, 0.99286200000000002, 0.994834, 0.99655899999999997, 0.99806700000000004, 0.99938499999999997, 1.0005900000000001, 1.0018, 1.0030600000000001, 1.0044, 1.0058, 1.0072700000000001, 1.00881, 1.01044, 1.0121500000000001, 1.0139400000000001, 1.0158199999999999, 1.0178, 1.0198799999999999, 1.02207, 1.0243599999999999, 1.02677, 1.0293000000000001, 1.0319700000000001, 1.0347599999999999, 1.0377000000000001, 1.04078, 1.0440199999999999, 1.04742, 1.0509900000000001, 1.0547500000000001, 1.0586899999999999, 1.0628299999999999, 1.06717, 1.0717399999999999, 1.07653, 1.0815600000000001, 1.0868500000000001, 1.09239, 1.09822, 1.10433, 1.1107499999999999, 1.11748, 1.1245499999999999, 1.1319699999999999, 1.1397600000000001, 1.1479299999999999, 1.1565000000000001, 1.1654899999999999, 1.17493, 1.18483, 1.1952100000000001, 1.2060900000000001, 1.2175100000000001, 1.2294799999999999, 1.24203, 1.25518, 1.2689699999999999, 1.28342, 1.2985599999999999, 1.3144199999999999, 1.33104, 1.3484400000000001, 1.3666700000000001, 1.38575, 1.4057200000000001, 1.42662, 1.4484999999999999, 1.4713799999999999, 1.4953099999999999, 1.52033, 1.5464899999999999, 1.57382, 1.60239, 1.63222, 1.6633800000000001, 1.6959, 1.72984, 1.7652399999999999, 1.80217, 1.8406499999999999, 1.88076, 1.9225399999999999, 1.96604, 2.01132, 2.0584199999999999, 2.1073900000000001, 2.15829, 2.2111700000000001, 2.26607, 2.3230300000000002, 2.3821099999999999, 2.4433400000000001, 2.5067699999999999, 2.5724300000000002, 2.6403599999999998, 2.7105899999999998, 2.78315, 2.85805, 2.9353199999999999, 3.01498, 3.0970200000000001, 3.1814499999999999, 3.2682799999999999, 3.3574899999999999, 3.4490599999999998, 3.54298, 3.6392099999999998, 3.7377099999999999, 3.8384499999999999, 3.94137, 4.0464000000000002, 4.1534899999999997, 4.2625599999999997, 4.3735200000000001, 4.4862799999999998, 4.6007400000000001, 4.7168000000000001, 4.8343499999999997, 4.9532600000000002, 5.0734000000000004, 5.1946599999999998, 5.3168899999999999, 5.43994, 5.5636799999999997, 5.6879600000000003, 5.8126199999999999, 5.9375099999999996] |
2919 | +U/U0 |
2920 | +[0.0, 0.0036386399999999998, 0.0114512, 0.0204002, 0.030626500000000001, 0.042256099999999998, 0.055369799999999997, 0.069964600000000002, 0.085917300000000002, 0.102968, 0.120737, 0.138767, 0.15659100000000001, 0.17380100000000001, 0.19009200000000001, 0.20528299999999999, 0.219281, 0.23205000000000001, 0.243643, 0.25421899999999997, 0.26395600000000002, 0.27294600000000002, 0.28132099999999999, 0.28927999999999998, 0.29704399999999997, 0.304622, 0.312029, 0.31970500000000002, 0.32777099999999998, 0.336451, 0.34564699999999998, 0.35525499999999999, 0.36515399999999998, 0.37574600000000002, 0.38666499999999998, 0.39840300000000001, 0.41092200000000001, 0.42332999999999998, 0.43621300000000002, 0.44896999999999998, 0.46146199999999998, 0.47352699999999998, 0.48541000000000001, 0.49682700000000002, 0.50761900000000004, 0.51806399999999997, 0.52764500000000003, 0.53663899999999998, 0.54467399999999999, 0.551817, 0.55835400000000002, 0.56435800000000003, 0.56983899999999998, 0.57472299999999998, 0.57905399999999996, 0.58289500000000005, 0.58629100000000001, 0.58930199999999999, 0.59198300000000004, 0.59435899999999997, 0.59645599999999999, 0.59829699999999997, 0.59990900000000003, 0.60132099999999999, 0.60255800000000004, 0.60364099999999998, 0.60458800000000001, 0.60541599999999995, 0.60614100000000004, 0.60677499999999995, 0.60732900000000001, 0.60783600000000004, 0.60834500000000002, 0.60888100000000001, 0.60944500000000001, 0.610039, 0.61066500000000001, 0.61132299999999995, 0.612016, 0.61274600000000001, 0.613514, 0.61432200000000003, 0.61517299999999997, 0.61606799999999995, 0.61701099999999998, 0.61800299999999997, 0.61904599999999999, 0.620143, 0.62129599999999996, 0.62250700000000003, 0.623776, 0.62510600000000005, 0.62649900000000003, 0.62795900000000004, 0.62949299999999997, 0.63110599999999994, 0.63280400000000003, 0.63459100000000002, 0.63647299999999996, 0.63845300000000005, 0.64053199999999999, 0.64271299999999998, 0.64499600000000001, 0.647374, 0.64985199999999999, 0.65244100000000005, 0.65515599999999996, 0.65801600000000005, 0.66101900000000002, 0.664161, 0.66744099999999995, 0.67083099999999996, 0.67434000000000005, 0.67800400000000005, 0.68185099999999998, 0.68587699999999996, 0.69006500000000004, 0.69443900000000003, 0.69899299999999998, 0.703739, 0.70862099999999995, 0.71365000000000001, 0.71889899999999995, 0.72433199999999998, 0.729962, 0.73572700000000002, 0.74150499999999997, 0.74737399999999998, 0.75340499999999999, 0.75971100000000003, 0.76614300000000002, 0.77255799999999997, 0.77913100000000002, 0.785883, 0.79269400000000001, 0.79956099999999997, 0.80647500000000005, 0.81365900000000002, 0.821025, 0.82837000000000005, 0.83554899999999999, 0.84254899999999999, 0.84934900000000002, 0.85597400000000001, 0.86243800000000004, 0.86851999999999996, 0.87412500000000004, 0.87926099999999996, 0.88375300000000001, 0.88784799999999997, 0.89122500000000004, 0.89393, 0.89608399999999999, 0.89765099999999998, 0.89883299999999999, 0.89974100000000001, 0.90031799999999995, 0.90073000000000003, 0.90104300000000004, 0.90125299999999997, 0.90140200000000004, 0.90159800000000001, 0.90184799999999998, 0.90217899999999995, 0.90247299999999997, 0.90266500000000005, 0.90281900000000004, 0.90310299999999999, 0.90339899999999995, 0.90367600000000003, 0.903976, 0.90426899999999999, 0.90456199999999998, 0.90485199999999999, 0.90513699999999997, 0.90541499999999997, 0.90568499999999996, 0.90594600000000003, 0.90619799999999995, 0.90643700000000005, 0.90666500000000005, 0.90687899999999999, 0.90707899999999997, 0.90726300000000004, 0.90743200000000002, 0.90758399999999995, 0.90771800000000002, 0.90783400000000003, 0.90793199999999996, 0.90801100000000001, 0.90807000000000004, 0.90810999999999997, 0.90812999999999999] |
2921 | +u'/U0 |
2922 | +[0.0, 0.0029617599999999999, 0.0092526199999999996, 0.016351600000000001, 0.024313100000000001, 0.033117399999999998, 0.042614800000000001, 0.052490799999999997, 0.0622997, 0.071558800000000006, 0.079848299999999997, 0.086871599999999993, 0.092482900000000007, 0.0967142, 0.099767300000000003, 0.10193199999999999, 0.103453, 0.10438500000000001, 0.104767, 0.10489, 0.105034, 0.105235, 0.105437, 0.105764, 0.106268, 0.10724499999999999, 0.10814699999999999, 0.10936800000000001, 0.111052, 0.112636, 0.11440400000000001, 0.11650099999999999, 0.118754, 0.121168, 0.12336999999999999, 0.12511, 0.12734799999999999, 0.12914600000000001, 0.13140099999999999, 0.132572, 0.133715, 0.13474700000000001, 0.13544999999999999, 0.136016, 0.13630400000000001, 0.13624900000000001, 0.135965, 0.13588900000000001, 0.13572000000000001, 0.13573199999999999, 0.13551199999999999, 0.13516300000000001, 0.13497500000000001, 0.13478299999999999, 0.134571, 0.13436600000000001, 0.13419200000000001, 0.13402900000000001, 0.13386200000000001, 0.13370499999999999, 0.133572, 0.13345799999999999, 0.133356, 0.13326299999999999, 0.13317499999999999, 0.13309299999999999, 0.133017, 0.13294700000000001, 0.132884, 0.132826, 0.132774, 0.13272500000000001, 0.13267399999999999, 0.13262099999999999, 0.13256299999999999, 0.13250100000000001, 0.132435, 0.13236400000000001, 0.13228899999999999, 0.13220899999999999, 0.13212499999999999, 0.13203599999999999, 0.13194500000000001, 0.13184899999999999, 0.131749, 0.13164300000000001, 0.13153000000000001, 0.131409, 0.13127800000000001, 0.131133, 0.13097300000000001, 0.130797, 0.13060099999999999, 0.130386, 0.13014899999999999, 0.12989600000000001, 0.129633, 0.129361, 0.129077, 0.128775, 0.128445, 0.128079, 0.12770300000000001, 0.12734699999999999, 0.126996, 0.126639, 0.126274, 0.12587799999999999, 0.12543199999999999, 0.12493700000000001, 0.124418, 0.123927, 0.123345, 0.122596, 0.121724, 0.120755, 0.119676, 0.11846, 0.117203, 0.11593000000000001, 0.114676, 0.113346, 0.11176999999999999, 0.109946, 0.107844, 0.105765, 0.103849, 0.101829, 0.099646200000000004, 0.097179299999999996, 0.094562900000000005, 0.092022000000000007, 0.089379299999999995, 0.086821200000000001, 0.084258299999999994, 0.081607600000000002, 0.079012299999999994, 0.076009800000000002, 0.072860400000000006, 0.069823999999999997, 0.067032700000000001, 0.064274100000000001, 0.061163200000000001, 0.057957599999999998, 0.054456200000000003, 0.050801800000000001, 0.046789200000000003, 0.043027700000000002, 0.039463999999999999, 0.035478200000000001, 0.031608200000000003, 0.028136600000000001, 0.025297699999999999, 0.0226851, 0.020010900000000002, 0.0177012, 0.015989099999999999, 0.0146911, 0.013560300000000001, 0.0126109, 0.0116749, 0.0108766, 0.0101814, 0.0095602299999999994, 0.0090347499999999994, 0.0085678300000000002, 0.0081263099999999994, 0.0077253499999999998, 0.0073715600000000001, 0.0070502799999999999, 0.0067507499999999998, 0.0064778700000000002, 0.0062253300000000003, 0.0059926299999999997, 0.0057781100000000004, 0.0055805999999999998, 0.00539902, 0.0052324700000000003, 0.0050800899999999998, 0.0049411100000000003, 0.0048148899999999996, 0.0047007899999999998, 0.0045982000000000002, 0.0045066500000000001, 0.0044256499999999997, 0.0043547300000000002, 0.00429357, 0.0042417899999999996, 0.0041990700000000001, 0.0041652199999999999, 0.0041400100000000004, 0.0041232600000000001, 0.0041149699999999999] |
2923 | +v'/U0 |
2924 | +[0.0, 3.1724499999999998e-05, 0.000172394, 0.00049168499999999995, 0.0010410899999999999, 0.00187642, 0.0030518899999999998, 0.0046110200000000004, 0.0065768800000000002, 0.0089469100000000006, 0.0116959, 0.0147846, 0.0181662, 0.021788800000000001, 0.0255973, 0.029532800000000001, 0.033539699999999999, 0.037580500000000003, 0.041620999999999998, 0.045611499999999999, 0.049538199999999998, 0.053443400000000002, 0.057351699999999999, 0.0612218, 0.064959600000000006, 0.068530199999999999, 0.071983199999999997, 0.0752086, 0.078164200000000003, 0.080904199999999996, 0.083486400000000002, 0.085834400000000005, 0.087770100000000004, 0.089551800000000001, 0.091290399999999994, 0.092728199999999997, 0.094040399999999996, 0.095177399999999995, 0.095953499999999997, 0.096447099999999994, 0.096714900000000006, 0.096849699999999997, 0.0968696, 0.096787100000000001, 0.096618599999999999, 0.096359899999999998, 0.095991199999999999, 0.095527200000000007, 0.094970200000000005, 0.094329099999999999, 0.093684799999999999, 0.093104800000000001, 0.092568200000000003, 0.092069200000000004, 0.091613600000000003, 0.091193499999999997, 0.090801000000000007, 0.0904422, 0.090118799999999999, 0.089826199999999995, 0.089561100000000005, 0.089321800000000007, 0.089107699999999998, 0.088917800000000005, 0.088750599999999999, 0.0886044, 0.088477, 0.088366, 0.088269299999999995, 0.088184799999999994, 0.088111099999999998, 0.088043499999999997, 0.087975499999999998, 0.087903899999999993, 0.087828500000000004, 0.087748999999999994, 0.087665199999999999, 0.087576699999999993, 0.0874833, 0.087384799999999999, 0.087280700000000003, 0.087170899999999996, 0.087055099999999996, 0.086932999999999996, 0.086804199999999998, 0.086668499999999996, 0.086525900000000003, 0.0863762, 0.086219400000000002, 0.086055199999999998, 0.085883100000000004, 0.085702200000000006, 0.085511299999999998, 0.085308999999999996, 0.085094799999999998, 0.0848695, 0.084635500000000002, 0.084395100000000001, 0.084148799999999996, 0.083893899999999993, 0.083623699999999995, 0.083335000000000006, 0.083031499999999994, 0.082714999999999997, 0.082384299999999994, 0.082041799999999998, 0.081692200000000006, 0.081333199999999994, 0.080957600000000005, 0.080564700000000003, 0.080156599999999995, 0.079725099999999993, 0.079253299999999999, 0.078736600000000004, 0.078174400000000005, 0.077560599999999993, 0.076905699999999994, 0.076225000000000001, 0.075533900000000001, 0.074843800000000002, 0.074151599999999998, 0.073431399999999994, 0.072664699999999999, 0.071848499999999996, 0.071009900000000001, 0.070147699999999993, 0.069200999999999999, 0.068166500000000005, 0.067081799999999997, 0.065897600000000001, 0.064579499999999998, 0.063202999999999995, 0.061798499999999999, 0.060416299999999999, 0.0591157, 0.057811399999999999, 0.056334200000000001, 0.054747799999999999, 0.053109200000000002, 0.051373099999999998, 0.049496699999999998, 0.047552499999999998, 0.045630200000000003, 0.043692700000000001, 0.041697100000000001, 0.039678400000000003, 0.037607500000000002, 0.035377800000000001, 0.033079200000000003, 0.0307995, 0.028578900000000001, 0.0264403, 0.024357, 0.022337099999999999, 0.0204656, 0.018740400000000001, 0.017126599999999999, 0.0155681, 0.0140813, 0.0127554, 0.0116303, 0.0106821, 0.0098646700000000007, 0.0091435800000000001, 0.0084941800000000005, 0.0079033200000000001, 0.0073635300000000001, 0.0068684200000000001, 0.0064107299999999999, 0.00598513, 0.0055878899999999999, 0.0052153399999999997, 0.0048646200000000001, 0.0045331599999999996, 0.0042188299999999998, 0.0039198000000000002, 0.00363445, 0.0033613699999999998, 0.0030993000000000001, 0.00284709, 0.0026037399999999998, 0.00236834, 0.0021400500000000001, 0.0019180899999999999, 0.00170174, 0.0014903099999999999, 0.00128316, 0.00107967, 0.00087924499999999996, 0.000681305, 0.00048528599999999997, 0.00029063, 9.6786600000000006e-05] |
2925 | +w'/U0 |
2926 | +[-0.0, 3.17848e-07, 5.6204199999999993e-06, 2.9465999999999999e-05, 9.6253600000000003e-05, 0.00024390600000000001, 0.00052244199999999992, 0.00098379299999999995, 0.0016638499999999999, 0.0025675099999999998, 0.0036659399999999999, 0.0049046699999999999, 0.0062194699999999995, 0.0075504000000000005, 0.0088483899999999994, 0.0100903, 0.0112943, 0.012496, 0.013726, 0.015049399999999999, 0.016513099999999999, 0.018135600000000002, 0.019809500000000001, 0.0215312, 0.0234457, 0.0256604, 0.027800400000000003, 0.0299098, 0.032130199999999998, 0.034538199999999998, 0.037245799999999996, 0.040028900000000006, 0.042868799999999999, 0.046138699999999998, 0.049370799999999999, 0.052340800000000007, 0.055519300000000001, 0.058419300000000007, 0.0611424, 0.063060199999999997, 0.064894000000000007, 0.066259600000000002, 0.067222299999999999, 0.0678845, 0.068512900000000002, 0.068874899999999989, 0.068824300000000005, 0.069072599999999998, 0.069141999999999995, 0.068938200000000005, 0.068623599999999993, 0.068206500000000003, 0.067817799999999998, 0.067414600000000005, 0.066991200000000001, 0.066569799999999998, 0.066190499999999999, 0.065843700000000005, 0.065535599999999999, 0.065265400000000001, 0.065032099999999995, 0.064830299999999993, 0.064650799999999994, 0.064489400000000002, 0.064344600000000002, 0.064215300000000003, 0.064099600000000007, 0.063995500000000011, 0.063901699999999992, 0.063817300000000007, 0.063741500000000006, 0.063670699999999997, 0.063597899999999999, 0.063519699999999998, 0.063435599999999995, 0.06334519999999999, 0.063247999999999999, 0.063143699999999997, 0.063031900000000002, 0.062912099999999999, 0.062784099999999995, 0.062647500000000009, 0.062501899999999999, 0.062346800000000001, 0.062182000000000001, 0.062007099999999996, 0.0618217, 0.061625300000000001, 0.061416899999999996, 0.061196, 0.060962100000000005, 0.060714600000000001, 0.060453, 0.060177299999999996, 0.059887200000000002, 0.059582599999999999, 0.059266199999999998, 0.058940700000000006, 0.058601599999999997, 0.058244799999999999, 0.057865800000000002, 0.057451200000000001, 0.057016899999999995, 0.056587999999999999, 0.056157899999999997, 0.055718800000000006, 0.055263699999999999, 0.054780899999999993, 0.054267999999999997, 0.053718300000000004, 0.0531393, 0.052557899999999998, 0.051924100000000001, 0.051224499999999999, 0.050496600000000003, 0.049728700000000001, 0.048887199999999999, 0.047989699999999996, 0.047062, 0.0460729, 0.045026099999999999, 0.043932199999999998, 0.042683900000000004, 0.041450300000000002, 0.040240700000000004, 0.0389018, 0.037578600000000004, 0.036230600000000002, 0.0348001, 0.033162799999999999, 0.031477499999999999, 0.029970999999999998, 0.0283599, 0.0266565, 0.02511, 0.023619499999999998, 0.022025999999999997, 0.020283699999999998, 0.018577800000000002, 0.016922300000000001, 0.015362399999999998, 0.0138335, 0.012394299999999999, 0.011140200000000001, 0.0097178400000000002, 0.0083610000000000004, 0.0070857799999999999, 0.00590976, 0.0048431899999999998, 0.0037667600000000001, 0.0027367899999999998, 0.00188295, 0.00122237, 0.00075018999999999997, 0.000392352, 0.00015831000000000002, 2.4298500000000001e-05, -3.0043699999999998e-05, -6.5626499999999992e-05, -8.7013600000000003e-05, -8.8386500000000012e-05, -7.99199e-05, -7.1381800000000002e-05, -6.4907700000000002e-05, -6.02311e-05, -5.4303299999999999e-05, -4.7547399999999998e-05, -4.3875300000000003e-05, -4.1390100000000002e-05, -3.9379900000000006e-05, -3.7476299999999999e-05, -3.5844199999999998e-05, -3.4257800000000003e-05, -3.27084e-05, -3.1177499999999998e-05, -2.9644700000000001e-05, -2.80959e-05, -2.6538100000000003e-05, -2.49578e-05, -2.3350299999999999e-05, -2.1728000000000003e-05, -2.0081599999999998e-05, -1.8408499999999998e-05, -1.6722700000000002e-05, -1.50162e-05, -1.3288199999999999e-05, -1.15501e-05, -9.7973300000000006e-06, -8.0306499999999991e-06, -6.2569199999999999e-06, -4.4750099999999994e-06, -2.6869499999999997e-06, -8.9601300000000002e-07] |
2927 | |
2928 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-list.dat' |
2929 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-list.dat 2011-10-30 17:25:22 +0000 |
2930 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-list.dat 1970-01-01 00:00:00 +0000 |
2931 | @@ -1,10 +0,0 @@ |
2932 | -y/h |
2933 | -[0.0, 0.00058237999999999996, 0.0018313299999999999, 0.0032605500000000001, 0.0048954200000000002, 0.0067647100000000002, 0.0089009399999999995, 0.0113408, 0.0141256, 0.0173017, 0.020920899999999999, 0.0250411, 0.029726200000000001, 0.035047000000000002, 0.041080999999999999, 0.047912400000000001, 0.055632399999999999, 0.064338300000000001, 0.074132699999999996, 0.085122400000000001, 0.097416600000000006, 0.111124, 0.12635099999999999, 0.14319599999999999, 0.161745, 0.18206900000000001, 0.20421600000000001, 0.22820399999999999, 0.25402000000000002, 0.28160800000000002, 0.31087100000000001, 0.34166800000000003, 0.373809, 0.40706500000000001, 0.441166, 0.47581400000000001, 0.51069100000000001, 0.54547000000000001, 0.57982699999999998, 0.61345499999999997, 0.64607199999999998, 0.67743200000000003, 0.70732799999999996, 0.73560000000000003, 0.76213399999999998, 0.78685700000000003, 0.80974000000000002, 0.830789, 0.85004100000000005, 0.86755800000000005, 0.88341999999999998, 0.89772300000000005, 0.91056999999999999, 0.922068, 0.93232800000000005, 0.94145599999999996, 0.94955900000000004, 0.95673399999999997, 0.96307699999999996, 0.96867300000000001, 0.97360400000000002, 0.97794199999999998, 0.98175400000000002, 0.985101, 0.98803600000000003, 0.99060899999999996, 0.99286200000000002, 0.994834, 0.99655899999999997, 0.99806700000000004, 0.99938499999999997, 1.0005900000000001, 1.0018, 1.0030600000000001, 1.0044, 1.0058, 1.0072700000000001, 1.00881, 1.01044, 1.0121500000000001, 1.0139400000000001, 1.0158199999999999, 1.0178, 1.0198799999999999, 1.02207, 1.0243599999999999, 1.02677, 1.0293000000000001, 1.0319700000000001, 1.0347599999999999, 1.0377000000000001, 1.04078, 1.0440199999999999, 1.04742, 1.0509900000000001, 1.0547500000000001, 1.0586899999999999, 1.0628299999999999, 1.06717, 1.0717399999999999, 1.07653, 1.0815600000000001, 1.0868500000000001, 1.09239, 1.09822, 1.10433, 1.1107499999999999, 1.11748, 1.1245499999999999, 1.1319699999999999, 1.1397600000000001, 1.1479299999999999, 1.1565000000000001, 1.1654899999999999, 1.17493, 1.18483, 1.1952100000000001, 1.2060900000000001, 1.2175100000000001, 1.2294799999999999, 1.24203, 1.25518, 1.2689699999999999, 1.28342, 1.2985599999999999, 1.3144199999999999, 1.33104, 1.3484400000000001, 1.3666700000000001, 1.38575, 1.4057200000000001, 1.42662, 1.4484999999999999, 1.4713799999999999, 1.4953099999999999, 1.52033, 1.5464899999999999, 1.57382, 1.60239, 1.63222, 1.6633800000000001, 1.6959, 1.72984, 1.7652399999999999, 1.80217, 1.8406499999999999, 1.88076, 1.9225399999999999, 1.96604, 2.01132, 2.0584199999999999, 2.1073900000000001, 2.15829, 2.2111700000000001, 2.26607, 2.3230300000000002, 2.3821099999999999, 2.4433400000000001, 2.5067699999999999, 2.5724300000000002, 2.6403599999999998, 2.7105899999999998, 2.78315, 2.85805, 2.9353199999999999, 3.01498, 3.0970200000000001, 3.1814499999999999, 3.2682799999999999, 3.3574899999999999, 3.4490599999999998, 3.54298, 3.6392099999999998, 3.7377099999999999, 3.8384499999999999, 3.94137, 4.0464000000000002, 4.1534899999999997, 4.2625599999999997, 4.3735200000000001, 4.4862799999999998, 4.6007400000000001, 4.7168000000000001, 4.8343499999999997, 4.9532600000000002, 5.0734000000000004, 5.1946599999999998, 5.3168899999999999, 5.43994, 5.5636799999999997, 5.6879600000000003, 5.8126199999999999, 5.9375099999999996] |
2934 | -U/U0 |
2935 | -[0.0, 0.0036386399999999998, 0.0114512, 0.0204002, 0.030626500000000001, 0.042256099999999998, 0.055369799999999997, 0.069964600000000002, 0.085917300000000002, 0.102968, 0.120737, 0.138767, 0.15659100000000001, 0.17380100000000001, 0.19009200000000001, 0.20528299999999999, 0.219281, 0.23205000000000001, 0.243643, 0.25421899999999997, 0.26395600000000002, 0.27294600000000002, 0.28132099999999999, 0.28927999999999998, 0.29704399999999997, 0.304622, 0.312029, 0.31970500000000002, 0.32777099999999998, 0.336451, 0.34564699999999998, 0.35525499999999999, 0.36515399999999998, 0.37574600000000002, 0.38666499999999998, 0.39840300000000001, 0.41092200000000001, 0.42332999999999998, 0.43621300000000002, 0.44896999999999998, 0.46146199999999998, 0.47352699999999998, 0.48541000000000001, 0.49682700000000002, 0.50761900000000004, 0.51806399999999997, 0.52764500000000003, 0.53663899999999998, 0.54467399999999999, 0.551817, 0.55835400000000002, 0.56435800000000003, 0.56983899999999998, 0.57472299999999998, 0.57905399999999996, 0.58289500000000005, 0.58629100000000001, 0.58930199999999999, 0.59198300000000004, 0.59435899999999997, 0.59645599999999999, 0.59829699999999997, 0.59990900000000003, 0.60132099999999999, 0.60255800000000004, 0.60364099999999998, 0.60458800000000001, 0.60541599999999995, 0.60614100000000004, 0.60677499999999995, 0.60732900000000001, 0.60783600000000004, 0.60834500000000002, 0.60888100000000001, 0.60944500000000001, 0.610039, 0.61066500000000001, 0.61132299999999995, 0.612016, 0.61274600000000001, 0.613514, 0.61432200000000003, 0.61517299999999997, 0.61606799999999995, 0.61701099999999998, 0.61800299999999997, 0.61904599999999999, 0.620143, 0.62129599999999996, 0.62250700000000003, 0.623776, 0.62510600000000005, 0.62649900000000003, 0.62795900000000004, 0.62949299999999997, 0.63110599999999994, 0.63280400000000003, 0.63459100000000002, 0.63647299999999996, 0.63845300000000005, 0.64053199999999999, 0.64271299999999998, 0.64499600000000001, 0.647374, 0.64985199999999999, 0.65244100000000005, 0.65515599999999996, 0.65801600000000005, 0.66101900000000002, 0.664161, 0.66744099999999995, 0.67083099999999996, 0.67434000000000005, 0.67800400000000005, 0.68185099999999998, 0.68587699999999996, 0.69006500000000004, 0.69443900000000003, 0.69899299999999998, 0.703739, 0.70862099999999995, 0.71365000000000001, 0.71889899999999995, 0.72433199999999998, 0.729962, 0.73572700000000002, 0.74150499999999997, 0.74737399999999998, 0.75340499999999999, 0.75971100000000003, 0.76614300000000002, 0.77255799999999997, 0.77913100000000002, 0.785883, 0.79269400000000001, 0.79956099999999997, 0.80647500000000005, 0.81365900000000002, 0.821025, 0.82837000000000005, 0.83554899999999999, 0.84254899999999999, 0.84934900000000002, 0.85597400000000001, 0.86243800000000004, 0.86851999999999996, 0.87412500000000004, 0.87926099999999996, 0.88375300000000001, 0.88784799999999997, 0.89122500000000004, 0.89393, 0.89608399999999999, 0.89765099999999998, 0.89883299999999999, 0.89974100000000001, 0.90031799999999995, 0.90073000000000003, 0.90104300000000004, 0.90125299999999997, 0.90140200000000004, 0.90159800000000001, 0.90184799999999998, 0.90217899999999995, 0.90247299999999997, 0.90266500000000005, 0.90281900000000004, 0.90310299999999999, 0.90339899999999995, 0.90367600000000003, 0.903976, 0.90426899999999999, 0.90456199999999998, 0.90485199999999999, 0.90513699999999997, 0.90541499999999997, 0.90568499999999996, 0.90594600000000003, 0.90619799999999995, 0.90643700000000005, 0.90666500000000005, 0.90687899999999999, 0.90707899999999997, 0.90726300000000004, 0.90743200000000002, 0.90758399999999995, 0.90771800000000002, 0.90783400000000003, 0.90793199999999996, 0.90801100000000001, 0.90807000000000004, 0.90810999999999997, 0.90812999999999999] |
2936 | -u'/U0 |
2937 | -[0.0, 0.0029617599999999999, 0.0092526199999999996, 0.016351600000000001, 0.024313100000000001, 0.033117399999999998, 0.042614800000000001, 0.052490799999999997, 0.0622997, 0.071558800000000006, 0.079848299999999997, 0.086871599999999993, 0.092482900000000007, 0.0967142, 0.099767300000000003, 0.10193199999999999, 0.103453, 0.10438500000000001, 0.104767, 0.10489, 0.105034, 0.105235, 0.105437, 0.105764, 0.106268, 0.10724499999999999, 0.10814699999999999, 0.10936800000000001, 0.111052, 0.112636, 0.11440400000000001, 0.11650099999999999, 0.118754, 0.121168, 0.12336999999999999, 0.12511, 0.12734799999999999, 0.12914600000000001, 0.13140099999999999, 0.132572, 0.133715, 0.13474700000000001, 0.13544999999999999, 0.136016, 0.13630400000000001, 0.13624900000000001, 0.135965, 0.13588900000000001, 0.13572000000000001, 0.13573199999999999, 0.13551199999999999, 0.13516300000000001, 0.13497500000000001, 0.13478299999999999, 0.134571, 0.13436600000000001, 0.13419200000000001, 0.13402900000000001, 0.13386200000000001, 0.13370499999999999, 0.133572, 0.13345799999999999, 0.133356, 0.13326299999999999, 0.13317499999999999, 0.13309299999999999, 0.133017, 0.13294700000000001, 0.132884, 0.132826, 0.132774, 0.13272500000000001, 0.13267399999999999, 0.13262099999999999, 0.13256299999999999, 0.13250100000000001, 0.132435, 0.13236400000000001, 0.13228899999999999, 0.13220899999999999, 0.13212499999999999, 0.13203599999999999, 0.13194500000000001, 0.13184899999999999, 0.131749, 0.13164300000000001, 0.13153000000000001, 0.131409, 0.13127800000000001, 0.131133, 0.13097300000000001, 0.130797, 0.13060099999999999, 0.130386, 0.13014899999999999, 0.12989600000000001, 0.129633, 0.129361, 0.129077, 0.128775, 0.128445, 0.128079, 0.12770300000000001, 0.12734699999999999, 0.126996, 0.126639, 0.126274, 0.12587799999999999, 0.12543199999999999, 0.12493700000000001, 0.124418, 0.123927, 0.123345, 0.122596, 0.121724, 0.120755, 0.119676, 0.11846, 0.117203, 0.11593000000000001, 0.114676, 0.113346, 0.11176999999999999, 0.109946, 0.107844, 0.105765, 0.103849, 0.101829, 0.099646200000000004, 0.097179299999999996, 0.094562900000000005, 0.092022000000000007, 0.089379299999999995, 0.086821200000000001, 0.084258299999999994, 0.081607600000000002, 0.079012299999999994, 0.076009800000000002, 0.072860400000000006, 0.069823999999999997, 0.067032700000000001, 0.064274100000000001, 0.061163200000000001, 0.057957599999999998, 0.054456200000000003, 0.050801800000000001, 0.046789200000000003, 0.043027700000000002, 0.039463999999999999, 0.035478200000000001, 0.031608200000000003, 0.028136600000000001, 0.025297699999999999, 0.0226851, 0.020010900000000002, 0.0177012, 0.015989099999999999, 0.0146911, 0.013560300000000001, 0.0126109, 0.0116749, 0.0108766, 0.0101814, 0.0095602299999999994, 0.0090347499999999994, 0.0085678300000000002, 0.0081263099999999994, 0.0077253499999999998, 0.0073715600000000001, 0.0070502799999999999, 0.0067507499999999998, 0.0064778700000000002, 0.0062253300000000003, 0.0059926299999999997, 0.0057781100000000004, 0.0055805999999999998, 0.00539902, 0.0052324700000000003, 0.0050800899999999998, 0.0049411100000000003, 0.0048148899999999996, 0.0047007899999999998, 0.0045982000000000002, 0.0045066500000000001, 0.0044256499999999997, 0.0043547300000000002, 0.00429357, 0.0042417899999999996, 0.0041990700000000001, 0.0041652199999999999, 0.0041400100000000004, 0.0041232600000000001, 0.0041149699999999999] |
2938 | -v'/U0 |
2939 | -[0.0, 3.1724499999999998e-05, 0.000172394, 0.00049168499999999995, 0.0010410899999999999, 0.00187642, 0.0030518899999999998, 0.0046110200000000004, 0.0065768800000000002, 0.0089469100000000006, 0.0116959, 0.0147846, 0.0181662, 0.021788800000000001, 0.0255973, 0.029532800000000001, 0.033539699999999999, 0.037580500000000003, 0.041620999999999998, 0.045611499999999999, 0.049538199999999998, 0.053443400000000002, 0.057351699999999999, 0.0612218, 0.064959600000000006, 0.068530199999999999, 0.071983199999999997, 0.0752086, 0.078164200000000003, 0.080904199999999996, 0.083486400000000002, 0.085834400000000005, 0.087770100000000004, 0.089551800000000001, 0.091290399999999994, 0.092728199999999997, 0.094040399999999996, 0.095177399999999995, 0.095953499999999997, 0.096447099999999994, 0.096714900000000006, 0.096849699999999997, 0.0968696, 0.096787100000000001, 0.096618599999999999, 0.096359899999999998, 0.095991199999999999, 0.095527200000000007, 0.094970200000000005, 0.094329099999999999, 0.093684799999999999, 0.093104800000000001, 0.092568200000000003, 0.092069200000000004, 0.091613600000000003, 0.091193499999999997, 0.090801000000000007, 0.0904422, 0.090118799999999999, 0.089826199999999995, 0.089561100000000005, 0.089321800000000007, 0.089107699999999998, 0.088917800000000005, 0.088750599999999999, 0.0886044, 0.088477, 0.088366, 0.088269299999999995, 0.088184799999999994, 0.088111099999999998, 0.088043499999999997, 0.087975499999999998, 0.087903899999999993, 0.087828500000000004, 0.087748999999999994, 0.087665199999999999, 0.087576699999999993, 0.0874833, 0.087384799999999999, 0.087280700000000003, 0.087170899999999996, 0.087055099999999996, 0.086932999999999996, 0.086804199999999998, 0.086668499999999996, 0.086525900000000003, 0.0863762, 0.086219400000000002, 0.086055199999999998, 0.085883100000000004, 0.085702200000000006, 0.085511299999999998, 0.085308999999999996, 0.085094799999999998, 0.0848695, 0.084635500000000002, 0.084395100000000001, 0.084148799999999996, 0.083893899999999993, 0.083623699999999995, 0.083335000000000006, 0.083031499999999994, 0.082714999999999997, 0.082384299999999994, 0.082041799999999998, 0.081692200000000006, 0.081333199999999994, 0.080957600000000005, 0.080564700000000003, 0.080156599999999995, 0.079725099999999993, 0.079253299999999999, 0.078736600000000004, 0.078174400000000005, 0.077560599999999993, 0.076905699999999994, 0.076225000000000001, 0.075533900000000001, 0.074843800000000002, 0.074151599999999998, 0.073431399999999994, 0.072664699999999999, 0.071848499999999996, 0.071009900000000001, 0.070147699999999993, 0.069200999999999999, 0.068166500000000005, 0.067081799999999997, 0.065897600000000001, 0.064579499999999998, 0.063202999999999995, 0.061798499999999999, 0.060416299999999999, 0.0591157, 0.057811399999999999, 0.056334200000000001, 0.054747799999999999, 0.053109200000000002, 0.051373099999999998, 0.049496699999999998, 0.047552499999999998, 0.045630200000000003, 0.043692700000000001, 0.041697100000000001, 0.039678400000000003, 0.037607500000000002, 0.035377800000000001, 0.033079200000000003, 0.0307995, 0.028578900000000001, 0.0264403, 0.024357, 0.022337099999999999, 0.0204656, 0.018740400000000001, 0.017126599999999999, 0.0155681, 0.0140813, 0.0127554, 0.0116303, 0.0106821, 0.0098646700000000007, 0.0091435800000000001, 0.0084941800000000005, 0.0079033200000000001, 0.0073635300000000001, 0.0068684200000000001, 0.0064107299999999999, 0.00598513, 0.0055878899999999999, 0.0052153399999999997, 0.0048646200000000001, 0.0045331599999999996, 0.0042188299999999998, 0.0039198000000000002, 0.00363445, 0.0033613699999999998, 0.0030993000000000001, 0.00284709, 0.0026037399999999998, 0.00236834, 0.0021400500000000001, 0.0019180899999999999, 0.00170174, 0.0014903099999999999, 0.00128316, 0.00107967, 0.00087924499999999996, 0.000681305, 0.00048528599999999997, 0.00029063, 9.6786600000000006e-05] |
2940 | -w'/U0 |
2941 | -[-0.0, 3.17848e-07, 5.6204199999999993e-06, 2.9465999999999999e-05, 9.6253600000000003e-05, 0.00024390600000000001, 0.00052244199999999992, 0.00098379299999999995, 0.0016638499999999999, 0.0025675099999999998, 0.0036659399999999999, 0.0049046699999999999, 0.0062194699999999995, 0.0075504000000000005, 0.0088483899999999994, 0.0100903, 0.0112943, 0.012496, 0.013726, 0.015049399999999999, 0.016513099999999999, 0.018135600000000002, 0.019809500000000001, 0.0215312, 0.0234457, 0.0256604, 0.027800400000000003, 0.0299098, 0.032130199999999998, 0.034538199999999998, 0.037245799999999996, 0.040028900000000006, 0.042868799999999999, 0.046138699999999998, 0.049370799999999999, 0.052340800000000007, 0.055519300000000001, 0.058419300000000007, 0.0611424, 0.063060199999999997, 0.064894000000000007, 0.066259600000000002, 0.067222299999999999, 0.0678845, 0.068512900000000002, 0.068874899999999989, 0.068824300000000005, 0.069072599999999998, 0.069141999999999995, 0.068938200000000005, 0.068623599999999993, 0.068206500000000003, 0.067817799999999998, 0.067414600000000005, 0.066991200000000001, 0.066569799999999998, 0.066190499999999999, 0.065843700000000005, 0.065535599999999999, 0.065265400000000001, 0.065032099999999995, 0.064830299999999993, 0.064650799999999994, 0.064489400000000002, 0.064344600000000002, 0.064215300000000003, 0.064099600000000007, 0.063995500000000011, 0.063901699999999992, 0.063817300000000007, 0.063741500000000006, 0.063670699999999997, 0.063597899999999999, 0.063519699999999998, 0.063435599999999995, 0.06334519999999999, 0.063247999999999999, 0.063143699999999997, 0.063031900000000002, 0.062912099999999999, 0.062784099999999995, 0.062647500000000009, 0.062501899999999999, 0.062346800000000001, 0.062182000000000001, 0.062007099999999996, 0.0618217, 0.061625300000000001, 0.061416899999999996, 0.061196, 0.060962100000000005, 0.060714600000000001, 0.060453, 0.060177299999999996, 0.059887200000000002, 0.059582599999999999, 0.059266199999999998, 0.058940700000000006, 0.058601599999999997, 0.058244799999999999, 0.057865800000000002, 0.057451200000000001, 0.057016899999999995, 0.056587999999999999, 0.056157899999999997, 0.055718800000000006, 0.055263699999999999, 0.054780899999999993, 0.054267999999999997, 0.053718300000000004, 0.0531393, 0.052557899999999998, 0.051924100000000001, 0.051224499999999999, 0.050496600000000003, 0.049728700000000001, 0.048887199999999999, 0.047989699999999996, 0.047062, 0.0460729, 0.045026099999999999, 0.043932199999999998, 0.042683900000000004, 0.041450300000000002, 0.040240700000000004, 0.0389018, 0.037578600000000004, 0.036230600000000002, 0.0348001, 0.033162799999999999, 0.031477499999999999, 0.029970999999999998, 0.0283599, 0.0266565, 0.02511, 0.023619499999999998, 0.022025999999999997, 0.020283699999999998, 0.018577800000000002, 0.016922300000000001, 0.015362399999999998, 0.0138335, 0.012394299999999999, 0.011140200000000001, 0.0097178400000000002, 0.0083610000000000004, 0.0070857799999999999, 0.00590976, 0.0048431899999999998, 0.0037667600000000001, 0.0027367899999999998, 0.00188295, 0.00122237, 0.00075018999999999997, 0.000392352, 0.00015831000000000002, 2.4298500000000001e-05, -3.0043699999999998e-05, -6.5626499999999992e-05, -8.7013600000000003e-05, -8.8386500000000012e-05, -7.99199e-05, -7.1381800000000002e-05, -6.4907700000000002e-05, -6.02311e-05, -5.4303299999999999e-05, -4.7547399999999998e-05, -4.3875300000000003e-05, -4.1390100000000002e-05, -3.9379900000000006e-05, -3.7476299999999999e-05, -3.5844199999999998e-05, -3.4257800000000003e-05, -3.27084e-05, -3.1177499999999998e-05, -2.9644700000000001e-05, -2.80959e-05, -2.6538100000000003e-05, -2.49578e-05, -2.3350299999999999e-05, -2.1728000000000003e-05, -2.0081599999999998e-05, -1.8408499999999998e-05, -1.6722700000000002e-05, -1.50162e-05, -1.3288199999999999e-05, -1.15501e-05, -9.7973300000000006e-06, -8.0306499999999991e-06, -6.2569199999999999e-06, -4.4750099999999994e-06, -2.6869499999999997e-06, -8.9601300000000002e-07] |
2942 | |
2943 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-table.dat' |
2944 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-table.dat 1970-01-01 00:00:00 +0000 |
2945 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-table.dat 2013-04-16 15:27:30 +0000 |
2946 | @@ -0,0 +1,194 @@ |
2947 | +y U u'u' v'v' -10*u'v' |
2948 | +0.0 0.0 0.0 0.0 -0.0 |
2949 | +0.00058238 0.00363864 0.00296176 3.17245e-05 3.17848e-07 |
2950 | +0.00183133 0.0114512 0.00925262 0.000172394 5.62042e-06 |
2951 | +0.00326055 0.0204002 0.0163516 0.000491685 2.9466e-05 |
2952 | +0.00489542 0.0306265 0.0243131 0.00104109 9.62536e-05 |
2953 | +0.00676471 0.0422561 0.0331174 0.00187642 0.000243906 |
2954 | +0.00890094 0.0553698 0.0426148 0.00305189 0.000522442 |
2955 | +0.0113408 0.0699646 0.0524908 0.00461102 0.000983793 |
2956 | +0.0141256 0.0859173 0.0622997 0.00657688 0.00166385 |
2957 | +0.0173017 0.102968 0.0715588 0.00894691 0.00256751 |
2958 | +0.0209209 0.120737 0.0798483 0.0116959 0.00366594 |
2959 | +0.0250411 0.138767 0.0868716 0.0147846 0.00490467 |
2960 | +0.0297262 0.156591 0.0924829 0.0181662 0.00621947 |
2961 | +0.035047 0.173801 0.0967142 0.0217888 0.0075504 |
2962 | +0.041081 0.190092 0.0997673 0.0255973 0.00884839 |
2963 | +0.0479124 0.205283 0.101932 0.0295328 0.0100903 |
2964 | +0.0556324 0.219281 0.103453 0.0335397 0.0112943 |
2965 | +0.0643383 0.23205 0.104385 0.0375805 0.012496 |
2966 | +0.0741327 0.243643 0.104767 0.041621 0.013726 |
2967 | +0.0851224 0.254219 0.10489 0.0456115 0.0150494 |
2968 | +0.0974166 0.263956 0.105034 0.0495382 0.0165131 |
2969 | +0.111124 0.272946 0.105235 0.0534434 0.0181356 |
2970 | +0.126351 0.281321 0.105437 0.0573517 0.0198095 |
2971 | +0.143196 0.28928 0.105764 0.0612218 0.0215312 |
2972 | +0.161745 0.297044 0.106268 0.0649596 0.0234457 |
2973 | +0.182069 0.304622 0.107245 0.0685302 0.0256604 |
2974 | +0.204216 0.312029 0.108147 0.0719832 0.0278004 |
2975 | +0.228204 0.319705 0.109368 0.0752086 0.0299098 |
2976 | +0.25402 0.327771 0.111052 0.0781642 0.0321302 |
2977 | +0.281608 0.336451 0.112636 0.0809042 0.0345382 |
2978 | +0.310871 0.345647 0.114404 0.0834864 0.0372458 |
2979 | +0.341668 0.355255 0.116501 0.0858344 0.0400289 |
2980 | +0.373809 0.365154 0.118754 0.0877701 0.0428688 |
2981 | +0.407065 0.375746 0.121168 0.0895518 0.0461387 |
2982 | +0.441166 0.386665 0.12337 0.0912904 0.0493708 |
2983 | +0.475814 0.398403 0.12511 0.0927282 0.0523408 |
2984 | +0.510691 0.410922 0.127348 0.0940404 0.0555193 |
2985 | +0.54547 0.42333 0.129146 0.0951774 0.0584193 |
2986 | +0.579827 0.436213 0.131401 0.0959535 0.0611424 |
2987 | +0.613455 0.44897 0.132572 0.0964471 0.0630602 |
2988 | +0.646072 0.461462 0.133715 0.0967149 0.064894 |
2989 | +0.677432 0.473527 0.134747 0.0968497 0.0662596 |
2990 | +0.707328 0.48541 0.13545 0.0968696 0.0672223 |
2991 | +0.7356 0.496827 0.136016 0.0967871 0.0678845 |
2992 | +0.762134 0.507619 0.136304 0.0966186 0.0685129 |
2993 | +0.786857 0.518064 0.136249 0.0963599 0.0688749 |
2994 | +0.80974 0.527645 0.135965 0.0959912 0.0688243 |
2995 | +0.830789 0.536639 0.135889 0.0955272 0.0690726 |
2996 | +0.850041 0.544674 0.13572 0.0949702 0.069142 |
2997 | +0.867558 0.551817 0.135732 0.0943291 0.0689382 |
2998 | +0.88342 0.558354 0.135512 0.0936848 0.0686236 |
2999 | +0.897723 0.564358 0.135163 0.0931048 0.0682065 |
3000 | +0.91057 0.569839 0.134975 0.0925682 0.0678178 |
3001 | +0.922068 0.574723 0.134783 0.0920692 0.0674146 |
3002 | +0.932328 0.579054 0.134571 0.0916136 0.0669912 |
3003 | +0.941456 0.582895 0.134366 0.0911935 0.0665698 |
3004 | +0.949559 0.586291 0.134192 0.090801 0.0661905 |
3005 | +0.956734 0.589302 0.134029 0.0904422 0.0658437 |
3006 | +0.963077 0.591983 0.133862 0.0901188 0.0655356 |
3007 | +0.968673 0.594359 0.133705 0.0898262 0.0652654 |
3008 | +0.973604 0.596456 0.133572 0.0895611 0.0650321 |
3009 | +0.977942 0.598297 0.133458 0.0893218 0.0648303 |
3010 | +0.981754 0.599909 0.133356 0.0891077 0.0646508 |
3011 | +0.985101 0.601321 0.133263 0.0889178 0.0644894 |
3012 | +0.988036 0.602558 0.133175 0.0887506 0.0643446 |
3013 | +0.990609 0.603641 0.133093 0.0886044 0.0642153 |
3014 | +0.992862 0.604588 0.133017 0.088477 0.0640996 |
3015 | +0.994834 0.605416 0.132947 0.088366 0.0639955 |
3016 | +0.996559 0.606141 0.132884 0.0882693 0.0639017 |
3017 | +0.998067 0.606775 0.132826 0.0881848 0.0638173 |
3018 | +0.999385 0.607329 0.132774 0.0881111 0.0637415 |
3019 | +1.00059 0.607836 0.132725 0.0880435 0.0636707 |
3020 | +1.0018 0.608345 0.132674 0.0879755 0.0635979 |
3021 | +1.00306 0.608881 0.132621 0.0879039 0.0635197 |
3022 | +1.0044 0.609445 0.132563 0.0878285 0.0634356 |
3023 | +1.0058 0.610039 0.132501 0.087749 0.0633452 |
3024 | +1.00727 0.610665 0.132435 0.0876652 0.063248 |
3025 | +1.00881 0.611323 0.132364 0.0875767 0.0631437 |
3026 | +1.01044 0.612016 0.132289 0.0874833 0.0630319 |
3027 | +1.01215 0.612746 0.132209 0.0873848 0.0629121 |
3028 | +1.01394 0.613514 0.132125 0.0872807 0.0627841 |
3029 | +1.01582 0.614322 0.132036 0.0871709 0.0626475 |
3030 | +1.0178 0.615173 0.131945 0.0870551 0.0625019 |
3031 | +1.01988 0.616068 0.131849 0.086933 0.0623468 |
3032 | +1.02207 0.617011 0.131749 0.0868042 0.062182 |
3033 | +1.02436 0.618003 0.131643 0.0866685 0.0620071 |
3034 | +1.02677 0.619046 0.13153 0.0865259 0.0618217 |
3035 | +1.0293 0.620143 0.131409 0.0863762 0.0616253 |
3036 | +1.03197 0.621296 0.131278 0.0862194 0.0614169 |
3037 | +1.03476 0.622507 0.131133 0.0860552 0.061196 |
3038 | +1.0377 0.623776 0.130973 0.0858831 0.0609621 |
3039 | +1.04078 0.625106 0.130797 0.0857022 0.0607146 |
3040 | +1.04402 0.626499 0.130601 0.0855113 0.060453 |
3041 | +1.04742 0.627959 0.130386 0.085309 0.0601773 |
3042 | +1.05099 0.629493 0.130149 0.0850948 0.0598872 |
3043 | +1.05475 0.631106 0.129896 0.0848695 0.0595826 |
3044 | +1.05869 0.632804 0.129633 0.0846355 0.0592662 |
3045 | +1.06283 0.634591 0.129361 0.0843951 0.0589407 |
3046 | +1.06717 0.636473 0.129077 0.0841488 0.0586016 |
3047 | +1.07174 0.638453 0.128775 0.0838939 0.0582448 |
3048 | +1.07653 0.640532 0.128445 0.0836237 0.0578658 |
3049 | +1.08156 0.642713 0.128079 0.083335 0.0574512 |
3050 | +1.08685 0.644996 0.127703 0.0830315 0.0570169 |
3051 | +1.09239 0.647374 0.127347 0.082715 0.056588 |
3052 | +1.09822 0.649852 0.126996 0.0823843 0.0561579 |
3053 | +1.10433 0.652441 0.126639 0.0820418 0.0557188 |
3054 | +1.11075 0.655156 0.126274 0.0816922 0.0552637 |
3055 | +1.11748 0.658016 0.125878 0.0813332 0.0547809 |
3056 | +1.12455 0.661019 0.125432 0.0809576 0.054268 |
3057 | +1.13197 0.664161 0.124937 0.0805647 0.0537183 |
3058 | +1.13976 0.667441 0.124418 0.0801566 0.0531393 |
3059 | +1.14793 0.670831 0.123927 0.0797251 0.0525579 |
3060 | +1.1565 0.67434 0.123345 0.0792533 0.0519241 |
3061 | +1.16549 0.678004 0.122596 0.0787366 0.0512245 |
3062 | +1.17493 0.681851 0.121724 0.0781744 0.0504966 |
3063 | +1.18483 0.685877 0.120755 0.0775606 0.0497287 |
3064 | +1.19521 0.690065 0.119676 0.0769057 0.0488872 |
3065 | +1.20609 0.694439 0.11846 0.076225 0.0479897 |
3066 | +1.21751 0.698993 0.117203 0.0755339 0.047062 |
3067 | +1.22948 0.703739 0.11593 0.0748438 0.0460729 |
3068 | +1.24203 0.708621 0.114676 0.0741516 0.0450261 |
3069 | +1.25518 0.71365 0.113346 0.0734314 0.0439322 |
3070 | +1.26897 0.718899 0.11177 0.0726647 0.0426839 |
3071 | +1.28342 0.724332 0.109946 0.0718485 0.0414503 |
3072 | +1.29856 0.729962 0.107844 0.0710099 0.0402407 |
3073 | +1.31442 0.735727 0.105765 0.0701477 0.0389018 |
3074 | +1.33104 0.741505 0.103849 0.069201 0.0375786 |
3075 | +1.34844 0.747374 0.101829 0.0681665 0.0362306 |
3076 | +1.36667 0.753405 0.0996462 0.0670818 0.0348001 |
3077 | +1.38575 0.759711 0.0971793 0.0658976 0.0331628 |
3078 | +1.40572 0.766143 0.0945629 0.0645795 0.0314775 |
3079 | +1.42662 0.772558 0.092022 0.063203 0.029971 |
3080 | +1.4485 0.779131 0.0893793 0.0617985 0.0283599 |
3081 | +1.47138 0.785883 0.0868212 0.0604163 0.0266565 |
3082 | +1.49531 0.792694 0.0842583 0.0591157 0.02511 |
3083 | +1.52033 0.799561 0.0816076 0.0578114 0.0236195 |
3084 | +1.54649 0.806475 0.0790123 0.0563342 0.022026 |
3085 | +1.57382 0.813659 0.0760098 0.0547478 0.0202837 |
3086 | +1.60239 0.821025 0.0728604 0.0531092 0.0185778 |
3087 | +1.63222 0.82837 0.069824 0.0513731 0.0169223 |
3088 | +1.66338 0.835549 0.0670327 0.0494967 0.0153624 |
3089 | +1.6959 0.842549 0.0642741 0.0475525 0.0138335 |
3090 | +1.72984 0.849349 0.0611632 0.0456302 0.0123943 |
3091 | +1.76524 0.855974 0.0579576 0.0436927 0.0111402 |
3092 | +1.80217 0.862438 0.0544562 0.0416971 0.00971784 |
3093 | +1.84065 0.86852 0.0508018 0.0396784 0.008361 |
3094 | +1.88076 0.874125 0.0467892 0.0376075 0.00708578 |
3095 | +1.92254 0.879261 0.0430277 0.0353778 0.00590976 |
3096 | +1.96604 0.883753 0.039464 0.0330792 0.00484319 |
3097 | +2.01132 0.887848 0.0354782 0.0307995 0.00376676 |
3098 | +2.05842 0.891225 0.0316082 0.0285789 0.00273679 |
3099 | +2.10739 0.89393 0.0281366 0.0264403 0.00188295 |
3100 | +2.15829 0.896084 0.0252977 0.024357 0.00122237 |
3101 | +2.21117 0.897651 0.0226851 0.0223371 0.00075019 |
3102 | +2.26607 0.898833 0.0200109 0.0204656 0.000392352 |
3103 | +2.32303 0.899741 0.0177012 0.0187404 0.00015831 |
3104 | +2.38211 0.900318 0.0159891 0.0171266 2.42985e-05 |
3105 | +2.44334 0.90073 0.0146911 0.0155681 -3.00437e-05 |
3106 | +2.50677 0.901043 0.0135603 0.0140813 -6.56265e-05 |
3107 | +2.57243 0.901253 0.0126109 0.0127554 -8.70136e-05 |
3108 | +2.64036 0.901402 0.0116749 0.0116303 -8.83865e-05 |
3109 | +2.71059 0.901598 0.0108766 0.0106821 -7.99199e-05 |
3110 | +2.78315 0.901848 0.0101814 0.00986467 -7.13818e-05 |
3111 | +2.85805 0.902179 0.00956023 0.00914358 -6.49077e-05 |
3112 | +2.93532 0.902473 0.00903475 0.00849418 -6.02311e-05 |
3113 | +3.01498 0.902665 0.00856783 0.00790332 -5.43033e-05 |
3114 | +3.09702 0.902819 0.00812631 0.00736353 -4.75474e-05 |
3115 | +3.18145 0.903103 0.00772535 0.00686842 -4.38753e-05 |
3116 | +3.26828 0.903399 0.00737156 0.00641073 -4.13901e-05 |
3117 | +3.35749 0.903676 0.00705028 0.00598513 -3.93799e-05 |
3118 | +3.44906 0.903976 0.00675075 0.00558789 -3.74763e-05 |
3119 | +3.54298 0.904269 0.00647787 0.00521534 -3.58442e-05 |
3120 | +3.63921 0.904562 0.00622533 0.00486462 -3.42578e-05 |
3121 | +3.73771 0.904852 0.00599263 0.00453316 -3.27084e-05 |
3122 | +3.83845 0.905137 0.00577811 0.00421883 -3.11775e-05 |
3123 | +3.94137 0.905415 0.0055806 0.0039198 -2.96447e-05 |
3124 | +4.0464 0.905685 0.00539902 0.00363445 -2.80959e-05 |
3125 | +4.15349 0.905946 0.00523247 0.00336137 -2.65381e-05 |
3126 | +4.26256 0.906198 0.00508009 0.0030993 -2.49578e-05 |
3127 | +4.37352 0.906437 0.00494111 0.00284709 -2.33503e-05 |
3128 | +4.48628 0.906665 0.00481489 0.00260374 -2.1728e-05 |
3129 | +4.60074 0.906879 0.00470079 0.00236834 -2.00816e-05 |
3130 | +4.7168 0.907079 0.0045982 0.00214005 -1.84085e-05 |
3131 | +4.83435 0.907263 0.00450665 0.00191809 -1.67227e-05 |
3132 | +4.95326 0.907432 0.00442565 0.00170174 -1.50162e-05 |
3133 | +5.0734 0.907584 0.00435473 0.00149031 -1.32882e-05 |
3134 | +5.19466 0.907718 0.00429357 0.00128316 -1.15501e-05 |
3135 | +5.31689 0.907834 0.00424179 0.00107967 -9.79733e-06 |
3136 | +5.43994 0.907932 0.00419907 0.000879245 -8.03065e-06 |
3137 | +5.56368 0.908011 0.00416522 0.000681305 -6.25692e-06 |
3138 | +5.68796 0.90807 0.00414001 0.000485286 -4.47501e-06 |
3139 | +5.81262 0.90811 0.00412326 0.00029063 -2.68695e-06 |
3140 | +5.93751 0.90813 0.00411497 9.67866e-05 -8.96013e-07 |
3141 | |
3142 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-table.dat' |
3143 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-table.dat 2011-10-30 17:25:22 +0000 |
3144 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC513-table.dat 1970-01-01 00:00:00 +0000 |
3145 | @@ -1,194 +0,0 @@ |
3146 | -y U u'u' v'v' -10*u'v' |
3147 | -0.0 0.0 0.0 0.0 -0.0 |
3148 | -0.00058238 0.00363864 0.00296176 3.17245e-05 3.17848e-07 |
3149 | -0.00183133 0.0114512 0.00925262 0.000172394 5.62042e-06 |
3150 | -0.00326055 0.0204002 0.0163516 0.000491685 2.9466e-05 |
3151 | -0.00489542 0.0306265 0.0243131 0.00104109 9.62536e-05 |
3152 | -0.00676471 0.0422561 0.0331174 0.00187642 0.000243906 |
3153 | -0.00890094 0.0553698 0.0426148 0.00305189 0.000522442 |
3154 | -0.0113408 0.0699646 0.0524908 0.00461102 0.000983793 |
3155 | -0.0141256 0.0859173 0.0622997 0.00657688 0.00166385 |
3156 | -0.0173017 0.102968 0.0715588 0.00894691 0.00256751 |
3157 | -0.0209209 0.120737 0.0798483 0.0116959 0.00366594 |
3158 | -0.0250411 0.138767 0.0868716 0.0147846 0.00490467 |
3159 | -0.0297262 0.156591 0.0924829 0.0181662 0.00621947 |
3160 | -0.035047 0.173801 0.0967142 0.0217888 0.0075504 |
3161 | -0.041081 0.190092 0.0997673 0.0255973 0.00884839 |
3162 | -0.0479124 0.205283 0.101932 0.0295328 0.0100903 |
3163 | -0.0556324 0.219281 0.103453 0.0335397 0.0112943 |
3164 | -0.0643383 0.23205 0.104385 0.0375805 0.012496 |
3165 | -0.0741327 0.243643 0.104767 0.041621 0.013726 |
3166 | -0.0851224 0.254219 0.10489 0.0456115 0.0150494 |
3167 | -0.0974166 0.263956 0.105034 0.0495382 0.0165131 |
3168 | -0.111124 0.272946 0.105235 0.0534434 0.0181356 |
3169 | -0.126351 0.281321 0.105437 0.0573517 0.0198095 |
3170 | -0.143196 0.28928 0.105764 0.0612218 0.0215312 |
3171 | -0.161745 0.297044 0.106268 0.0649596 0.0234457 |
3172 | -0.182069 0.304622 0.107245 0.0685302 0.0256604 |
3173 | -0.204216 0.312029 0.108147 0.0719832 0.0278004 |
3174 | -0.228204 0.319705 0.109368 0.0752086 0.0299098 |
3175 | -0.25402 0.327771 0.111052 0.0781642 0.0321302 |
3176 | -0.281608 0.336451 0.112636 0.0809042 0.0345382 |
3177 | -0.310871 0.345647 0.114404 0.0834864 0.0372458 |
3178 | -0.341668 0.355255 0.116501 0.0858344 0.0400289 |
3179 | -0.373809 0.365154 0.118754 0.0877701 0.0428688 |
3180 | -0.407065 0.375746 0.121168 0.0895518 0.0461387 |
3181 | -0.441166 0.386665 0.12337 0.0912904 0.0493708 |
3182 | -0.475814 0.398403 0.12511 0.0927282 0.0523408 |
3183 | -0.510691 0.410922 0.127348 0.0940404 0.0555193 |
3184 | -0.54547 0.42333 0.129146 0.0951774 0.0584193 |
3185 | -0.579827 0.436213 0.131401 0.0959535 0.0611424 |
3186 | -0.613455 0.44897 0.132572 0.0964471 0.0630602 |
3187 | -0.646072 0.461462 0.133715 0.0967149 0.064894 |
3188 | -0.677432 0.473527 0.134747 0.0968497 0.0662596 |
3189 | -0.707328 0.48541 0.13545 0.0968696 0.0672223 |
3190 | -0.7356 0.496827 0.136016 0.0967871 0.0678845 |
3191 | -0.762134 0.507619 0.136304 0.0966186 0.0685129 |
3192 | -0.786857 0.518064 0.136249 0.0963599 0.0688749 |
3193 | -0.80974 0.527645 0.135965 0.0959912 0.0688243 |
3194 | -0.830789 0.536639 0.135889 0.0955272 0.0690726 |
3195 | -0.850041 0.544674 0.13572 0.0949702 0.069142 |
3196 | -0.867558 0.551817 0.135732 0.0943291 0.0689382 |
3197 | -0.88342 0.558354 0.135512 0.0936848 0.0686236 |
3198 | -0.897723 0.564358 0.135163 0.0931048 0.0682065 |
3199 | -0.91057 0.569839 0.134975 0.0925682 0.0678178 |
3200 | -0.922068 0.574723 0.134783 0.0920692 0.0674146 |
3201 | -0.932328 0.579054 0.134571 0.0916136 0.0669912 |
3202 | -0.941456 0.582895 0.134366 0.0911935 0.0665698 |
3203 | -0.949559 0.586291 0.134192 0.090801 0.0661905 |
3204 | -0.956734 0.589302 0.134029 0.0904422 0.0658437 |
3205 | -0.963077 0.591983 0.133862 0.0901188 0.0655356 |
3206 | -0.968673 0.594359 0.133705 0.0898262 0.0652654 |
3207 | -0.973604 0.596456 0.133572 0.0895611 0.0650321 |
3208 | -0.977942 0.598297 0.133458 0.0893218 0.0648303 |
3209 | -0.981754 0.599909 0.133356 0.0891077 0.0646508 |
3210 | -0.985101 0.601321 0.133263 0.0889178 0.0644894 |
3211 | -0.988036 0.602558 0.133175 0.0887506 0.0643446 |
3212 | -0.990609 0.603641 0.133093 0.0886044 0.0642153 |
3213 | -0.992862 0.604588 0.133017 0.088477 0.0640996 |
3214 | -0.994834 0.605416 0.132947 0.088366 0.0639955 |
3215 | -0.996559 0.606141 0.132884 0.0882693 0.0639017 |
3216 | -0.998067 0.606775 0.132826 0.0881848 0.0638173 |
3217 | -0.999385 0.607329 0.132774 0.0881111 0.0637415 |
3218 | -1.00059 0.607836 0.132725 0.0880435 0.0636707 |
3219 | -1.0018 0.608345 0.132674 0.0879755 0.0635979 |
3220 | -1.00306 0.608881 0.132621 0.0879039 0.0635197 |
3221 | -1.0044 0.609445 0.132563 0.0878285 0.0634356 |
3222 | -1.0058 0.610039 0.132501 0.087749 0.0633452 |
3223 | -1.00727 0.610665 0.132435 0.0876652 0.063248 |
3224 | -1.00881 0.611323 0.132364 0.0875767 0.0631437 |
3225 | -1.01044 0.612016 0.132289 0.0874833 0.0630319 |
3226 | -1.01215 0.612746 0.132209 0.0873848 0.0629121 |
3227 | -1.01394 0.613514 0.132125 0.0872807 0.0627841 |
3228 | -1.01582 0.614322 0.132036 0.0871709 0.0626475 |
3229 | -1.0178 0.615173 0.131945 0.0870551 0.0625019 |
3230 | -1.01988 0.616068 0.131849 0.086933 0.0623468 |
3231 | -1.02207 0.617011 0.131749 0.0868042 0.062182 |
3232 | -1.02436 0.618003 0.131643 0.0866685 0.0620071 |
3233 | -1.02677 0.619046 0.13153 0.0865259 0.0618217 |
3234 | -1.0293 0.620143 0.131409 0.0863762 0.0616253 |
3235 | -1.03197 0.621296 0.131278 0.0862194 0.0614169 |
3236 | -1.03476 0.622507 0.131133 0.0860552 0.061196 |
3237 | -1.0377 0.623776 0.130973 0.0858831 0.0609621 |
3238 | -1.04078 0.625106 0.130797 0.0857022 0.0607146 |
3239 | -1.04402 0.626499 0.130601 0.0855113 0.060453 |
3240 | -1.04742 0.627959 0.130386 0.085309 0.0601773 |
3241 | -1.05099 0.629493 0.130149 0.0850948 0.0598872 |
3242 | -1.05475 0.631106 0.129896 0.0848695 0.0595826 |
3243 | -1.05869 0.632804 0.129633 0.0846355 0.0592662 |
3244 | -1.06283 0.634591 0.129361 0.0843951 0.0589407 |
3245 | -1.06717 0.636473 0.129077 0.0841488 0.0586016 |
3246 | -1.07174 0.638453 0.128775 0.0838939 0.0582448 |
3247 | -1.07653 0.640532 0.128445 0.0836237 0.0578658 |
3248 | -1.08156 0.642713 0.128079 0.083335 0.0574512 |
3249 | -1.08685 0.644996 0.127703 0.0830315 0.0570169 |
3250 | -1.09239 0.647374 0.127347 0.082715 0.056588 |
3251 | -1.09822 0.649852 0.126996 0.0823843 0.0561579 |
3252 | -1.10433 0.652441 0.126639 0.0820418 0.0557188 |
3253 | -1.11075 0.655156 0.126274 0.0816922 0.0552637 |
3254 | -1.11748 0.658016 0.125878 0.0813332 0.0547809 |
3255 | -1.12455 0.661019 0.125432 0.0809576 0.054268 |
3256 | -1.13197 0.664161 0.124937 0.0805647 0.0537183 |
3257 | -1.13976 0.667441 0.124418 0.0801566 0.0531393 |
3258 | -1.14793 0.670831 0.123927 0.0797251 0.0525579 |
3259 | -1.1565 0.67434 0.123345 0.0792533 0.0519241 |
3260 | -1.16549 0.678004 0.122596 0.0787366 0.0512245 |
3261 | -1.17493 0.681851 0.121724 0.0781744 0.0504966 |
3262 | -1.18483 0.685877 0.120755 0.0775606 0.0497287 |
3263 | -1.19521 0.690065 0.119676 0.0769057 0.0488872 |
3264 | -1.20609 0.694439 0.11846 0.076225 0.0479897 |
3265 | -1.21751 0.698993 0.117203 0.0755339 0.047062 |
3266 | -1.22948 0.703739 0.11593 0.0748438 0.0460729 |
3267 | -1.24203 0.708621 0.114676 0.0741516 0.0450261 |
3268 | -1.25518 0.71365 0.113346 0.0734314 0.0439322 |
3269 | -1.26897 0.718899 0.11177 0.0726647 0.0426839 |
3270 | -1.28342 0.724332 0.109946 0.0718485 0.0414503 |
3271 | -1.29856 0.729962 0.107844 0.0710099 0.0402407 |
3272 | -1.31442 0.735727 0.105765 0.0701477 0.0389018 |
3273 | -1.33104 0.741505 0.103849 0.069201 0.0375786 |
3274 | -1.34844 0.747374 0.101829 0.0681665 0.0362306 |
3275 | -1.36667 0.753405 0.0996462 0.0670818 0.0348001 |
3276 | -1.38575 0.759711 0.0971793 0.0658976 0.0331628 |
3277 | -1.40572 0.766143 0.0945629 0.0645795 0.0314775 |
3278 | -1.42662 0.772558 0.092022 0.063203 0.029971 |
3279 | -1.4485 0.779131 0.0893793 0.0617985 0.0283599 |
3280 | -1.47138 0.785883 0.0868212 0.0604163 0.0266565 |
3281 | -1.49531 0.792694 0.0842583 0.0591157 0.02511 |
3282 | -1.52033 0.799561 0.0816076 0.0578114 0.0236195 |
3283 | -1.54649 0.806475 0.0790123 0.0563342 0.022026 |
3284 | -1.57382 0.813659 0.0760098 0.0547478 0.0202837 |
3285 | -1.60239 0.821025 0.0728604 0.0531092 0.0185778 |
3286 | -1.63222 0.82837 0.069824 0.0513731 0.0169223 |
3287 | -1.66338 0.835549 0.0670327 0.0494967 0.0153624 |
3288 | -1.6959 0.842549 0.0642741 0.0475525 0.0138335 |
3289 | -1.72984 0.849349 0.0611632 0.0456302 0.0123943 |
3290 | -1.76524 0.855974 0.0579576 0.0436927 0.0111402 |
3291 | -1.80217 0.862438 0.0544562 0.0416971 0.00971784 |
3292 | -1.84065 0.86852 0.0508018 0.0396784 0.008361 |
3293 | -1.88076 0.874125 0.0467892 0.0376075 0.00708578 |
3294 | -1.92254 0.879261 0.0430277 0.0353778 0.00590976 |
3295 | -1.96604 0.883753 0.039464 0.0330792 0.00484319 |
3296 | -2.01132 0.887848 0.0354782 0.0307995 0.00376676 |
3297 | -2.05842 0.891225 0.0316082 0.0285789 0.00273679 |
3298 | -2.10739 0.89393 0.0281366 0.0264403 0.00188295 |
3299 | -2.15829 0.896084 0.0252977 0.024357 0.00122237 |
3300 | -2.21117 0.897651 0.0226851 0.0223371 0.00075019 |
3301 | -2.26607 0.898833 0.0200109 0.0204656 0.000392352 |
3302 | -2.32303 0.899741 0.0177012 0.0187404 0.00015831 |
3303 | -2.38211 0.900318 0.0159891 0.0171266 2.42985e-05 |
3304 | -2.44334 0.90073 0.0146911 0.0155681 -3.00437e-05 |
3305 | -2.50677 0.901043 0.0135603 0.0140813 -6.56265e-05 |
3306 | -2.57243 0.901253 0.0126109 0.0127554 -8.70136e-05 |
3307 | -2.64036 0.901402 0.0116749 0.0116303 -8.83865e-05 |
3308 | -2.71059 0.901598 0.0108766 0.0106821 -7.99199e-05 |
3309 | -2.78315 0.901848 0.0101814 0.00986467 -7.13818e-05 |
3310 | -2.85805 0.902179 0.00956023 0.00914358 -6.49077e-05 |
3311 | -2.93532 0.902473 0.00903475 0.00849418 -6.02311e-05 |
3312 | -3.01498 0.902665 0.00856783 0.00790332 -5.43033e-05 |
3313 | -3.09702 0.902819 0.00812631 0.00736353 -4.75474e-05 |
3314 | -3.18145 0.903103 0.00772535 0.00686842 -4.38753e-05 |
3315 | -3.26828 0.903399 0.00737156 0.00641073 -4.13901e-05 |
3316 | -3.35749 0.903676 0.00705028 0.00598513 -3.93799e-05 |
3317 | -3.44906 0.903976 0.00675075 0.00558789 -3.74763e-05 |
3318 | -3.54298 0.904269 0.00647787 0.00521534 -3.58442e-05 |
3319 | -3.63921 0.904562 0.00622533 0.00486462 -3.42578e-05 |
3320 | -3.73771 0.904852 0.00599263 0.00453316 -3.27084e-05 |
3321 | -3.83845 0.905137 0.00577811 0.00421883 -3.11775e-05 |
3322 | -3.94137 0.905415 0.0055806 0.0039198 -2.96447e-05 |
3323 | -4.0464 0.905685 0.00539902 0.00363445 -2.80959e-05 |
3324 | -4.15349 0.905946 0.00523247 0.00336137 -2.65381e-05 |
3325 | -4.26256 0.906198 0.00508009 0.0030993 -2.49578e-05 |
3326 | -4.37352 0.906437 0.00494111 0.00284709 -2.33503e-05 |
3327 | -4.48628 0.906665 0.00481489 0.00260374 -2.1728e-05 |
3328 | -4.60074 0.906879 0.00470079 0.00236834 -2.00816e-05 |
3329 | -4.7168 0.907079 0.0045982 0.00214005 -1.84085e-05 |
3330 | -4.83435 0.907263 0.00450665 0.00191809 -1.67227e-05 |
3331 | -4.95326 0.907432 0.00442565 0.00170174 -1.50162e-05 |
3332 | -5.0734 0.907584 0.00435473 0.00149031 -1.32882e-05 |
3333 | -5.19466 0.907718 0.00429357 0.00128316 -1.15501e-05 |
3334 | -5.31689 0.907834 0.00424179 0.00107967 -9.79733e-06 |
3335 | -5.43994 0.907932 0.00419907 0.000879245 -8.03065e-06 |
3336 | -5.56368 0.908011 0.00416522 0.000681305 -6.25692e-06 |
3337 | -5.68796 0.90807 0.00414001 0.000485286 -4.47501e-06 |
3338 | -5.81262 0.90811 0.00412326 0.00029063 -2.68695e-06 |
3339 | -5.93751 0.90813 0.00411497 9.67866e-05 -8.96013e-07 |
3340 | |
3341 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-list.dat' |
3342 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-list.dat 1970-01-01 00:00:00 +0000 |
3343 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-list.dat 2013-04-16 15:27:30 +0000 |
3344 | @@ -0,0 +1,10 @@ |
3345 | +y/h |
3346 | +[0.0, 0.00058237999999999996, 0.0018313299999999999, 0.0032605500000000001, 0.0048954200000000002, 0.0067647100000000002, 0.0089009399999999995, 0.0113408, 0.0141256, 0.0173017, 0.020920899999999999, 0.0250411, 0.029726200000000001, 0.035047000000000002, 0.041080999999999999, 0.047912400000000001, 0.055632399999999999, 0.064338300000000001, 0.074132699999999996, 0.085122400000000001, 0.097416600000000006, 0.111124, 0.12635099999999999, 0.14319599999999999, 0.161745, 0.18206900000000001, 0.20421600000000001, 0.22820399999999999, 0.25402000000000002, 0.28160800000000002, 0.31087100000000001, 0.34166800000000003, 0.373809, 0.40706500000000001, 0.441166, 0.47581400000000001, 0.51069100000000001, 0.54547000000000001, 0.57982699999999998, 0.61345499999999997, 0.64607199999999998, 0.67743200000000003, 0.70732799999999996, 0.73560000000000003, 0.76213399999999998, 0.78685700000000003, 0.80974000000000002, 0.830789, 0.85004100000000005, 0.86755800000000005, 0.88341999999999998, 0.89772300000000005, 0.91056999999999999, 0.922068, 0.93232800000000005, 0.94145599999999996, 0.94955900000000004, 0.95673399999999997, 0.96307699999999996, 0.96867300000000001, 0.97360400000000002, 0.97794199999999998, 0.98175400000000002, 0.985101, 0.98803600000000003, 0.99060899999999996, 0.99286200000000002, 0.994834, 0.99655899999999997, 0.99806700000000004, 0.99938499999999997, 1.0005900000000001, 1.0018, 1.0030600000000001, 1.0044, 1.0058, 1.0072700000000001, 1.00881, 1.01044, 1.0121500000000001, 1.0139400000000001, 1.0158199999999999, 1.0178, 1.0198799999999999, 1.02207, 1.0243599999999999, 1.02677, 1.0293000000000001, 1.0319700000000001, 1.0347599999999999, 1.0377000000000001, 1.04078, 1.0440199999999999, 1.04742, 1.0509900000000001, 1.0547500000000001, 1.0586899999999999, 1.0628299999999999, 1.06717, 1.0717399999999999, 1.07653, 1.0815600000000001, 1.0868500000000001, 1.09239, 1.09822, 1.10433, 1.1107499999999999, 1.11748, 1.1245499999999999, 1.1319699999999999, 1.1397600000000001, 1.1479299999999999, 1.1565000000000001, 1.1654899999999999, 1.17493, 1.18483, 1.1952100000000001, 1.2060900000000001, 1.2175100000000001, 1.2294799999999999, 1.24203, 1.25518, 1.2689699999999999, 1.28342, 1.2985599999999999, 1.3144199999999999, 1.33104, 1.3484400000000001, 1.3666700000000001, 1.38575, 1.4057200000000001, 1.42662, 1.4484999999999999, 1.4713799999999999, 1.4953099999999999, 1.52033, 1.5464899999999999, 1.57382, 1.60239, 1.63222, 1.6633800000000001, 1.6959, 1.72984, 1.7652399999999999, 1.80217, 1.8406499999999999, 1.88076, 1.9225399999999999, 1.96604, 2.01132, 2.0584199999999999, 2.1073900000000001, 2.15829, 2.2111700000000001, 2.26607, 2.3230300000000002, 2.3821099999999999, 2.4433400000000001, 2.5067699999999999, 2.5724300000000002, 2.6403599999999998, 2.7105899999999998, 2.78315, 2.85805, 2.9353199999999999, 3.01498, 3.0970200000000001, 3.1814499999999999, 3.2682799999999999, 3.3574899999999999, 3.4490599999999998, 3.54298, 3.6392099999999998, 3.7377099999999999, 3.8384499999999999, 3.94137, 4.0464000000000002, 4.1534899999999997, 4.2625599999999997, 4.3735200000000001, 4.4862799999999998, 4.6007400000000001, 4.7168000000000001, 4.8343499999999997, 4.9532600000000002, 5.0734000000000004, 5.1946599999999998, 5.3168899999999999, 5.43994, 5.5636799999999997, 5.6879600000000003, 5.8126199999999999, 5.9375099999999996] |
3347 | +U/U0 |
3348 | +[0.0, 0.00446504, 0.014045800000000001, 0.025014399999999999, 0.037556699999999998, 0.051865599999999998, 0.068124799999999999, 0.086480399999999999, 0.107, 0.12962199999999999, 0.154118, 0.18007400000000001, 0.20691200000000001, 0.23395099999999999, 0.26047900000000002, 0.28584900000000002, 0.30958400000000003, 0.33143400000000001, 0.35136600000000001, 0.36944399999999999, 0.38571899999999998, 0.40033099999999999, 0.41348099999999999, 0.42536099999999999, 0.43617400000000001, 0.44598100000000002, 0.45508100000000001, 0.46378399999999997, 0.47214400000000001, 0.48009499999999999, 0.48770200000000002, 0.49532300000000001, 0.50286200000000003, 0.51045200000000002, 0.51778000000000002, 0.52486200000000005, 0.53167900000000001, 0.538439, 0.54527800000000004, 0.55171199999999998, 0.55819799999999997, 0.56474100000000005, 0.57115899999999997, 0.57723000000000002, 0.58284100000000005, 0.58830499999999997, 0.59340199999999999, 0.59816800000000003, 0.60268299999999997, 0.60686700000000005, 0.610684, 0.61413200000000001, 0.61721800000000004, 0.61998299999999995, 0.62247300000000005, 0.62469799999999998, 0.62666599999999995, 0.62840700000000005, 0.62994899999999998, 0.63131099999999996, 0.63251400000000002, 0.63357600000000003, 0.63451400000000002, 0.63534000000000002, 0.63606700000000005, 0.63670599999999999, 0.637266, 0.63775599999999999, 0.638185, 0.63856000000000002, 0.63888699999999998, 0.63918600000000003, 0.63948499999999997, 0.63980000000000004, 0.64012999999999998, 0.64047600000000005, 0.64083999999999997, 0.64122199999999996, 0.64162300000000005, 0.64204499999999998, 0.64248700000000003, 0.642953, 0.64344199999999996, 0.643957, 0.64449900000000004, 0.64507000000000003, 0.64567200000000002, 0.64630600000000005, 0.64697400000000005, 0.64767699999999995, 0.64841599999999999, 0.64919400000000005, 0.65001200000000003, 0.65087200000000001, 0.65177700000000005, 0.65272799999999997, 0.653729, 0.65478199999999998, 0.65588500000000005, 0.65703900000000004, 0.65824300000000002, 0.65950200000000003, 0.66082399999999997, 0.66221699999999994, 0.66368899999999997, 0.665242, 0.66687600000000002, 0.66858600000000001, 0.67036700000000005, 0.67222099999999996, 0.67415499999999995, 0.67617099999999997, 0.67826200000000003, 0.68043399999999998, 0.68270799999999998, 0.68508500000000006, 0.68755599999999994, 0.69013100000000005, 0.69283899999999998, 0.69567699999999999, 0.69862400000000002, 0.70169499999999996, 0.70491999999999999, 0.708291, 0.71178799999999998, 0.71543000000000001, 0.71926800000000002, 0.72334500000000002, 0.72765800000000003, 0.73214599999999996, 0.73683900000000002, 0.74173999999999995, 0.74680899999999995, 0.75194000000000005, 0.75720100000000001, 0.76261100000000004, 0.76815599999999995, 0.77388400000000002, 0.77981299999999998, 0.78591, 0.792134, 0.79854599999999998, 0.804894, 0.81128900000000004, 0.81776800000000005, 0.82415799999999995, 0.83068399999999998, 0.83710200000000001, 0.84350099999999995, 0.84987000000000001, 0.85612699999999997, 0.86184899999999998, 0.867143, 0.871668, 0.87578199999999995, 0.87928799999999996, 0.88217400000000001, 0.88418300000000005, 0.88554200000000005, 0.88657399999999997, 0.88721099999999997, 0.88758300000000001, 0.88778999999999997, 0.887876, 0.88786799999999999, 0.88778599999999996, 0.88768800000000003, 0.88763899999999996, 0.887598, 0.88756299999999999, 0.88754299999999997, 0.88752200000000003, 0.88750799999999996, 0.88749599999999995, 0.88748700000000003, 0.88748000000000005, 0.88747500000000001, 0.88747100000000001, 0.88746899999999995, 0.88746800000000003, 0.88746899999999995, 0.88746999999999998, 0.88747200000000004, 0.88747399999999999, 0.88747699999999996, 0.88748000000000005, 0.88748199999999999, 0.88748499999999997, 0.88748800000000005, 0.88749, 0.88749100000000003, 0.88749299999999998, 0.88749299999999998] |
3349 | +u'/U0 |
3350 | +[0.0, 0.0025739999999999999, 0.0080747400000000004, 0.0143407, 0.0214623, 0.029508800000000002, 0.038493300000000001, 0.048325399999999998, 0.058762700000000001, 0.069391499999999995, 0.079677399999999995, 0.089083200000000001, 0.097170500000000007, 0.10363600000000001, 0.108332, 0.111289, 0.11269899999999999, 0.11286599999999999, 0.112207, 0.111064, 0.109594, 0.107844, 0.10613, 0.104642, 0.10333000000000001, 0.102044, 0.10088800000000001, 0.099923200000000004, 0.099408300000000005, 0.099132300000000007, 0.098854600000000001, 0.099046700000000001, 0.099683599999999997, 0.10040200000000001, 0.10135, 0.10208100000000001, 0.102824, 0.103103, 0.103362, 0.103619, 0.10381899999999999, 0.103785, 0.10380499999999999, 0.10374, 0.10370600000000001, 0.103561, 0.10349899999999999, 0.10365199999999999, 0.10386099999999999, 0.104076, 0.104266, 0.104463, 0.104544, 0.10457, 0.10458099999999999, 0.104574, 0.10455299999999999, 0.104537, 0.104534, 0.10453800000000001, 0.104546, 0.104556, 0.104571, 0.104588, 0.104606, 0.10462399999999999, 0.104642, 0.104657, 0.104671, 0.104683, 0.10469299999999999, 0.104702, 0.10471, 0.10471900000000001, 0.104728, 0.104737, 0.10474600000000001, 0.104754, 0.10476199999999999, 0.104768, 0.10477300000000001, 0.104777, 0.104778, 0.104777, 0.104772, 0.104765, 0.104756, 0.104744, 0.104731, 0.104717, 0.104703, 0.104688, 0.104671, 0.10465000000000001, 0.104625, 0.10459300000000001, 0.104558, 0.104522, 0.104488, 0.10445699999999999, 0.104425, 0.104382, 0.104324, 0.104257, 0.104184, 0.104104, 0.104023, 0.103945, 0.103866, 0.103783, 0.103697, 0.10360999999999999, 0.103529, 0.103448, 0.103364, 0.10326200000000001, 0.10312200000000001, 0.102926, 0.102668, 0.10240200000000001, 0.10215, 0.101921, 0.10165399999999999, 0.10134799999999999, 0.101061, 0.10072299999999999, 0.100317, 0.099887000000000004, 0.099268400000000007, 0.098508600000000002, 0.097699999999999995, 0.096884499999999998, 0.096057100000000006, 0.095137700000000006, 0.094055100000000003, 0.092794299999999996, 0.091625600000000001, 0.090469900000000006, 0.088995000000000005, 0.087443300000000002, 0.085801100000000005, 0.0838642, 0.082105499999999998, 0.079758899999999994, 0.077120599999999997, 0.074623599999999998, 0.071243399999999998, 0.067674799999999993, 0.0638957, 0.059771900000000003, 0.055536599999999998, 0.050729400000000001, 0.045842300000000002, 0.041618299999999997, 0.036707999999999998, 0.032579299999999999, 0.029188100000000002, 0.0265426, 0.0240539, 0.022097700000000001, 0.020588599999999999, 0.019333199999999998, 0.0182621, 0.017317099999999998, 0.016484200000000001, 0.015665700000000001, 0.0148808, 0.0141818, 0.0135756, 0.013025999999999999, 0.0125203, 0.0120582, 0.0116305, 0.011236100000000001, 0.0108719, 0.0105348, 0.010222999999999999, 0.00993519, 0.0096697699999999994, 0.0094261699999999993, 0.0092035199999999998, 0.0090005199999999997, 0.0088167100000000002, 0.0086515499999999992, 0.0085042099999999999, 0.0083744500000000003, 0.0082618499999999994, 0.0081658800000000004, 0.0080863700000000007, 0.0080231199999999999, 0.0079757999999999999, 0.0079442999999999996, 0.0079288499999999994] |
3351 | +v'/U0 |
3352 | +[0.0, 1.6971799999999999e-05, 9.2089099999999999e-05, 0.00026231099999999999, 0.00055516500000000004, 0.0010019199999999999, 0.00163642, 0.00249219, 0.0035975400000000002, 0.0049710500000000003, 0.0066227600000000001, 0.0085556899999999995, 0.010756699999999999, 0.013193, 0.015830899999999998, 0.018651399999999999, 0.021640900000000001, 0.0247659, 0.0279457, 0.0310958, 0.034211800000000001, 0.037313100000000002, 0.040335599999999999, 0.0432185, 0.046016300000000003, 0.0487497, 0.051358300000000003, 0.053784400000000003, 0.056033800000000002, 0.058088899999999999, 0.060021100000000001, 0.061889100000000002, 0.063620300000000005, 0.065251699999999996, 0.066889500000000005, 0.068285600000000002, 0.0694134, 0.070436299999999993, 0.071395200000000006, 0.072205800000000001, 0.072735300000000003, 0.073086100000000001, 0.073395699999999994, 0.073652700000000002, 0.073857999999999993, 0.074040599999999998, 0.074194099999999999, 0.074307399999999996, 0.074370400000000003, 0.074357699999999999, 0.074307100000000001, 0.074260499999999993, 0.074219300000000002, 0.074174699999999996, 0.074122400000000005, 0.074066199999999999, 0.074014300000000005, 0.073969599999999996, 0.073931499999999997, 0.073898699999999998, 0.073870000000000005, 0.073844900000000005, 0.073822600000000002, 0.073802699999999999, 0.073784699999999995, 0.073768299999999995, 0.0737535, 0.073740200000000006, 0.073728199999999994, 0.073717500000000005, 0.073707900000000007, 0.073698799999999995, 0.073689500000000005, 0.073679499999999995, 0.073668899999999995, 0.073657399999999998, 0.073645100000000005, 0.0736319, 0.073617699999999994, 0.073602299999999996, 0.073585600000000001, 0.073567400000000005, 0.073547600000000005, 0.073525800000000002, 0.073501899999999995, 0.073475499999999999, 0.073446399999999995, 0.073414300000000002, 0.073378799999999994, 0.0733399, 0.073297500000000002, 0.073251200000000002, 0.073201100000000005, 0.073146900000000001, 0.073088299999999995, 0.073024900000000004, 0.072956699999999999, 0.072883799999999999, 0.072806700000000002, 0.072726200000000005, 0.072642399999999996, 0.072554800000000003, 0.072462399999999996, 0.072363800000000006, 0.072259199999999996, 0.0721498, 0.072037599999999993, 0.071923799999999996, 0.071808999999999998, 0.071692500000000006, 0.071571099999999999, 0.071440799999999999, 0.071298, 0.071139499999999994, 0.070964399999999997, 0.070780200000000001, 0.070597800000000002, 0.070416599999999996, 0.0702232, 0.070006799999999994, 0.069770100000000002, 0.069513699999999998, 0.069239800000000004, 0.068958900000000004, 0.068666199999999997, 0.068368999999999999, 0.068073499999999995, 0.067772700000000005, 0.067463099999999998, 0.067116800000000004, 0.066713999999999996, 0.066288399999999997, 0.065825900000000007, 0.065282099999999996, 0.064655500000000005, 0.063925300000000004, 0.063105800000000004, 0.062282700000000003, 0.061435999999999998, 0.060517099999999997, 0.0595189, 0.058400300000000002, 0.057210200000000003, 0.055954299999999998, 0.054596499999999999, 0.053140899999999998, 0.051675400000000003, 0.050209900000000002, 0.048629100000000001, 0.046966000000000001, 0.045187699999999997, 0.043066100000000003, 0.040710299999999998, 0.038330599999999999, 0.035934800000000003, 0.033494799999999998, 0.0309444, 0.028329099999999999, 0.025839600000000001, 0.023518500000000001, 0.021374000000000001, 0.0193329, 0.017468999999999998, 0.0158377, 0.0144165, 0.0131757, 0.0121064, 0.011172400000000001, 0.010336700000000001, 0.0095866700000000003, 0.0089080300000000008, 0.0082845699999999998, 0.0077057699999999998, 0.00716419, 0.0066546499999999998, 0.0061733100000000004, 0.0057167299999999997, 0.0052817799999999998, 0.0048658800000000004, 0.00446723, 0.0040837900000000003, 0.0037133000000000001, 0.0033543900000000001, 0.00300593, 0.0026665399999999998, 0.00233505, 0.0020103899999999999, 0.0016915299999999999, 0.00137751, 0.0010673900000000001, 0.00076028300000000005, 0.00045531800000000002, 0.00015163199999999999] |
3353 | +w'/U0 |
3354 | +[-0.0, 1.4263900000000001e-07, 2.5335500000000001e-06, 1.3390000000000001e-05, 4.4330599999999999e-05, 0.00011478600000000001, 0.00025418100000000002, 0.00050217700000000003, 0.00090532099999999995, 0.0015093300000000001, 0.0023453599999999999, 0.0034107, 0.0046606799999999995, 0.0060251200000000001, 0.00742547, 0.0087776900000000012, 0.010018200000000001, 0.011120399999999999, 0.0120838, 0.012965800000000001, 0.013809399999999999, 0.014569200000000001, 0.0152532, 0.015972099999999999, 0.016834700000000001, 0.017739399999999999, 0.018599899999999999, 0.019527900000000001, 0.020478699999999999, 0.021359999999999997, 0.022331, 0.023402200000000001, 0.0245755, 0.025936000000000001, 0.027293999999999999, 0.028462999999999999, 0.029539700000000002, 0.030499199999999997, 0.031408199999999997, 0.0320328, 0.032685699999999998, 0.033119500000000003, 0.033665, 0.0342615, 0.034683600000000002, 0.034950099999999998, 0.035137000000000002, 0.035299299999999999, 0.035492700000000002, 0.0356519, 0.0357728, 0.035837899999999999, 0.035878099999999996, 0.035919199999999998, 0.0359615, 0.036000200000000003, 0.036030800000000002, 0.036057699999999998, 0.036082900000000001, 0.036105600000000002, 0.036124299999999998, 0.036139200000000003, 0.0361514, 0.036161700000000005, 0.0361707, 0.0361789, 0.036186299999999998, 0.036193200000000002, 0.0361994, 0.036205000000000001, 0.036210100000000002, 0.036214799999999998, 0.036219599999999998, 0.036224699999999999, 0.036230100000000001, 0.036235700000000003, 0.0362414, 0.0362472, 0.036253000000000001, 0.036258600000000002, 0.036263900000000002, 0.036268700000000001, 0.036273, 0.036276500000000003, 0.036279200000000005, 0.036280899999999998, 0.036281800000000003, 0.036282200000000001, 0.036282399999999999, 0.036282799999999997, 0.036283099999999999, 0.036282700000000001, 0.036280699999999999, 0.036275799999999997, 0.036267000000000001, 0.036254099999999997, 0.036238300000000001, 0.0362221, 0.036207799999999998, 0.036196300000000001, 0.036184500000000001, 0.0361666, 0.036139299999999999, 0.036102200000000001, 0.0360544, 0.035993499999999998, 0.035919300000000001, 0.035837400000000005, 0.035752399999999997, 0.035662100000000002, 0.035562099999999999, 0.035455899999999999, 0.035353099999999998, 0.035256200000000001, 0.035152299999999997, 0.035031699999999999, 0.034899899999999998, 0.034762399999999999, 0.034613500000000005, 0.0344678, 0.034337800000000002, 0.034187700000000001, 0.0340132, 0.033841200000000002, 0.033675400000000001, 0.033398600000000001, 0.033002000000000004, 0.032651300000000001, 0.032355800000000004, 0.0320176, 0.031569100000000003, 0.031094500000000001, 0.030628900000000001, 0.030196899999999999, 0.029660499999999999, 0.028940799999999999, 0.028162800000000002, 0.027366700000000001, 0.026681099999999999, 0.0258455, 0.024789100000000001, 0.023597900000000002, 0.0226226, 0.0213846, 0.019933799999999998, 0.018645200000000001, 0.017212499999999999, 0.0157845, 0.014256399999999999, 0.012632900000000001, 0.010899600000000001, 0.0092903099999999995, 0.0076743499999999999, 0.0062200399999999996, 0.0046145399999999994, 0.0032320999999999999, 0.0021596699999999998, 0.0014597500000000001, 0.00091155299999999995, 0.000493382, 0.00021243600000000001, 1.6586200000000001e-05, -9.5153699999999997e-05, -0.00013533099999999998, -0.00016056500000000002, -0.00016401300000000002, -0.00014756600000000002, -0.000131719, -0.000121538, -0.000111377, -0.00010155200000000001, -9.2740699999999991e-05, -8.4722800000000008e-05, -7.7505100000000004e-05, -7.0842999999999999e-05, -6.4654300000000002e-05, -5.8835599999999996e-05, -5.3384899999999998e-05, -4.8348900000000001e-05, -4.3623700000000007e-05, -3.9214799999999996e-05, -3.5161500000000005e-05, -3.1368999999999997e-05, -2.7790599999999998e-05, -2.4408000000000001e-05, -2.1177200000000001e-05, -1.8091599999999998e-05, -1.51243e-05, -1.2246399999999998e-05, -9.44892e-06, -6.7095199999999996e-06, -4.0091899999999998e-06, -1.33347e-06] |
3355 | |
3356 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-list.dat' |
3357 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-list.dat 2011-10-30 17:25:22 +0000 |
3358 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-list.dat 1970-01-01 00:00:00 +0000 |
3359 | @@ -1,10 +0,0 @@ |
3360 | -y/h |
3361 | -[0.0, 0.00058237999999999996, 0.0018313299999999999, 0.0032605500000000001, 0.0048954200000000002, 0.0067647100000000002, 0.0089009399999999995, 0.0113408, 0.0141256, 0.0173017, 0.020920899999999999, 0.0250411, 0.029726200000000001, 0.035047000000000002, 0.041080999999999999, 0.047912400000000001, 0.055632399999999999, 0.064338300000000001, 0.074132699999999996, 0.085122400000000001, 0.097416600000000006, 0.111124, 0.12635099999999999, 0.14319599999999999, 0.161745, 0.18206900000000001, 0.20421600000000001, 0.22820399999999999, 0.25402000000000002, 0.28160800000000002, 0.31087100000000001, 0.34166800000000003, 0.373809, 0.40706500000000001, 0.441166, 0.47581400000000001, 0.51069100000000001, 0.54547000000000001, 0.57982699999999998, 0.61345499999999997, 0.64607199999999998, 0.67743200000000003, 0.70732799999999996, 0.73560000000000003, 0.76213399999999998, 0.78685700000000003, 0.80974000000000002, 0.830789, 0.85004100000000005, 0.86755800000000005, 0.88341999999999998, 0.89772300000000005, 0.91056999999999999, 0.922068, 0.93232800000000005, 0.94145599999999996, 0.94955900000000004, 0.95673399999999997, 0.96307699999999996, 0.96867300000000001, 0.97360400000000002, 0.97794199999999998, 0.98175400000000002, 0.985101, 0.98803600000000003, 0.99060899999999996, 0.99286200000000002, 0.994834, 0.99655899999999997, 0.99806700000000004, 0.99938499999999997, 1.0005900000000001, 1.0018, 1.0030600000000001, 1.0044, 1.0058, 1.0072700000000001, 1.00881, 1.01044, 1.0121500000000001, 1.0139400000000001, 1.0158199999999999, 1.0178, 1.0198799999999999, 1.02207, 1.0243599999999999, 1.02677, 1.0293000000000001, 1.0319700000000001, 1.0347599999999999, 1.0377000000000001, 1.04078, 1.0440199999999999, 1.04742, 1.0509900000000001, 1.0547500000000001, 1.0586899999999999, 1.0628299999999999, 1.06717, 1.0717399999999999, 1.07653, 1.0815600000000001, 1.0868500000000001, 1.09239, 1.09822, 1.10433, 1.1107499999999999, 1.11748, 1.1245499999999999, 1.1319699999999999, 1.1397600000000001, 1.1479299999999999, 1.1565000000000001, 1.1654899999999999, 1.17493, 1.18483, 1.1952100000000001, 1.2060900000000001, 1.2175100000000001, 1.2294799999999999, 1.24203, 1.25518, 1.2689699999999999, 1.28342, 1.2985599999999999, 1.3144199999999999, 1.33104, 1.3484400000000001, 1.3666700000000001, 1.38575, 1.4057200000000001, 1.42662, 1.4484999999999999, 1.4713799999999999, 1.4953099999999999, 1.52033, 1.5464899999999999, 1.57382, 1.60239, 1.63222, 1.6633800000000001, 1.6959, 1.72984, 1.7652399999999999, 1.80217, 1.8406499999999999, 1.88076, 1.9225399999999999, 1.96604, 2.01132, 2.0584199999999999, 2.1073900000000001, 2.15829, 2.2111700000000001, 2.26607, 2.3230300000000002, 2.3821099999999999, 2.4433400000000001, 2.5067699999999999, 2.5724300000000002, 2.6403599999999998, 2.7105899999999998, 2.78315, 2.85805, 2.9353199999999999, 3.01498, 3.0970200000000001, 3.1814499999999999, 3.2682799999999999, 3.3574899999999999, 3.4490599999999998, 3.54298, 3.6392099999999998, 3.7377099999999999, 3.8384499999999999, 3.94137, 4.0464000000000002, 4.1534899999999997, 4.2625599999999997, 4.3735200000000001, 4.4862799999999998, 4.6007400000000001, 4.7168000000000001, 4.8343499999999997, 4.9532600000000002, 5.0734000000000004, 5.1946599999999998, 5.3168899999999999, 5.43994, 5.5636799999999997, 5.6879600000000003, 5.8126199999999999, 5.9375099999999996] |
3362 | -U/U0 |
3363 | -[0.0, 0.00446504, 0.014045800000000001, 0.025014399999999999, 0.037556699999999998, 0.051865599999999998, 0.068124799999999999, 0.086480399999999999, 0.107, 0.12962199999999999, 0.154118, 0.18007400000000001, 0.20691200000000001, 0.23395099999999999, 0.26047900000000002, 0.28584900000000002, 0.30958400000000003, 0.33143400000000001, 0.35136600000000001, 0.36944399999999999, 0.38571899999999998, 0.40033099999999999, 0.41348099999999999, 0.42536099999999999, 0.43617400000000001, 0.44598100000000002, 0.45508100000000001, 0.46378399999999997, 0.47214400000000001, 0.48009499999999999, 0.48770200000000002, 0.49532300000000001, 0.50286200000000003, 0.51045200000000002, 0.51778000000000002, 0.52486200000000005, 0.53167900000000001, 0.538439, 0.54527800000000004, 0.55171199999999998, 0.55819799999999997, 0.56474100000000005, 0.57115899999999997, 0.57723000000000002, 0.58284100000000005, 0.58830499999999997, 0.59340199999999999, 0.59816800000000003, 0.60268299999999997, 0.60686700000000005, 0.610684, 0.61413200000000001, 0.61721800000000004, 0.61998299999999995, 0.62247300000000005, 0.62469799999999998, 0.62666599999999995, 0.62840700000000005, 0.62994899999999998, 0.63131099999999996, 0.63251400000000002, 0.63357600000000003, 0.63451400000000002, 0.63534000000000002, 0.63606700000000005, 0.63670599999999999, 0.637266, 0.63775599999999999, 0.638185, 0.63856000000000002, 0.63888699999999998, 0.63918600000000003, 0.63948499999999997, 0.63980000000000004, 0.64012999999999998, 0.64047600000000005, 0.64083999999999997, 0.64122199999999996, 0.64162300000000005, 0.64204499999999998, 0.64248700000000003, 0.642953, 0.64344199999999996, 0.643957, 0.64449900000000004, 0.64507000000000003, 0.64567200000000002, 0.64630600000000005, 0.64697400000000005, 0.64767699999999995, 0.64841599999999999, 0.64919400000000005, 0.65001200000000003, 0.65087200000000001, 0.65177700000000005, 0.65272799999999997, 0.653729, 0.65478199999999998, 0.65588500000000005, 0.65703900000000004, 0.65824300000000002, 0.65950200000000003, 0.66082399999999997, 0.66221699999999994, 0.66368899999999997, 0.665242, 0.66687600000000002, 0.66858600000000001, 0.67036700000000005, 0.67222099999999996, 0.67415499999999995, 0.67617099999999997, 0.67826200000000003, 0.68043399999999998, 0.68270799999999998, 0.68508500000000006, 0.68755599999999994, 0.69013100000000005, 0.69283899999999998, 0.69567699999999999, 0.69862400000000002, 0.70169499999999996, 0.70491999999999999, 0.708291, 0.71178799999999998, 0.71543000000000001, 0.71926800000000002, 0.72334500000000002, 0.72765800000000003, 0.73214599999999996, 0.73683900000000002, 0.74173999999999995, 0.74680899999999995, 0.75194000000000005, 0.75720100000000001, 0.76261100000000004, 0.76815599999999995, 0.77388400000000002, 0.77981299999999998, 0.78591, 0.792134, 0.79854599999999998, 0.804894, 0.81128900000000004, 0.81776800000000005, 0.82415799999999995, 0.83068399999999998, 0.83710200000000001, 0.84350099999999995, 0.84987000000000001, 0.85612699999999997, 0.86184899999999998, 0.867143, 0.871668, 0.87578199999999995, 0.87928799999999996, 0.88217400000000001, 0.88418300000000005, 0.88554200000000005, 0.88657399999999997, 0.88721099999999997, 0.88758300000000001, 0.88778999999999997, 0.887876, 0.88786799999999999, 0.88778599999999996, 0.88768800000000003, 0.88763899999999996, 0.887598, 0.88756299999999999, 0.88754299999999997, 0.88752200000000003, 0.88750799999999996, 0.88749599999999995, 0.88748700000000003, 0.88748000000000005, 0.88747500000000001, 0.88747100000000001, 0.88746899999999995, 0.88746800000000003, 0.88746899999999995, 0.88746999999999998, 0.88747200000000004, 0.88747399999999999, 0.88747699999999996, 0.88748000000000005, 0.88748199999999999, 0.88748499999999997, 0.88748800000000005, 0.88749, 0.88749100000000003, 0.88749299999999998, 0.88749299999999998] |
3364 | -u'/U0 |
3365 | -[0.0, 0.0025739999999999999, 0.0080747400000000004, 0.0143407, 0.0214623, 0.029508800000000002, 0.038493300000000001, 0.048325399999999998, 0.058762700000000001, 0.069391499999999995, 0.079677399999999995, 0.089083200000000001, 0.097170500000000007, 0.10363600000000001, 0.108332, 0.111289, 0.11269899999999999, 0.11286599999999999, 0.112207, 0.111064, 0.109594, 0.107844, 0.10613, 0.104642, 0.10333000000000001, 0.102044, 0.10088800000000001, 0.099923200000000004, 0.099408300000000005, 0.099132300000000007, 0.098854600000000001, 0.099046700000000001, 0.099683599999999997, 0.10040200000000001, 0.10135, 0.10208100000000001, 0.102824, 0.103103, 0.103362, 0.103619, 0.10381899999999999, 0.103785, 0.10380499999999999, 0.10374, 0.10370600000000001, 0.103561, 0.10349899999999999, 0.10365199999999999, 0.10386099999999999, 0.104076, 0.104266, 0.104463, 0.104544, 0.10457, 0.10458099999999999, 0.104574, 0.10455299999999999, 0.104537, 0.104534, 0.10453800000000001, 0.104546, 0.104556, 0.104571, 0.104588, 0.104606, 0.10462399999999999, 0.104642, 0.104657, 0.104671, 0.104683, 0.10469299999999999, 0.104702, 0.10471, 0.10471900000000001, 0.104728, 0.104737, 0.10474600000000001, 0.104754, 0.10476199999999999, 0.104768, 0.10477300000000001, 0.104777, 0.104778, 0.104777, 0.104772, 0.104765, 0.104756, 0.104744, 0.104731, 0.104717, 0.104703, 0.104688, 0.104671, 0.10465000000000001, 0.104625, 0.10459300000000001, 0.104558, 0.104522, 0.104488, 0.10445699999999999, 0.104425, 0.104382, 0.104324, 0.104257, 0.104184, 0.104104, 0.104023, 0.103945, 0.103866, 0.103783, 0.103697, 0.10360999999999999, 0.103529, 0.103448, 0.103364, 0.10326200000000001, 0.10312200000000001, 0.102926, 0.102668, 0.10240200000000001, 0.10215, 0.101921, 0.10165399999999999, 0.10134799999999999, 0.101061, 0.10072299999999999, 0.100317, 0.099887000000000004, 0.099268400000000007, 0.098508600000000002, 0.097699999999999995, 0.096884499999999998, 0.096057100000000006, 0.095137700000000006, 0.094055100000000003, 0.092794299999999996, 0.091625600000000001, 0.090469900000000006, 0.088995000000000005, 0.087443300000000002, 0.085801100000000005, 0.0838642, 0.082105499999999998, 0.079758899999999994, 0.077120599999999997, 0.074623599999999998, 0.071243399999999998, 0.067674799999999993, 0.0638957, 0.059771900000000003, 0.055536599999999998, 0.050729400000000001, 0.045842300000000002, 0.041618299999999997, 0.036707999999999998, 0.032579299999999999, 0.029188100000000002, 0.0265426, 0.0240539, 0.022097700000000001, 0.020588599999999999, 0.019333199999999998, 0.0182621, 0.017317099999999998, 0.016484200000000001, 0.015665700000000001, 0.0148808, 0.0141818, 0.0135756, 0.013025999999999999, 0.0125203, 0.0120582, 0.0116305, 0.011236100000000001, 0.0108719, 0.0105348, 0.010222999999999999, 0.00993519, 0.0096697699999999994, 0.0094261699999999993, 0.0092035199999999998, 0.0090005199999999997, 0.0088167100000000002, 0.0086515499999999992, 0.0085042099999999999, 0.0083744500000000003, 0.0082618499999999994, 0.0081658800000000004, 0.0080863700000000007, 0.0080231199999999999, 0.0079757999999999999, 0.0079442999999999996, 0.0079288499999999994] |
3366 | -v'/U0 |
3367 | -[0.0, 1.6971799999999999e-05, 9.2089099999999999e-05, 0.00026231099999999999, 0.00055516500000000004, 0.0010019199999999999, 0.00163642, 0.00249219, 0.0035975400000000002, 0.0049710500000000003, 0.0066227600000000001, 0.0085556899999999995, 0.010756699999999999, 0.013193, 0.015830899999999998, 0.018651399999999999, 0.021640900000000001, 0.0247659, 0.0279457, 0.0310958, 0.034211800000000001, 0.037313100000000002, 0.040335599999999999, 0.0432185, 0.046016300000000003, 0.0487497, 0.051358300000000003, 0.053784400000000003, 0.056033800000000002, 0.058088899999999999, 0.060021100000000001, 0.061889100000000002, 0.063620300000000005, 0.065251699999999996, 0.066889500000000005, 0.068285600000000002, 0.0694134, 0.070436299999999993, 0.071395200000000006, 0.072205800000000001, 0.072735300000000003, 0.073086100000000001, 0.073395699999999994, 0.073652700000000002, 0.073857999999999993, 0.074040599999999998, 0.074194099999999999, 0.074307399999999996, 0.074370400000000003, 0.074357699999999999, 0.074307100000000001, 0.074260499999999993, 0.074219300000000002, 0.074174699999999996, 0.074122400000000005, 0.074066199999999999, 0.074014300000000005, 0.073969599999999996, 0.073931499999999997, 0.073898699999999998, 0.073870000000000005, 0.073844900000000005, 0.073822600000000002, 0.073802699999999999, 0.073784699999999995, 0.073768299999999995, 0.0737535, 0.073740200000000006, 0.073728199999999994, 0.073717500000000005, 0.073707900000000007, 0.073698799999999995, 0.073689500000000005, 0.073679499999999995, 0.073668899999999995, 0.073657399999999998, 0.073645100000000005, 0.0736319, 0.073617699999999994, 0.073602299999999996, 0.073585600000000001, 0.073567400000000005, 0.073547600000000005, 0.073525800000000002, 0.073501899999999995, 0.073475499999999999, 0.073446399999999995, 0.073414300000000002, 0.073378799999999994, 0.0733399, 0.073297500000000002, 0.073251200000000002, 0.073201100000000005, 0.073146900000000001, 0.073088299999999995, 0.073024900000000004, 0.072956699999999999, 0.072883799999999999, 0.072806700000000002, 0.072726200000000005, 0.072642399999999996, 0.072554800000000003, 0.072462399999999996, 0.072363800000000006, 0.072259199999999996, 0.0721498, 0.072037599999999993, 0.071923799999999996, 0.071808999999999998, 0.071692500000000006, 0.071571099999999999, 0.071440799999999999, 0.071298, 0.071139499999999994, 0.070964399999999997, 0.070780200000000001, 0.070597800000000002, 0.070416599999999996, 0.0702232, 0.070006799999999994, 0.069770100000000002, 0.069513699999999998, 0.069239800000000004, 0.068958900000000004, 0.068666199999999997, 0.068368999999999999, 0.068073499999999995, 0.067772700000000005, 0.067463099999999998, 0.067116800000000004, 0.066713999999999996, 0.066288399999999997, 0.065825900000000007, 0.065282099999999996, 0.064655500000000005, 0.063925300000000004, 0.063105800000000004, 0.062282700000000003, 0.061435999999999998, 0.060517099999999997, 0.0595189, 0.058400300000000002, 0.057210200000000003, 0.055954299999999998, 0.054596499999999999, 0.053140899999999998, 0.051675400000000003, 0.050209900000000002, 0.048629100000000001, 0.046966000000000001, 0.045187699999999997, 0.043066100000000003, 0.040710299999999998, 0.038330599999999999, 0.035934800000000003, 0.033494799999999998, 0.0309444, 0.028329099999999999, 0.025839600000000001, 0.023518500000000001, 0.021374000000000001, 0.0193329, 0.017468999999999998, 0.0158377, 0.0144165, 0.0131757, 0.0121064, 0.011172400000000001, 0.010336700000000001, 0.0095866700000000003, 0.0089080300000000008, 0.0082845699999999998, 0.0077057699999999998, 0.00716419, 0.0066546499999999998, 0.0061733100000000004, 0.0057167299999999997, 0.0052817799999999998, 0.0048658800000000004, 0.00446723, 0.0040837900000000003, 0.0037133000000000001, 0.0033543900000000001, 0.00300593, 0.0026665399999999998, 0.00233505, 0.0020103899999999999, 0.0016915299999999999, 0.00137751, 0.0010673900000000001, 0.00076028300000000005, 0.00045531800000000002, 0.00015163199999999999] |
3368 | -w'/U0 |
3369 | -[-0.0, 1.4263900000000001e-07, 2.5335500000000001e-06, 1.3390000000000001e-05, 4.4330599999999999e-05, 0.00011478600000000001, 0.00025418100000000002, 0.00050217700000000003, 0.00090532099999999995, 0.0015093300000000001, 0.0023453599999999999, 0.0034107, 0.0046606799999999995, 0.0060251200000000001, 0.00742547, 0.0087776900000000012, 0.010018200000000001, 0.011120399999999999, 0.0120838, 0.012965800000000001, 0.013809399999999999, 0.014569200000000001, 0.0152532, 0.015972099999999999, 0.016834700000000001, 0.017739399999999999, 0.018599899999999999, 0.019527900000000001, 0.020478699999999999, 0.021359999999999997, 0.022331, 0.023402200000000001, 0.0245755, 0.025936000000000001, 0.027293999999999999, 0.028462999999999999, 0.029539700000000002, 0.030499199999999997, 0.031408199999999997, 0.0320328, 0.032685699999999998, 0.033119500000000003, 0.033665, 0.0342615, 0.034683600000000002, 0.034950099999999998, 0.035137000000000002, 0.035299299999999999, 0.035492700000000002, 0.0356519, 0.0357728, 0.035837899999999999, 0.035878099999999996, 0.035919199999999998, 0.0359615, 0.036000200000000003, 0.036030800000000002, 0.036057699999999998, 0.036082900000000001, 0.036105600000000002, 0.036124299999999998, 0.036139200000000003, 0.0361514, 0.036161700000000005, 0.0361707, 0.0361789, 0.036186299999999998, 0.036193200000000002, 0.0361994, 0.036205000000000001, 0.036210100000000002, 0.036214799999999998, 0.036219599999999998, 0.036224699999999999, 0.036230100000000001, 0.036235700000000003, 0.0362414, 0.0362472, 0.036253000000000001, 0.036258600000000002, 0.036263900000000002, 0.036268700000000001, 0.036273, 0.036276500000000003, 0.036279200000000005, 0.036280899999999998, 0.036281800000000003, 0.036282200000000001, 0.036282399999999999, 0.036282799999999997, 0.036283099999999999, 0.036282700000000001, 0.036280699999999999, 0.036275799999999997, 0.036267000000000001, 0.036254099999999997, 0.036238300000000001, 0.0362221, 0.036207799999999998, 0.036196300000000001, 0.036184500000000001, 0.0361666, 0.036139299999999999, 0.036102200000000001, 0.0360544, 0.035993499999999998, 0.035919300000000001, 0.035837400000000005, 0.035752399999999997, 0.035662100000000002, 0.035562099999999999, 0.035455899999999999, 0.035353099999999998, 0.035256200000000001, 0.035152299999999997, 0.035031699999999999, 0.034899899999999998, 0.034762399999999999, 0.034613500000000005, 0.0344678, 0.034337800000000002, 0.034187700000000001, 0.0340132, 0.033841200000000002, 0.033675400000000001, 0.033398600000000001, 0.033002000000000004, 0.032651300000000001, 0.032355800000000004, 0.0320176, 0.031569100000000003, 0.031094500000000001, 0.030628900000000001, 0.030196899999999999, 0.029660499999999999, 0.028940799999999999, 0.028162800000000002, 0.027366700000000001, 0.026681099999999999, 0.0258455, 0.024789100000000001, 0.023597900000000002, 0.0226226, 0.0213846, 0.019933799999999998, 0.018645200000000001, 0.017212499999999999, 0.0157845, 0.014256399999999999, 0.012632900000000001, 0.010899600000000001, 0.0092903099999999995, 0.0076743499999999999, 0.0062200399999999996, 0.0046145399999999994, 0.0032320999999999999, 0.0021596699999999998, 0.0014597500000000001, 0.00091155299999999995, 0.000493382, 0.00021243600000000001, 1.6586200000000001e-05, -9.5153699999999997e-05, -0.00013533099999999998, -0.00016056500000000002, -0.00016401300000000002, -0.00014756600000000002, -0.000131719, -0.000121538, -0.000111377, -0.00010155200000000001, -9.2740699999999991e-05, -8.4722800000000008e-05, -7.7505100000000004e-05, -7.0842999999999999e-05, -6.4654300000000002e-05, -5.8835599999999996e-05, -5.3384899999999998e-05, -4.8348900000000001e-05, -4.3623700000000007e-05, -3.9214799999999996e-05, -3.5161500000000005e-05, -3.1368999999999997e-05, -2.7790599999999998e-05, -2.4408000000000001e-05, -2.1177200000000001e-05, -1.8091599999999998e-05, -1.51243e-05, -1.2246399999999998e-05, -9.44892e-06, -6.7095199999999996e-06, -4.0091899999999998e-06, -1.33347e-06] |
3370 | |
3371 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-table.dat' |
3372 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-table.dat 1970-01-01 00:00:00 +0000 |
3373 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-table.dat 2013-04-16 15:27:30 +0000 |
3374 | @@ -0,0 +1,194 @@ |
3375 | +y U u'u' v'v' -10*u'v' |
3376 | +0.0 0.0 0.0 0.0 -0.0 |
3377 | +0.00058238 0.00446504 0.002574 1.69718e-05 1.42639e-07 |
3378 | +0.00183133 0.0140458 0.00807474 9.20891e-05 2.53355e-06 |
3379 | +0.00326055 0.0250144 0.0143407 0.000262311 1.339e-05 |
3380 | +0.00489542 0.0375567 0.0214623 0.000555165 4.43306e-05 |
3381 | +0.00676471 0.0518656 0.0295088 0.00100192 0.000114786 |
3382 | +0.00890094 0.0681248 0.0384933 0.00163642 0.000254181 |
3383 | +0.0113408 0.0864804 0.0483254 0.00249219 0.000502177 |
3384 | +0.0141256 0.107 0.0587627 0.00359754 0.000905321 |
3385 | +0.0173017 0.129622 0.0693915 0.00497105 0.00150933 |
3386 | +0.0209209 0.154118 0.0796774 0.00662276 0.00234536 |
3387 | +0.0250411 0.180074 0.0890832 0.00855569 0.0034107 |
3388 | +0.0297262 0.206912 0.0971705 0.0107567 0.00466068 |
3389 | +0.035047 0.233951 0.103636 0.013193 0.00602512 |
3390 | +0.041081 0.260479 0.108332 0.0158309 0.00742547 |
3391 | +0.0479124 0.285849 0.111289 0.0186514 0.00877769 |
3392 | +0.0556324 0.309584 0.112699 0.0216409 0.0100182 |
3393 | +0.0643383 0.331434 0.112866 0.0247659 0.0111204 |
3394 | +0.0741327 0.351366 0.112207 0.0279457 0.0120838 |
3395 | +0.0851224 0.369444 0.111064 0.0310958 0.0129658 |
3396 | +0.0974166 0.385719 0.109594 0.0342118 0.0138094 |
3397 | +0.111124 0.400331 0.107844 0.0373131 0.0145692 |
3398 | +0.126351 0.413481 0.10613 0.0403356 0.0152532 |
3399 | +0.143196 0.425361 0.104642 0.0432185 0.0159721 |
3400 | +0.161745 0.436174 0.10333 0.0460163 0.0168347 |
3401 | +0.182069 0.445981 0.102044 0.0487497 0.0177394 |
3402 | +0.204216 0.455081 0.100888 0.0513583 0.0185999 |
3403 | +0.228204 0.463784 0.0999232 0.0537844 0.0195279 |
3404 | +0.25402 0.472144 0.0994083 0.0560338 0.0204787 |
3405 | +0.281608 0.480095 0.0991323 0.0580889 0.02136 |
3406 | +0.310871 0.487702 0.0988546 0.0600211 0.022331 |
3407 | +0.341668 0.495323 0.0990467 0.0618891 0.0234022 |
3408 | +0.373809 0.502862 0.0996836 0.0636203 0.0245755 |
3409 | +0.407065 0.510452 0.100402 0.0652517 0.025936 |
3410 | +0.441166 0.51778 0.10135 0.0668895 0.027294 |
3411 | +0.475814 0.524862 0.102081 0.0682856 0.028463 |
3412 | +0.510691 0.531679 0.102824 0.0694134 0.0295397 |
3413 | +0.54547 0.538439 0.103103 0.0704363 0.0304992 |
3414 | +0.579827 0.545278 0.103362 0.0713952 0.0314082 |
3415 | +0.613455 0.551712 0.103619 0.0722058 0.0320328 |
3416 | +0.646072 0.558198 0.103819 0.0727353 0.0326857 |
3417 | +0.677432 0.564741 0.103785 0.0730861 0.0331195 |
3418 | +0.707328 0.571159 0.103805 0.0733957 0.033665 |
3419 | +0.7356 0.57723 0.10374 0.0736527 0.0342615 |
3420 | +0.762134 0.582841 0.103706 0.073858 0.0346836 |
3421 | +0.786857 0.588305 0.103561 0.0740406 0.0349501 |
3422 | +0.80974 0.593402 0.103499 0.0741941 0.035137 |
3423 | +0.830789 0.598168 0.103652 0.0743074 0.0352993 |
3424 | +0.850041 0.602683 0.103861 0.0743704 0.0354927 |
3425 | +0.867558 0.606867 0.104076 0.0743577 0.0356519 |
3426 | +0.88342 0.610684 0.104266 0.0743071 0.0357728 |
3427 | +0.897723 0.614132 0.104463 0.0742605 0.0358379 |
3428 | +0.91057 0.617218 0.104544 0.0742193 0.0358781 |
3429 | +0.922068 0.619983 0.10457 0.0741747 0.0359192 |
3430 | +0.932328 0.622473 0.104581 0.0741224 0.0359615 |
3431 | +0.941456 0.624698 0.104574 0.0740662 0.0360002 |
3432 | +0.949559 0.626666 0.104553 0.0740143 0.0360308 |
3433 | +0.956734 0.628407 0.104537 0.0739696 0.0360577 |
3434 | +0.963077 0.629949 0.104534 0.0739315 0.0360829 |
3435 | +0.968673 0.631311 0.104538 0.0738987 0.0361056 |
3436 | +0.973604 0.632514 0.104546 0.07387 0.0361243 |
3437 | +0.977942 0.633576 0.104556 0.0738449 0.0361392 |
3438 | +0.981754 0.634514 0.104571 0.0738226 0.0361514 |
3439 | +0.985101 0.63534 0.104588 0.0738027 0.0361617 |
3440 | +0.988036 0.636067 0.104606 0.0737847 0.0361707 |
3441 | +0.990609 0.636706 0.104624 0.0737683 0.0361789 |
3442 | +0.992862 0.637266 0.104642 0.0737535 0.0361863 |
3443 | +0.994834 0.637756 0.104657 0.0737402 0.0361932 |
3444 | +0.996559 0.638185 0.104671 0.0737282 0.0361994 |
3445 | +0.998067 0.63856 0.104683 0.0737175 0.036205 |
3446 | +0.999385 0.638887 0.104693 0.0737079 0.0362101 |
3447 | +1.00059 0.639186 0.104702 0.0736988 0.0362148 |
3448 | +1.0018 0.639485 0.10471 0.0736895 0.0362196 |
3449 | +1.00306 0.6398 0.104719 0.0736795 0.0362247 |
3450 | +1.0044 0.64013 0.104728 0.0736689 0.0362301 |
3451 | +1.0058 0.640476 0.104737 0.0736574 0.0362357 |
3452 | +1.00727 0.64084 0.104746 0.0736451 0.0362414 |
3453 | +1.00881 0.641222 0.104754 0.0736319 0.0362472 |
3454 | +1.01044 0.641623 0.104762 0.0736177 0.036253 |
3455 | +1.01215 0.642045 0.104768 0.0736023 0.0362586 |
3456 | +1.01394 0.642487 0.104773 0.0735856 0.0362639 |
3457 | +1.01582 0.642953 0.104777 0.0735674 0.0362687 |
3458 | +1.0178 0.643442 0.104778 0.0735476 0.036273 |
3459 | +1.01988 0.643957 0.104777 0.0735258 0.0362765 |
3460 | +1.02207 0.644499 0.104772 0.0735019 0.0362792 |
3461 | +1.02436 0.64507 0.104765 0.0734755 0.0362809 |
3462 | +1.02677 0.645672 0.104756 0.0734464 0.0362818 |
3463 | +1.0293 0.646306 0.104744 0.0734143 0.0362822 |
3464 | +1.03197 0.646974 0.104731 0.0733788 0.0362824 |
3465 | +1.03476 0.647677 0.104717 0.0733399 0.0362828 |
3466 | +1.0377 0.648416 0.104703 0.0732975 0.0362831 |
3467 | +1.04078 0.649194 0.104688 0.0732512 0.0362827 |
3468 | +1.04402 0.650012 0.104671 0.0732011 0.0362807 |
3469 | +1.04742 0.650872 0.10465 0.0731469 0.0362758 |
3470 | +1.05099 0.651777 0.104625 0.0730883 0.036267 |
3471 | +1.05475 0.652728 0.104593 0.0730249 0.0362541 |
3472 | +1.05869 0.653729 0.104558 0.0729567 0.0362383 |
3473 | +1.06283 0.654782 0.104522 0.0728838 0.0362221 |
3474 | +1.06717 0.655885 0.104488 0.0728067 0.0362078 |
3475 | +1.07174 0.657039 0.104457 0.0727262 0.0361963 |
3476 | +1.07653 0.658243 0.104425 0.0726424 0.0361845 |
3477 | +1.08156 0.659502 0.104382 0.0725548 0.0361666 |
3478 | +1.08685 0.660824 0.104324 0.0724624 0.0361393 |
3479 | +1.09239 0.662217 0.104257 0.0723638 0.0361022 |
3480 | +1.09822 0.663689 0.104184 0.0722592 0.0360544 |
3481 | +1.10433 0.665242 0.104104 0.0721498 0.0359935 |
3482 | +1.11075 0.666876 0.104023 0.0720376 0.0359193 |
3483 | +1.11748 0.668586 0.103945 0.0719238 0.0358374 |
3484 | +1.12455 0.670367 0.103866 0.071809 0.0357524 |
3485 | +1.13197 0.672221 0.103783 0.0716925 0.0356621 |
3486 | +1.13976 0.674155 0.103697 0.0715711 0.0355621 |
3487 | +1.14793 0.676171 0.10361 0.0714408 0.0354559 |
3488 | +1.1565 0.678262 0.103529 0.071298 0.0353531 |
3489 | +1.16549 0.680434 0.103448 0.0711395 0.0352562 |
3490 | +1.17493 0.682708 0.103364 0.0709644 0.0351523 |
3491 | +1.18483 0.685085 0.103262 0.0707802 0.0350317 |
3492 | +1.19521 0.687556 0.103122 0.0705978 0.0348999 |
3493 | +1.20609 0.690131 0.102926 0.0704166 0.0347624 |
3494 | +1.21751 0.692839 0.102668 0.0702232 0.0346135 |
3495 | +1.22948 0.695677 0.102402 0.0700068 0.0344678 |
3496 | +1.24203 0.698624 0.10215 0.0697701 0.0343378 |
3497 | +1.25518 0.701695 0.101921 0.0695137 0.0341877 |
3498 | +1.26897 0.70492 0.101654 0.0692398 0.0340132 |
3499 | +1.28342 0.708291 0.101348 0.0689589 0.0338412 |
3500 | +1.29856 0.711788 0.101061 0.0686662 0.0336754 |
3501 | +1.31442 0.71543 0.100723 0.068369 0.0333986 |
3502 | +1.33104 0.719268 0.100317 0.0680735 0.033002 |
3503 | +1.34844 0.723345 0.099887 0.0677727 0.0326513 |
3504 | +1.36667 0.727658 0.0992684 0.0674631 0.0323558 |
3505 | +1.38575 0.732146 0.0985086 0.0671168 0.0320176 |
3506 | +1.40572 0.736839 0.0977 0.066714 0.0315691 |
3507 | +1.42662 0.74174 0.0968845 0.0662884 0.0310945 |
3508 | +1.4485 0.746809 0.0960571 0.0658259 0.0306289 |
3509 | +1.47138 0.75194 0.0951377 0.0652821 0.0301969 |
3510 | +1.49531 0.757201 0.0940551 0.0646555 0.0296605 |
3511 | +1.52033 0.762611 0.0927943 0.0639253 0.0289408 |
3512 | +1.54649 0.768156 0.0916256 0.0631058 0.0281628 |
3513 | +1.57382 0.773884 0.0904699 0.0622827 0.0273667 |
3514 | +1.60239 0.779813 0.088995 0.061436 0.0266811 |
3515 | +1.63222 0.78591 0.0874433 0.0605171 0.0258455 |
3516 | +1.66338 0.792134 0.0858011 0.0595189 0.0247891 |
3517 | +1.6959 0.798546 0.0838642 0.0584003 0.0235979 |
3518 | +1.72984 0.804894 0.0821055 0.0572102 0.0226226 |
3519 | +1.76524 0.811289 0.0797589 0.0559543 0.0213846 |
3520 | +1.80217 0.817768 0.0771206 0.0545965 0.0199338 |
3521 | +1.84065 0.824158 0.0746236 0.0531409 0.0186452 |
3522 | +1.88076 0.830684 0.0712434 0.0516754 0.0172125 |
3523 | +1.92254 0.837102 0.0676748 0.0502099 0.0157845 |
3524 | +1.96604 0.843501 0.0638957 0.0486291 0.0142564 |
3525 | +2.01132 0.84987 0.0597719 0.046966 0.0126329 |
3526 | +2.05842 0.856127 0.0555366 0.0451877 0.0108996 |
3527 | +2.10739 0.861849 0.0507294 0.0430661 0.00929031 |
3528 | +2.15829 0.867143 0.0458423 0.0407103 0.00767435 |
3529 | +2.21117 0.871668 0.0416183 0.0383306 0.00622004 |
3530 | +2.26607 0.875782 0.036708 0.0359348 0.00461454 |
3531 | +2.32303 0.879288 0.0325793 0.0334948 0.0032321 |
3532 | +2.38211 0.882174 0.0291881 0.0309444 0.00215967 |
3533 | +2.44334 0.884183 0.0265426 0.0283291 0.00145975 |
3534 | +2.50677 0.885542 0.0240539 0.0258396 0.000911553 |
3535 | +2.57243 0.886574 0.0220977 0.0235185 0.000493382 |
3536 | +2.64036 0.887211 0.0205886 0.021374 0.000212436 |
3537 | +2.71059 0.887583 0.0193332 0.0193329 1.65862e-05 |
3538 | +2.78315 0.88779 0.0182621 0.017469 -9.51537e-05 |
3539 | +2.85805 0.887876 0.0173171 0.0158377 -0.000135331 |
3540 | +2.93532 0.887868 0.0164842 0.0144165 -0.000160565 |
3541 | +3.01498 0.887786 0.0156657 0.0131757 -0.000164013 |
3542 | +3.09702 0.887688 0.0148808 0.0121064 -0.000147566 |
3543 | +3.18145 0.887639 0.0141818 0.0111724 -0.000131719 |
3544 | +3.26828 0.887598 0.0135756 0.0103367 -0.000121538 |
3545 | +3.35749 0.887563 0.013026 0.00958667 -0.000111377 |
3546 | +3.44906 0.887543 0.0125203 0.00890803 -0.000101552 |
3547 | +3.54298 0.887522 0.0120582 0.00828457 -9.27407e-05 |
3548 | +3.63921 0.887508 0.0116305 0.00770577 -8.47228e-05 |
3549 | +3.73771 0.887496 0.0112361 0.00716419 -7.75051e-05 |
3550 | +3.83845 0.887487 0.0108719 0.00665465 -7.0843e-05 |
3551 | +3.94137 0.88748 0.0105348 0.00617331 -6.46543e-05 |
3552 | +4.0464 0.887475 0.010223 0.00571673 -5.88356e-05 |
3553 | +4.15349 0.887471 0.00993519 0.00528178 -5.33849e-05 |
3554 | +4.26256 0.887469 0.00966977 0.00486588 -4.83489e-05 |
3555 | +4.37352 0.887468 0.00942617 0.00446723 -4.36237e-05 |
3556 | +4.48628 0.887469 0.00920352 0.00408379 -3.92148e-05 |
3557 | +4.60074 0.88747 0.00900052 0.0037133 -3.51615e-05 |
3558 | +4.7168 0.887472 0.00881671 0.00335439 -3.1369e-05 |
3559 | +4.83435 0.887474 0.00865155 0.00300593 -2.77906e-05 |
3560 | +4.95326 0.887477 0.00850421 0.00266654 -2.4408e-05 |
3561 | +5.0734 0.88748 0.00837445 0.00233505 -2.11772e-05 |
3562 | +5.19466 0.887482 0.00826185 0.00201039 -1.80916e-05 |
3563 | +5.31689 0.887485 0.00816588 0.00169153 -1.51243e-05 |
3564 | +5.43994 0.887488 0.00808637 0.00137751 -1.22464e-05 |
3565 | +5.56368 0.88749 0.00802312 0.00106739 -9.44892e-06 |
3566 | +5.68796 0.887491 0.0079758 0.000760283 -6.70952e-06 |
3567 | +5.81262 0.887493 0.0079443 0.000455318 -4.00919e-06 |
3568 | +5.93751 0.887493 0.00792885 0.000151632 -1.33347e-06 |
3569 | |
3570 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-table.dat' |
3571 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-table.dat 2011-10-30 17:25:22 +0000 |
3572 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/BFS-SEM-ERCOFTAC744-table.dat 1970-01-01 00:00:00 +0000 |
3573 | @@ -1,194 +0,0 @@ |
3574 | -y U u'u' v'v' -10*u'v' |
3575 | -0.0 0.0 0.0 0.0 -0.0 |
3576 | -0.00058238 0.00446504 0.002574 1.69718e-05 1.42639e-07 |
3577 | -0.00183133 0.0140458 0.00807474 9.20891e-05 2.53355e-06 |
3578 | -0.00326055 0.0250144 0.0143407 0.000262311 1.339e-05 |
3579 | -0.00489542 0.0375567 0.0214623 0.000555165 4.43306e-05 |
3580 | -0.00676471 0.0518656 0.0295088 0.00100192 0.000114786 |
3581 | -0.00890094 0.0681248 0.0384933 0.00163642 0.000254181 |
3582 | -0.0113408 0.0864804 0.0483254 0.00249219 0.000502177 |
3583 | -0.0141256 0.107 0.0587627 0.00359754 0.000905321 |
3584 | -0.0173017 0.129622 0.0693915 0.00497105 0.00150933 |
3585 | -0.0209209 0.154118 0.0796774 0.00662276 0.00234536 |
3586 | -0.0250411 0.180074 0.0890832 0.00855569 0.0034107 |
3587 | -0.0297262 0.206912 0.0971705 0.0107567 0.00466068 |
3588 | -0.035047 0.233951 0.103636 0.013193 0.00602512 |
3589 | -0.041081 0.260479 0.108332 0.0158309 0.00742547 |
3590 | -0.0479124 0.285849 0.111289 0.0186514 0.00877769 |
3591 | -0.0556324 0.309584 0.112699 0.0216409 0.0100182 |
3592 | -0.0643383 0.331434 0.112866 0.0247659 0.0111204 |
3593 | -0.0741327 0.351366 0.112207 0.0279457 0.0120838 |
3594 | -0.0851224 0.369444 0.111064 0.0310958 0.0129658 |
3595 | -0.0974166 0.385719 0.109594 0.0342118 0.0138094 |
3596 | -0.111124 0.400331 0.107844 0.0373131 0.0145692 |
3597 | -0.126351 0.413481 0.10613 0.0403356 0.0152532 |
3598 | -0.143196 0.425361 0.104642 0.0432185 0.0159721 |
3599 | -0.161745 0.436174 0.10333 0.0460163 0.0168347 |
3600 | -0.182069 0.445981 0.102044 0.0487497 0.0177394 |
3601 | -0.204216 0.455081 0.100888 0.0513583 0.0185999 |
3602 | -0.228204 0.463784 0.0999232 0.0537844 0.0195279 |
3603 | -0.25402 0.472144 0.0994083 0.0560338 0.0204787 |
3604 | -0.281608 0.480095 0.0991323 0.0580889 0.02136 |
3605 | -0.310871 0.487702 0.0988546 0.0600211 0.022331 |
3606 | -0.341668 0.495323 0.0990467 0.0618891 0.0234022 |
3607 | -0.373809 0.502862 0.0996836 0.0636203 0.0245755 |
3608 | -0.407065 0.510452 0.100402 0.0652517 0.025936 |
3609 | -0.441166 0.51778 0.10135 0.0668895 0.027294 |
3610 | -0.475814 0.524862 0.102081 0.0682856 0.028463 |
3611 | -0.510691 0.531679 0.102824 0.0694134 0.0295397 |
3612 | -0.54547 0.538439 0.103103 0.0704363 0.0304992 |
3613 | -0.579827 0.545278 0.103362 0.0713952 0.0314082 |
3614 | -0.613455 0.551712 0.103619 0.0722058 0.0320328 |
3615 | -0.646072 0.558198 0.103819 0.0727353 0.0326857 |
3616 | -0.677432 0.564741 0.103785 0.0730861 0.0331195 |
3617 | -0.707328 0.571159 0.103805 0.0733957 0.033665 |
3618 | -0.7356 0.57723 0.10374 0.0736527 0.0342615 |
3619 | -0.762134 0.582841 0.103706 0.073858 0.0346836 |
3620 | -0.786857 0.588305 0.103561 0.0740406 0.0349501 |
3621 | -0.80974 0.593402 0.103499 0.0741941 0.035137 |
3622 | -0.830789 0.598168 0.103652 0.0743074 0.0352993 |
3623 | -0.850041 0.602683 0.103861 0.0743704 0.0354927 |
3624 | -0.867558 0.606867 0.104076 0.0743577 0.0356519 |
3625 | -0.88342 0.610684 0.104266 0.0743071 0.0357728 |
3626 | -0.897723 0.614132 0.104463 0.0742605 0.0358379 |
3627 | -0.91057 0.617218 0.104544 0.0742193 0.0358781 |
3628 | -0.922068 0.619983 0.10457 0.0741747 0.0359192 |
3629 | -0.932328 0.622473 0.104581 0.0741224 0.0359615 |
3630 | -0.941456 0.624698 0.104574 0.0740662 0.0360002 |
3631 | -0.949559 0.626666 0.104553 0.0740143 0.0360308 |
3632 | -0.956734 0.628407 0.104537 0.0739696 0.0360577 |
3633 | -0.963077 0.629949 0.104534 0.0739315 0.0360829 |
3634 | -0.968673 0.631311 0.104538 0.0738987 0.0361056 |
3635 | -0.973604 0.632514 0.104546 0.07387 0.0361243 |
3636 | -0.977942 0.633576 0.104556 0.0738449 0.0361392 |
3637 | -0.981754 0.634514 0.104571 0.0738226 0.0361514 |
3638 | -0.985101 0.63534 0.104588 0.0738027 0.0361617 |
3639 | -0.988036 0.636067 0.104606 0.0737847 0.0361707 |
3640 | -0.990609 0.636706 0.104624 0.0737683 0.0361789 |
3641 | -0.992862 0.637266 0.104642 0.0737535 0.0361863 |
3642 | -0.994834 0.637756 0.104657 0.0737402 0.0361932 |
3643 | -0.996559 0.638185 0.104671 0.0737282 0.0361994 |
3644 | -0.998067 0.63856 0.104683 0.0737175 0.036205 |
3645 | -0.999385 0.638887 0.104693 0.0737079 0.0362101 |
3646 | -1.00059 0.639186 0.104702 0.0736988 0.0362148 |
3647 | -1.0018 0.639485 0.10471 0.0736895 0.0362196 |
3648 | -1.00306 0.6398 0.104719 0.0736795 0.0362247 |
3649 | -1.0044 0.64013 0.104728 0.0736689 0.0362301 |
3650 | -1.0058 0.640476 0.104737 0.0736574 0.0362357 |
3651 | -1.00727 0.64084 0.104746 0.0736451 0.0362414 |
3652 | -1.00881 0.641222 0.104754 0.0736319 0.0362472 |
3653 | -1.01044 0.641623 0.104762 0.0736177 0.036253 |
3654 | -1.01215 0.642045 0.104768 0.0736023 0.0362586 |
3655 | -1.01394 0.642487 0.104773 0.0735856 0.0362639 |
3656 | -1.01582 0.642953 0.104777 0.0735674 0.0362687 |
3657 | -1.0178 0.643442 0.104778 0.0735476 0.036273 |
3658 | -1.01988 0.643957 0.104777 0.0735258 0.0362765 |
3659 | -1.02207 0.644499 0.104772 0.0735019 0.0362792 |
3660 | -1.02436 0.64507 0.104765 0.0734755 0.0362809 |
3661 | -1.02677 0.645672 0.104756 0.0734464 0.0362818 |
3662 | -1.0293 0.646306 0.104744 0.0734143 0.0362822 |
3663 | -1.03197 0.646974 0.104731 0.0733788 0.0362824 |
3664 | -1.03476 0.647677 0.104717 0.0733399 0.0362828 |
3665 | -1.0377 0.648416 0.104703 0.0732975 0.0362831 |
3666 | -1.04078 0.649194 0.104688 0.0732512 0.0362827 |
3667 | -1.04402 0.650012 0.104671 0.0732011 0.0362807 |
3668 | -1.04742 0.650872 0.10465 0.0731469 0.0362758 |
3669 | -1.05099 0.651777 0.104625 0.0730883 0.036267 |
3670 | -1.05475 0.652728 0.104593 0.0730249 0.0362541 |
3671 | -1.05869 0.653729 0.104558 0.0729567 0.0362383 |
3672 | -1.06283 0.654782 0.104522 0.0728838 0.0362221 |
3673 | -1.06717 0.655885 0.104488 0.0728067 0.0362078 |
3674 | -1.07174 0.657039 0.104457 0.0727262 0.0361963 |
3675 | -1.07653 0.658243 0.104425 0.0726424 0.0361845 |
3676 | -1.08156 0.659502 0.104382 0.0725548 0.0361666 |
3677 | -1.08685 0.660824 0.104324 0.0724624 0.0361393 |
3678 | -1.09239 0.662217 0.104257 0.0723638 0.0361022 |
3679 | -1.09822 0.663689 0.104184 0.0722592 0.0360544 |
3680 | -1.10433 0.665242 0.104104 0.0721498 0.0359935 |
3681 | -1.11075 0.666876 0.104023 0.0720376 0.0359193 |
3682 | -1.11748 0.668586 0.103945 0.0719238 0.0358374 |
3683 | -1.12455 0.670367 0.103866 0.071809 0.0357524 |
3684 | -1.13197 0.672221 0.103783 0.0716925 0.0356621 |
3685 | -1.13976 0.674155 0.103697 0.0715711 0.0355621 |
3686 | -1.14793 0.676171 0.10361 0.0714408 0.0354559 |
3687 | -1.1565 0.678262 0.103529 0.071298 0.0353531 |
3688 | -1.16549 0.680434 0.103448 0.0711395 0.0352562 |
3689 | -1.17493 0.682708 0.103364 0.0709644 0.0351523 |
3690 | -1.18483 0.685085 0.103262 0.0707802 0.0350317 |
3691 | -1.19521 0.687556 0.103122 0.0705978 0.0348999 |
3692 | -1.20609 0.690131 0.102926 0.0704166 0.0347624 |
3693 | -1.21751 0.692839 0.102668 0.0702232 0.0346135 |
3694 | -1.22948 0.695677 0.102402 0.0700068 0.0344678 |
3695 | -1.24203 0.698624 0.10215 0.0697701 0.0343378 |
3696 | -1.25518 0.701695 0.101921 0.0695137 0.0341877 |
3697 | -1.26897 0.70492 0.101654 0.0692398 0.0340132 |
3698 | -1.28342 0.708291 0.101348 0.0689589 0.0338412 |
3699 | -1.29856 0.711788 0.101061 0.0686662 0.0336754 |
3700 | -1.31442 0.71543 0.100723 0.068369 0.0333986 |
3701 | -1.33104 0.719268 0.100317 0.0680735 0.033002 |
3702 | -1.34844 0.723345 0.099887 0.0677727 0.0326513 |
3703 | -1.36667 0.727658 0.0992684 0.0674631 0.0323558 |
3704 | -1.38575 0.732146 0.0985086 0.0671168 0.0320176 |
3705 | -1.40572 0.736839 0.0977 0.066714 0.0315691 |
3706 | -1.42662 0.74174 0.0968845 0.0662884 0.0310945 |
3707 | -1.4485 0.746809 0.0960571 0.0658259 0.0306289 |
3708 | -1.47138 0.75194 0.0951377 0.0652821 0.0301969 |
3709 | -1.49531 0.757201 0.0940551 0.0646555 0.0296605 |
3710 | -1.52033 0.762611 0.0927943 0.0639253 0.0289408 |
3711 | -1.54649 0.768156 0.0916256 0.0631058 0.0281628 |
3712 | -1.57382 0.773884 0.0904699 0.0622827 0.0273667 |
3713 | -1.60239 0.779813 0.088995 0.061436 0.0266811 |
3714 | -1.63222 0.78591 0.0874433 0.0605171 0.0258455 |
3715 | -1.66338 0.792134 0.0858011 0.0595189 0.0247891 |
3716 | -1.6959 0.798546 0.0838642 0.0584003 0.0235979 |
3717 | -1.72984 0.804894 0.0821055 0.0572102 0.0226226 |
3718 | -1.76524 0.811289 0.0797589 0.0559543 0.0213846 |
3719 | -1.80217 0.817768 0.0771206 0.0545965 0.0199338 |
3720 | -1.84065 0.824158 0.0746236 0.0531409 0.0186452 |
3721 | -1.88076 0.830684 0.0712434 0.0516754 0.0172125 |
3722 | -1.92254 0.837102 0.0676748 0.0502099 0.0157845 |
3723 | -1.96604 0.843501 0.0638957 0.0486291 0.0142564 |
3724 | -2.01132 0.84987 0.0597719 0.046966 0.0126329 |
3725 | -2.05842 0.856127 0.0555366 0.0451877 0.0108996 |
3726 | -2.10739 0.861849 0.0507294 0.0430661 0.00929031 |
3727 | -2.15829 0.867143 0.0458423 0.0407103 0.00767435 |
3728 | -2.21117 0.871668 0.0416183 0.0383306 0.00622004 |
3729 | -2.26607 0.875782 0.036708 0.0359348 0.00461454 |
3730 | -2.32303 0.879288 0.0325793 0.0334948 0.0032321 |
3731 | -2.38211 0.882174 0.0291881 0.0309444 0.00215967 |
3732 | -2.44334 0.884183 0.0265426 0.0283291 0.00145975 |
3733 | -2.50677 0.885542 0.0240539 0.0258396 0.000911553 |
3734 | -2.57243 0.886574 0.0220977 0.0235185 0.000493382 |
3735 | -2.64036 0.887211 0.0205886 0.021374 0.000212436 |
3736 | -2.71059 0.887583 0.0193332 0.0193329 1.65862e-05 |
3737 | -2.78315 0.88779 0.0182621 0.017469 -9.51537e-05 |
3738 | -2.85805 0.887876 0.0173171 0.0158377 -0.000135331 |
3739 | -2.93532 0.887868 0.0164842 0.0144165 -0.000160565 |
3740 | -3.01498 0.887786 0.0156657 0.0131757 -0.000164013 |
3741 | -3.09702 0.887688 0.0148808 0.0121064 -0.000147566 |
3742 | -3.18145 0.887639 0.0141818 0.0111724 -0.000131719 |
3743 | -3.26828 0.887598 0.0135756 0.0103367 -0.000121538 |
3744 | -3.35749 0.887563 0.013026 0.00958667 -0.000111377 |
3745 | -3.44906 0.887543 0.0125203 0.00890803 -0.000101552 |
3746 | -3.54298 0.887522 0.0120582 0.00828457 -9.27407e-05 |
3747 | -3.63921 0.887508 0.0116305 0.00770577 -8.47228e-05 |
3748 | -3.73771 0.887496 0.0112361 0.00716419 -7.75051e-05 |
3749 | -3.83845 0.887487 0.0108719 0.00665465 -7.0843e-05 |
3750 | -3.94137 0.88748 0.0105348 0.00617331 -6.46543e-05 |
3751 | -4.0464 0.887475 0.010223 0.00571673 -5.88356e-05 |
3752 | -4.15349 0.887471 0.00993519 0.00528178 -5.33849e-05 |
3753 | -4.26256 0.887469 0.00966977 0.00486588 -4.83489e-05 |
3754 | -4.37352 0.887468 0.00942617 0.00446723 -4.36237e-05 |
3755 | -4.48628 0.887469 0.00920352 0.00408379 -3.92148e-05 |
3756 | -4.60074 0.88747 0.00900052 0.0037133 -3.51615e-05 |
3757 | -4.7168 0.887472 0.00881671 0.00335439 -3.1369e-05 |
3758 | -4.83435 0.887474 0.00865155 0.00300593 -2.77906e-05 |
3759 | -4.95326 0.887477 0.00850421 0.00266654 -2.4408e-05 |
3760 | -5.0734 0.88748 0.00837445 0.00233505 -2.11772e-05 |
3761 | -5.19466 0.887482 0.00826185 0.00201039 -1.80916e-05 |
3762 | -5.31689 0.887485 0.00816588 0.00169153 -1.51243e-05 |
3763 | -5.43994 0.887488 0.00808637 0.00137751 -1.22464e-05 |
3764 | -5.56368 0.88749 0.00802312 0.00106739 -9.44892e-06 |
3765 | -5.68796 0.887491 0.0079758 0.000760283 -6.70952e-06 |
3766 | -5.81262 0.887493 0.0079443 0.000455318 -4.00919e-06 |
3767 | -5.93751 0.887493 0.00792885 0.000151632 -1.33347e-06 |
3768 | |
3769 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/README' |
3770 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/README 1970-01-01 00:00:00 +0000 |
3771 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/README 2013-04-16 15:27:30 +0000 |
3772 | @@ -0,0 +1,28 @@ |
3773 | +1) File name convention: filename.nnn |
3774 | + nnn = streamwise nodal (cell center) location |
3775 | + |
3776 | + nnn = 181 ---> x/h = -3.0 |
3777 | + nnn = 360 ---> x/h = 4.0 |
3778 | + nnn = 411 ---> x/h = 6.0 |
3779 | + nnn = 513 ---> x/h = 10.0 |
3780 | + nnn = 641 ---> x/h = 15.0 |
3781 | + nnn = 744 ---> x/h = 19.0 |
3782 | + |
3783 | +2) Files "x.nnn" contain U, V, u'(rms), v'(rms), w'(rms), u'v'. |
3784 | + File header explains the data columns. |
3785 | + |
3786 | + All quantities are nomalized to U0, where U0 is the mean inlet |
3787 | + free stream velocity. |
3788 | + |
3789 | +3) Files "r**.nnn" contain Reynolds stress budgets. |
3790 | + |
3791 | + r11.nnn ---> Streamwise component (u'u') |
3792 | + r22.nnn ---> Vertical component (v'v') |
3793 | + r33.nnn ---> Spanwise component (w'w') |
3794 | + r12.nnn ---> Reynolds shear stress component (u'v') |
3795 | + rkk.nnn ---> Turbulent kinetic energy |
3796 | + |
3797 | + All quantities are nomalized to U0^3/h. |
3798 | + |
3799 | +4) File "stat.info" contains additional information at each streamwise |
3800 | + location (u_tau, Cf, etc...). |
3801 | |
3802 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/README' |
3803 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/README 2011-10-30 17:25:22 +0000 |
3804 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/README 1970-01-01 00:00:00 +0000 |
3805 | @@ -1,28 +0,0 @@ |
3806 | -1) File name convention: filename.nnn |
3807 | - nnn = streamwise nodal (cell center) location |
3808 | - |
3809 | - nnn = 181 ---> x/h = -3.0 |
3810 | - nnn = 360 ---> x/h = 4.0 |
3811 | - nnn = 411 ---> x/h = 6.0 |
3812 | - nnn = 513 ---> x/h = 10.0 |
3813 | - nnn = 641 ---> x/h = 15.0 |
3814 | - nnn = 744 ---> x/h = 19.0 |
3815 | - |
3816 | -2) Files "x.nnn" contain U, V, u'(rms), v'(rms), w'(rms), u'v'. |
3817 | - File header explains the data columns. |
3818 | - |
3819 | - All quantities are nomalized to U0, where U0 is the mean inlet |
3820 | - free stream velocity. |
3821 | - |
3822 | -3) Files "r**.nnn" contain Reynolds stress budgets. |
3823 | - |
3824 | - r11.nnn ---> Streamwise component (u'u') |
3825 | - r22.nnn ---> Vertical component (v'v') |
3826 | - r33.nnn ---> Spanwise component (w'w') |
3827 | - r12.nnn ---> Reynolds shear stress component (u'v') |
3828 | - rkk.nnn ---> Turbulent kinetic energy |
3829 | - |
3830 | - All quantities are nomalized to U0^3/h. |
3831 | - |
3832 | -4) File "stat.info" contains additional information at each streamwise |
3833 | - location (u_tau, Cf, etc...). |
3834 | |
3835 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/extract_Ercoftac_test31_BFS.py' |
3836 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/extract_Ercoftac_test31_BFS.py 1970-01-01 00:00:00 +0000 |
3837 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/extract_Ercoftac_test31_BFS.py 2013-04-16 15:27:30 +0000 |
3838 | @@ -0,0 +1,43 @@ |
3839 | +#!/usr/bin/env python |
3840 | + |
3841 | +import glob |
3842 | +import sys |
3843 | +import numpy |
3844 | + |
3845 | +def inflow_data(plane): |
3846 | + # Extract mean velocity and Reynolds stresses from ERCOFTAC data at given plane. |
3847 | + # Ignore file header |
3848 | + ignore=3 |
3849 | + ercoftac = open('x.'+str(plane), 'r') |
3850 | + print "reading in data from file: x."+str(plane) |
3851 | + for line in range(ignore): |
3852 | + ercoftac.readline() |
3853 | + |
3854 | + y=[];U=[];uu=[];vv=[];uv=[] |
3855 | + for line in ercoftac: |
3856 | + y.append(float(line.split( )[0])) |
3857 | + U.append(float(line.split( )[1])) |
3858 | + uu.append(float(line.split( )[3])) |
3859 | + vv.append(float(line.split( )[4])) |
3860 | + uv.append(-10.0*float(line.split( )[6])) |
3861 | + |
3862 | + # Write data out |
3863 | + datafile = open('BFS-SEM-ERCOFTAC'+str(plane)+'-list.dat', 'w') |
3864 | + datafile.write('y/h\n'+str(y)+'\nU/U0\n'+str(U)+"\nu'/U0\n"+str(uu)+"\nv'/U0\n"+str(vv)+"\nw'/U0\n"+str(uv)+'\n') |
3865 | + datafile = open('BFS-SEM-ERCOFTAC'+str(plane)+'-table.dat', 'w') |
3866 | + datafile.write("y/h U/U0 u'u'/U0^2 v'v'/U0^2 -10*u'v'/U0^2\n") |
3867 | + for i in range(len(y)): |
3868 | + datafile.write(str(y[i])+' '+str(U[i])+' '+str(uu[i])+' '+str(vv[i])+' '+str(uv[i])+'\n') |
3869 | + ercoftac.close(); datafile.close() |
3870 | + return |
3871 | + |
3872 | +######################################################################### |
3873 | + |
3874 | +def main(): |
3875 | + |
3876 | + plane = sys.argv[1] |
3877 | + inflow_data(plane) |
3878 | + |
3879 | +if __name__ == "__main__": |
3880 | + sys.exit(main()) |
3881 | + |
3882 | |
3883 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/extract_Ercoftac_test31_BFS.py' |
3884 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/extract_Ercoftac_test31_BFS.py 2011-10-30 17:25:22 +0000 |
3885 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/extract_Ercoftac_test31_BFS.py 1970-01-01 00:00:00 +0000 |
3886 | @@ -1,43 +0,0 @@ |
3887 | -#!/usr/bin/env python |
3888 | - |
3889 | -import glob |
3890 | -import sys |
3891 | -import numpy |
3892 | - |
3893 | -def inflow_data(plane): |
3894 | - # Extract mean velocity and Reynolds stresses from ERCOFTAC data at given plane. |
3895 | - # Ignore file header |
3896 | - ignore=3 |
3897 | - ercoftac = open('x.'+str(plane), 'r') |
3898 | - print "reading in data from file: x."+str(plane) |
3899 | - for line in range(ignore): |
3900 | - ercoftac.readline() |
3901 | - |
3902 | - y=[];U=[];uu=[];vv=[];uv=[] |
3903 | - for line in ercoftac: |
3904 | - y.append(float(line.split( )[0])) |
3905 | - U.append(float(line.split( )[1])) |
3906 | - uu.append(float(line.split( )[3])) |
3907 | - vv.append(float(line.split( )[4])) |
3908 | - uv.append(-10.0*float(line.split( )[6])) |
3909 | - |
3910 | - # Write data out |
3911 | - datafile = open('BFS-SEM-ERCOFTAC'+str(plane)+'-list.dat', 'w') |
3912 | - datafile.write('y/h\n'+str(y)+'\nU/U0\n'+str(U)+"\nu'/U0\n"+str(uu)+"\nv'/U0\n"+str(vv)+"\nw'/U0\n"+str(uv)+'\n') |
3913 | - datafile = open('BFS-SEM-ERCOFTAC'+str(plane)+'-table.dat', 'w') |
3914 | - datafile.write("y U u'u' v'v' -10*u'v'\n") |
3915 | - for i in range(len(y)): |
3916 | - datafile.write(str(y[i])+' '+str(U[i])+' '+str(uu[i])+' '+str(vv[i])+' '+str(uv[i])+'\n') |
3917 | - ercoftac.close(); datafile.close() |
3918 | - return |
3919 | - |
3920 | -######################################################################### |
3921 | - |
3922 | -def main(): |
3923 | - |
3924 | - plane = sys.argv[1] |
3925 | - inflow_data(plane) |
3926 | - |
3927 | -if __name__ == "__main__": |
3928 | - sys.exit(main()) |
3929 | - |
3930 | |
3931 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/readme' |
3932 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/readme 1970-01-01 00:00:00 +0000 |
3933 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/readme 2013-04-16 15:27:30 +0000 |
3934 | @@ -0,0 +1,28 @@ |
3935 | +1) File name convention: filename.nnn |
3936 | + nnn = streamwise nodal (cell center) location |
3937 | + |
3938 | + nnn = 181 ---> x/h = -3.0 |
3939 | + nnn = 360 ---> x/h = 4.0 |
3940 | + nnn = 411 ---> x/h = 6.0 |
3941 | + nnn = 513 ---> x/h = 10.0 |
3942 | + nnn = 641 ---> x/h = 15.0 |
3943 | + nnn = 744 ---> x/h = 19.0 |
3944 | + |
3945 | +2) Files "x.nnn" contain U, V, u'(rms), v'(rms), w'(rms), u'v'. |
3946 | + File header explains the data columns. |
3947 | + |
3948 | + All quantities are nomalized to U0, where U0 is the mean inlet |
3949 | + free stream velocity. |
3950 | + |
3951 | +3) Files "r**.nnn" contain Reynolds stress budgets. |
3952 | + |
3953 | + r11.nnn ---> Streamwise component (u'u') |
3954 | + r22.nnn ---> Vertical component (v'v') |
3955 | + r33.nnn ---> Spanwise component (w'w') |
3956 | + r12.nnn ---> Reynolds shear stress component (u'v') |
3957 | + rkk.nnn ---> Turbulent kinetic energy |
3958 | + |
3959 | + All quantities are nomalized to U0^3/h. |
3960 | + |
3961 | +4) File "stat.info" contains additional information at each streamwise |
3962 | + location (u_tau, Cf, etc...). |
3963 | |
3964 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.181' |
3965 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.181 1970-01-01 00:00:00 +0000 |
3966 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.181 2013-04-16 15:27:30 +0000 |
3967 | @@ -0,0 +1,124 @@ |
3968 | + # Col. 1: y/h |
3969 | + # Col. 2: Production term |
3970 | + # Col. 3: Turbulence Transport term |
3971 | + # Col. 4: Viscous Diffusion term |
3972 | + # Col. 5: Velocity Pressure Gradient term |
3973 | + # Col. 6: Viscous Dissipation term |
3974 | + # Col. 7: Convection term |
3975 | + |
3976 | + 0.00000E+00 0.00000E+00 0.00000E+00 1.46486E-02 0.00000E+00 -1.46486E-02 0.00000E+00 |
3977 | + 5.88587E-04 6.04671E-07 1.50662E-06 1.45370E-02 4.14154E-05 -1.45801E-02 2.14690E-09 |
3978 | + 1.79565E-03 9.64506E-06 3.01285E-05 1.43695E-02 9.34891E-05 -1.45028E-02 -4.23262E-08 |
3979 | + 3.06398E-03 4.50964E-05 1.43468E-04 1.41172E-02 1.07815E-04 -1.44150E-02 -2.84408E-07 |
3980 | + 4.39670E-03 1.30951E-04 4.10865E-04 1.36732E-02 8.61860E-05 -1.43049E-02 -9.80895E-07 |
3981 | + 5.79703E-03 2.96329E-04 8.98854E-04 1.28905E-02 3.12106E-05 -1.41233E-02 -2.55356E-06 |
3982 | + 7.26840E-03 5.73803E-04 1.64855E-03 1.16505E-02 -5.37320E-05 -1.38279E-02 -5.68313E-06 |
3983 | + 8.81438E-03 9.96085E-04 2.65131E-03 9.90014E-03 -1.64562E-04 -1.33925E-02 -1.14145E-05 |
3984 | + 1.04387E-02 1.59117E-03 3.83528E-03 7.67713E-03 -2.96626E-04 -1.28139E-02 -2.11498E-05 |
3985 | + 1.21454E-02 2.37659E-03 5.07196E-03 5.11043E-03 -4.44896E-04 -1.21131E-02 -3.63297E-05 |
3986 | + 1.39385E-02 3.35402E-03 6.20079E-03 2.39604E-03 -6.04244E-04 -1.13312E-02 -5.77425E-05 |
3987 | + 1.58225E-02 4.50561E-03 7.06145E-03 -2.40023E-04 -7.69786E-04 -1.05209E-02 -8.47803E-05 |
3988 | + 1.78018E-02 5.79329E-03 7.52443E-03 -2.58071E-03 -9.37250E-04 -9.73763E-03 -1.15208E-04 |
3989 | + 1.98813E-02 7.16161E-03 7.51471E-03 -4.45382E-03 -1.10321E-03 -9.02877E-03 -1.45785E-04 |
3990 | + 2.20659E-02 8.54378E-03 7.02507E-03 -5.75941E-03 -1.26505E-03 -8.42496E-03 -1.73545E-04 |
3991 | + 2.43610E-02 9.86976E-03 6.11465E-03 -6.48014E-03 -1.42062E-03 -7.93581E-03 -1.97107E-04 |
3992 | + 2.67720E-02 1.10748E-02 4.89183E-03 -6.66975E-03 -1.56776E-03 -7.55320E-03 -2.17412E-04 |
3993 | + 2.93049E-02 1.21067E-02 3.48797E-03 -6.42695E-03 -1.70390E-03 -7.25895E-03 -2.37470E-04 |
3994 | + 3.19656E-02 1.29307E-02 2.03349E-03 -5.87031E-03 -1.82605E-03 -7.03127E-03 -2.60942E-04 |
3995 | + 3.47605E-02 1.35307E-02 6.41558E-04 -5.12080E-03 -1.93131E-03 -6.84777E-03 -2.89875E-04 |
3996 | + 3.76964E-02 1.39073E-02 -6.02699E-04 -4.28762E-03 -2.01761E-03 -6.68774E-03 -3.23004E-04 |
3997 | + 4.07802E-02 1.40740E-02 -1.64644E-03 -3.45759E-03 -2.08441E-03 -6.53443E-03 -3.56169E-04 |
3998 | + 4.40194E-02 1.40530E-02 -2.46403E-03 -2.69451E-03 -2.13273E-03 -6.37529E-03 -3.84056E-04 |
3999 | + 4.74215E-02 1.38711E-02 -3.05345E-03 -2.03840E-03 -2.16474E-03 -6.20273E-03 -4.00903E-04 |
4000 | + 5.09948E-02 1.35570E-02 -3.44290E-03 -1.49220E-03 -2.18320E-03 -6.01750E-03 -4.01423E-04 |
4001 | + 5.47476E-02 1.31397E-02 -3.67218E-03 -1.03893E-03 -2.19163E-03 -5.82146E-03 -3.87193E-04 |
4002 | + 5.86889E-02 1.26471E-02 -3.74747E-03 -6.96345E-04 -2.19410E-03 -5.60476E-03 -3.68223E-04 |
4003 | + 6.28279E-02 1.21026E-02 -3.69853E-03 -4.62527E-04 -2.19242E-03 -5.36552E-03 -3.39646E-04 |
4004 | + 6.71744E-02 1.15225E-02 -3.61127E-03 -2.67623E-04 -2.18451E-03 -5.12038E-03 -2.86341E-04 |
4005 | + 7.17387E-02 1.09203E-02 -3.49041E-03 -1.00603E-04 -2.16901E-03 -4.87248E-03 -2.25645E-04 |
4006 | + 7.65313E-02 1.03092E-02 -3.28347E-03 -9.76422E-06 -2.14900E-03 -4.61266E-03 -1.81909E-04 |
4007 | + 8.15635E-02 9.69960E-03 -2.98937E-03 -8.13826E-06 -2.12965E-03 -4.34117E-03 -1.50565E-04 |
4008 | + 8.68470E-02 9.09911E-03 -2.69292E-03 -3.83909E-05 -2.11153E-03 -4.07033E-03 -1.02364E-04 |
4009 | + 9.23940E-02 8.51477E-03 -2.50700E-03 -9.81851E-06 -2.08843E-03 -3.81607E-03 -1.45120E-05 |
4010 | + 9.82174E-02 7.95204E-03 -2.39717E-03 7.71941E-05 -2.05587E-03 -3.57726E-03 6.94841E-05 |
4011 | + 1.04331E-01 7.41111E-03 -2.23749E-03 1.24794E-04 -2.01610E-03 -3.33649E-03 1.10527E-04 |
4012 | + 1.10748E-01 6.89133E-03 -2.03055E-03 1.13715E-04 -1.97298E-03 -3.10339E-03 1.48654E-04 |
4013 | + 1.17483E-01 6.40610E-03 -1.83488E-03 9.61190E-05 -1.93056E-03 -2.90346E-03 2.08055E-04 |
4014 | + 1.24553E-01 5.97653E-03 -1.60968E-03 6.35689E-05 -1.89370E-03 -2.73741E-03 2.40694E-04 |
4015 | + 1.31972E-01 5.60234E-03 -1.36137E-03 5.17337E-05 -1.86276E-03 -2.59994E-03 2.12426E-04 |
4016 | + 1.39758E-01 5.25870E-03 -1.16138E-03 8.17453E-05 -1.83383E-03 -2.47715E-03 1.77173E-04 |
4017 | + 1.47927E-01 4.92646E-03 -9.84933E-04 7.27150E-05 -1.80460E-03 -2.34183E-03 1.72963E-04 |
4018 | + 1.56500E-01 4.60864E-03 -8.69588E-04 2.83309E-05 -1.77179E-03 -2.20420E-03 2.37138E-04 |
4019 | + 1.65493E-01 4.30824E-03 -8.24383E-04 3.66017E-05 -1.72892E-03 -2.08054E-03 3.05411E-04 |
4020 | + 1.74928E-01 4.02084E-03 -7.04613E-04 5.48169E-05 -1.68399E-03 -1.95046E-03 2.73551E-04 |
4021 | + 1.84825E-01 3.74549E-03 -4.93632E-04 3.85575E-05 -1.64263E-03 -1.81826E-03 1.79269E-04 |
4022 | + 1.95205E-01 3.48395E-03 -3.81593E-04 5.23581E-05 -1.59248E-03 -1.70359E-03 1.51067E-04 |
4023 | + 2.06092E-01 3.23865E-03 -2.92482E-04 3.63176E-05 -1.53716E-03 -1.59752E-03 1.64106E-04 |
4024 | + 2.17508E-01 3.00022E-03 -2.13533E-04 4.02476E-05 -1.49524E-03 -1.48603E-03 1.69034E-04 |
4025 | + 2.29478E-01 2.78230E-03 -1.04560E-04 2.34779E-05 -1.45140E-03 -1.38667E-03 1.54085E-04 |
4026 | + 2.42027E-01 2.57875E-03 -5.51310E-05 5.09208E-05 -1.38215E-03 -1.29646E-03 1.23487E-04 |
4027 | + 2.55182E-01 2.36870E-03 -2.97366E-05 3.11704E-05 -1.32068E-03 -1.20794E-03 1.79477E-04 |
4028 | + 2.68971E-01 2.17190E-03 -2.16509E-05 3.86955E-05 -1.26332E-03 -1.12103E-03 2.17236E-04 |
4029 | + 2.83420E-01 1.99713E-03 3.87135E-05 3.35676E-05 -1.20611E-03 -1.03913E-03 1.95975E-04 |
4030 | + 2.98561E-01 1.85936E-03 3.98963E-05 1.84191E-05 -1.14939E-03 -9.59497E-04 2.05834E-04 |
4031 | + 3.14424E-01 1.77628E-03 8.31662E-05 1.21078E-05 -1.08814E-03 -8.85946E-04 1.14972E-04 |
4032 | + 3.31041E-01 1.71864E-03 7.37339E-05 2.71017E-06 -1.04114E-03 -8.22291E-04 8.37609E-05 |
4033 | + 3.48445E-01 1.66044E-03 1.17419E-04 -4.10323E-06 -9.93349E-04 -7.65100E-04 4.96911E-06 |
4034 | + 3.66669E-01 1.59406E-03 7.95868E-05 1.76652E-05 -9.39929E-04 -7.11261E-04 -1.34242E-05 |
4035 | + 3.85749E-01 1.51648E-03 -2.39423E-05 2.73775E-05 -8.97529E-04 -6.63520E-04 7.55499E-05 |
4036 | + 4.05722E-01 1.44897E-03 -9.40863E-05 1.44433E-06 -8.51463E-04 -6.11945E-04 1.49778E-04 |
4037 | + 4.26624E-01 1.39474E-03 -2.11370E-05 5.60563E-07 -7.85566E-04 -5.64063E-04 1.67320E-05 |
4038 | + 4.48496E-01 1.33449E-03 -7.42721E-05 1.34980E-05 -7.20218E-04 -5.22573E-04 -3.41761E-06 |
4039 | + 4.71376E-01 1.27067E-03 -7.73318E-05 -6.77078E-06 -6.68238E-04 -4.80291E-04 -1.98768E-05 |
4040 | + 4.95307E-01 1.20147E-03 -9.73457E-05 5.73096E-06 -6.25162E-04 -4.35331E-04 -3.61853E-05 |
4041 | + 5.20329E-01 1.14127E-03 -3.91600E-05 -2.49392E-06 -6.12858E-04 -3.95172E-04 -8.30261E-05 |
4042 | + 5.46487E-01 1.08343E-03 4.33111E-05 -6.45176E-06 -5.95919E-04 -3.59354E-04 -1.59385E-04 |
4043 | + 5.73825E-01 1.02658E-03 9.32270E-05 -8.18555E-06 -5.70342E-04 -3.27369E-04 -2.14919E-04 |
4044 | + 6.02388E-01 9.87242E-04 1.97725E-04 -1.94381E-05 -5.53743E-04 -2.98639E-04 -3.28064E-04 |
4045 | + 6.32223E-01 9.32026E-04 3.00261E-04 -5.31238E-06 -5.10984E-04 -2.66038E-04 -4.85822E-04 |
4046 | + 6.63378E-01 8.50490E-04 2.67234E-04 -4.59408E-06 -4.46481E-04 -2.30693E-04 -4.80885E-04 |
4047 | + 6.95900E-01 7.61912E-04 3.64071E-04 -4.78059E-06 -3.88485E-04 -1.99265E-04 -5.74237E-04 |
4048 | + 7.29838E-01 6.63318E-04 4.15831E-04 -5.56336E-07 -3.26759E-04 -1.71020E-04 -6.19331E-04 |
4049 | + 7.65243E-01 5.59611E-04 3.64137E-04 6.12805E-06 -2.65212E-04 -1.44733E-04 -5.57380E-04 |
4050 | + 8.02165E-01 4.60392E-04 3.08802E-04 7.52096E-06 -2.15887E-04 -1.23067E-04 -4.71152E-04 |
4051 | + 8.40655E-01 3.71918E-04 2.68105E-04 1.01284E-06 -1.67135E-04 -1.06657E-04 -3.99023E-04 |
4052 | + 8.80764E-01 2.91262E-04 2.93115E-04 1.03249E-07 -1.15355E-04 -9.07751E-05 -4.03121E-04 |
4053 | + 9.22543E-01 2.16924E-04 3.10751E-04 5.62130E-07 -6.83697E-05 -7.66181E-05 -3.92881E-04 |
4054 | + 9.66044E-01 1.51478E-04 3.40368E-04 2.67055E-06 -3.28344E-05 -6.37446E-05 -4.02656E-04 |
4055 | + 1.01132E+00 9.50345E-05 3.29153E-04 1.02338E-05 -5.84634E-06 -5.10408E-05 -3.81471E-04 |
4056 | + 1.05842E+00 5.07244E-05 2.20757E-04 1.06925E-05 5.33675E-06 -3.81177E-05 -2.50316E-04 |
4057 | + 1.10739E+00 2.09464E-05 1.56468E-04 9.61547E-06 6.76018E-06 -2.72767E-05 -1.64492E-04 |
4058 | + 1.15829E+00 2.21443E-06 1.07146E-04 7.35661E-06 6.22551E-06 -2.10584E-05 -9.86174E-05 |
4059 | + 1.21117E+00 -6.35914E-06 4.31109E-05 4.62892E-06 7.31023E-06 -1.53897E-05 -3.03028E-05 |
4060 | + 1.26607E+00 -4.78151E-06 8.15946E-06 7.55526E-07 8.10515E-06 -8.59647E-06 -1.03620E-06 |
4061 | + 1.32303E+00 -1.00534E-06 4.19569E-06 4.14941E-07 7.79823E-06 -4.17086E-06 -4.81108E-06 |
4062 | + 1.38211E+00 6.03581E-07 7.92620E-06 -2.75313E-08 7.24958E-06 -2.43831E-06 -1.13992E-05 |
4063 | + 1.44334E+00 2.31102E-07 6.19345E-06 9.47031E-07 5.69709E-06 -1.52778E-06 -1.04753E-05 |
4064 | + 1.50677E+00 3.39232E-08 3.25503E-06 5.85335E-07 4.23673E-06 -8.76642E-07 -6.82347E-06 |
4065 | + 1.57243E+00 -1.15514E-09 1.19631E-06 3.17892E-07 3.02346E-06 -5.01802E-07 -3.94903E-06 |
4066 | + 1.64036E+00 2.87382E-08 3.26161E-07 1.40216E-07 2.13136E-06 -3.20648E-07 -2.35639E-06 |
4067 | + 1.71059E+00 5.13496E-08 9.02106E-08 1.11214E-07 1.50567E-06 -2.21253E-07 -1.63125E-06 |
4068 | + 1.78315E+00 7.03401E-08 7.55368E-08 9.80822E-08 1.09697E-06 -1.57705E-07 -1.28583E-06 |
4069 | + 1.85805E+00 7.94731E-08 6.31544E-08 1.04167E-07 8.37433E-07 -1.23775E-07 -1.06544E-06 |
4070 | + 1.93532E+00 4.16589E-08 -3.74882E-08 1.17815E-08 6.57766E-07 -2.10564E-07 -6.13875E-07 |
4071 | + 2.01498E+00 6.56073E-09 -9.49705E-08 -9.97484E-08 3.79618E-07 -2.31908E-07 -1.21536E-08 |
4072 | + 2.09702E+00 1.33167E-08 -2.11370E-09 1.00616E-07 2.60793E-07 -1.04784E-07 -2.76388E-07 |
4073 | + 2.18145E+00 1.58358E-08 1.28522E-08 3.70261E-08 2.12218E-07 -3.29959E-08 -2.37599E-07 |
4074 | + 2.26828E+00 8.55572E-09 5.66869E-09 1.76888E-08 1.78021E-07 -1.50186E-08 -1.87068E-07 |
4075 | + 2.35749E+00 4.85278E-09 1.63608E-09 8.69707E-09 1.51130E-07 -7.68839E-09 -1.53734E-07 |
4076 | + 2.44906E+00 2.95874E-09 2.96654E-10 4.67887E-09 1.29327E-07 -4.28793E-09 -1.31041E-07 |
4077 | + 2.54298E+00 1.93609E-09 -1.79509E-10 2.69261E-09 1.11422E-07 -2.52509E-09 -1.13702E-07 |
4078 | + 2.63921E+00 1.24971E-09 -1.82072E-10 1.61879E-09 9.65838E-08 -1.54063E-09 -9.96804E-08 |
4079 | + 2.73771E+00 7.94971E-10 -7.53081E-11 1.00591E-09 8.41827E-08 -9.65105E-10 -8.79447E-08 |
4080 | + 2.83845E+00 4.24725E-10 1.77290E-10 6.39893E-10 7.37744E-08 -6.18100E-10 -7.80421E-08 |
4081 | + 2.94137E+00 2.77120E-10 1.67891E-10 4.16933E-10 6.50008E-08 -4.03983E-10 -6.94644E-08 |
4082 | + 3.04640E+00 1.58515E-10 2.11361E-10 2.77848E-10 5.75963E-08 -2.69330E-10 -6.21487E-08 |
4083 | + 3.15349E+00 3.05224E-10 -2.07353E-10 1.89956E-10 5.13442E-08 -1.83208E-10 -5.56647E-08 |
4084 | + 3.26256E+00 7.42259E-11 1.71794E-10 1.32630E-10 4.60711E-08 -1.27234E-10 -5.04991E-08 |
4085 | + 3.37352E+00 1.07460E-10 4.95926E-11 9.43942E-11 4.16342E-08 -9.02653E-11 -4.58809E-08 |
4086 | + 3.48628E+00 1.16523E-11 2.02006E-10 6.86993E-11 3.79034E-08 -6.54438E-11 -4.20919E-08 |
4087 | + 3.60074E+00 1.19576E-10 -4.11894E-11 4.94481E-11 3.47733E-08 -4.84917E-11 -3.87056E-08 |
4088 | + 3.71680E+00 -8.96941E-11 3.57044E-10 3.80796E-11 3.21668E-08 -3.67108E-11 -3.61592E-08 |
4089 | + 3.83435E+00 8.66411E-11 -1.15228E-11 2.97307E-11 3.00000E-08 -2.83812E-11 -3.36780E-08 |
4090 | + 3.95326E+00 2.84232E-10 -4.19930E-10 2.33919E-11 2.82215E-08 -2.23954E-11 -3.15643E-08 |
4091 | + 4.00000E+00 2.22109E-10 -2.99262E-10 2.16433E-11 2.76518E-08 -2.06980E-11 -3.10121E-08 |
4092 | |
4093 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.181' |
4094 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.181 2011-10-30 17:25:22 +0000 |
4095 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.181 1970-01-01 00:00:00 +0000 |
4096 | @@ -1,124 +0,0 @@ |
4097 | - # Col. 1: y/h |
4098 | - # Col. 2: Production term |
4099 | - # Col. 3: Turbulence Transport term |
4100 | - # Col. 4: Viscous Diffusion term |
4101 | - # Col. 5: Velocity Pressure Gradient term |
4102 | - # Col. 6: Viscous Dissipation term |
4103 | - # Col. 7: Convection term |
4104 | - |
4105 | - 0.00000E+00 0.00000E+00 0.00000E+00 1.46486E-02 0.00000E+00 -1.46486E-02 0.00000E+00 |
4106 | - 5.88587E-04 6.04671E-07 1.50662E-06 1.45370E-02 4.14154E-05 -1.45801E-02 2.14690E-09 |
4107 | - 1.79565E-03 9.64506E-06 3.01285E-05 1.43695E-02 9.34891E-05 -1.45028E-02 -4.23262E-08 |
4108 | - 3.06398E-03 4.50964E-05 1.43468E-04 1.41172E-02 1.07815E-04 -1.44150E-02 -2.84408E-07 |
4109 | - 4.39670E-03 1.30951E-04 4.10865E-04 1.36732E-02 8.61860E-05 -1.43049E-02 -9.80895E-07 |
4110 | - 5.79703E-03 2.96329E-04 8.98854E-04 1.28905E-02 3.12106E-05 -1.41233E-02 -2.55356E-06 |
4111 | - 7.26840E-03 5.73803E-04 1.64855E-03 1.16505E-02 -5.37320E-05 -1.38279E-02 -5.68313E-06 |
4112 | - 8.81438E-03 9.96085E-04 2.65131E-03 9.90014E-03 -1.64562E-04 -1.33925E-02 -1.14145E-05 |
4113 | - 1.04387E-02 1.59117E-03 3.83528E-03 7.67713E-03 -2.96626E-04 -1.28139E-02 -2.11498E-05 |
4114 | - 1.21454E-02 2.37659E-03 5.07196E-03 5.11043E-03 -4.44896E-04 -1.21131E-02 -3.63297E-05 |
4115 | - 1.39385E-02 3.35402E-03 6.20079E-03 2.39604E-03 -6.04244E-04 -1.13312E-02 -5.77425E-05 |
4116 | - 1.58225E-02 4.50561E-03 7.06145E-03 -2.40023E-04 -7.69786E-04 -1.05209E-02 -8.47803E-05 |
4117 | - 1.78018E-02 5.79329E-03 7.52443E-03 -2.58071E-03 -9.37250E-04 -9.73763E-03 -1.15208E-04 |
4118 | - 1.98813E-02 7.16161E-03 7.51471E-03 -4.45382E-03 -1.10321E-03 -9.02877E-03 -1.45785E-04 |
4119 | - 2.20659E-02 8.54378E-03 7.02507E-03 -5.75941E-03 -1.26505E-03 -8.42496E-03 -1.73545E-04 |
4120 | - 2.43610E-02 9.86976E-03 6.11465E-03 -6.48014E-03 -1.42062E-03 -7.93581E-03 -1.97107E-04 |
4121 | - 2.67720E-02 1.10748E-02 4.89183E-03 -6.66975E-03 -1.56776E-03 -7.55320E-03 -2.17412E-04 |
4122 | - 2.93049E-02 1.21067E-02 3.48797E-03 -6.42695E-03 -1.70390E-03 -7.25895E-03 -2.37470E-04 |
4123 | - 3.19656E-02 1.29307E-02 2.03349E-03 -5.87031E-03 -1.82605E-03 -7.03127E-03 -2.60942E-04 |
4124 | - 3.47605E-02 1.35307E-02 6.41558E-04 -5.12080E-03 -1.93131E-03 -6.84777E-03 -2.89875E-04 |
4125 | - 3.76964E-02 1.39073E-02 -6.02699E-04 -4.28762E-03 -2.01761E-03 -6.68774E-03 -3.23004E-04 |
4126 | - 4.07802E-02 1.40740E-02 -1.64644E-03 -3.45759E-03 -2.08441E-03 -6.53443E-03 -3.56169E-04 |
4127 | - 4.40194E-02 1.40530E-02 -2.46403E-03 -2.69451E-03 -2.13273E-03 -6.37529E-03 -3.84056E-04 |
4128 | - 4.74215E-02 1.38711E-02 -3.05345E-03 -2.03840E-03 -2.16474E-03 -6.20273E-03 -4.00903E-04 |
4129 | - 5.09948E-02 1.35570E-02 -3.44290E-03 -1.49220E-03 -2.18320E-03 -6.01750E-03 -4.01423E-04 |
4130 | - 5.47476E-02 1.31397E-02 -3.67218E-03 -1.03893E-03 -2.19163E-03 -5.82146E-03 -3.87193E-04 |
4131 | - 5.86889E-02 1.26471E-02 -3.74747E-03 -6.96345E-04 -2.19410E-03 -5.60476E-03 -3.68223E-04 |
4132 | - 6.28279E-02 1.21026E-02 -3.69853E-03 -4.62527E-04 -2.19242E-03 -5.36552E-03 -3.39646E-04 |
4133 | - 6.71744E-02 1.15225E-02 -3.61127E-03 -2.67623E-04 -2.18451E-03 -5.12038E-03 -2.86341E-04 |
4134 | - 7.17387E-02 1.09203E-02 -3.49041E-03 -1.00603E-04 -2.16901E-03 -4.87248E-03 -2.25645E-04 |
4135 | - 7.65313E-02 1.03092E-02 -3.28347E-03 -9.76422E-06 -2.14900E-03 -4.61266E-03 -1.81909E-04 |
4136 | - 8.15635E-02 9.69960E-03 -2.98937E-03 -8.13826E-06 -2.12965E-03 -4.34117E-03 -1.50565E-04 |
4137 | - 8.68470E-02 9.09911E-03 -2.69292E-03 -3.83909E-05 -2.11153E-03 -4.07033E-03 -1.02364E-04 |
4138 | - 9.23940E-02 8.51477E-03 -2.50700E-03 -9.81851E-06 -2.08843E-03 -3.81607E-03 -1.45120E-05 |
4139 | - 9.82174E-02 7.95204E-03 -2.39717E-03 7.71941E-05 -2.05587E-03 -3.57726E-03 6.94841E-05 |
4140 | - 1.04331E-01 7.41111E-03 -2.23749E-03 1.24794E-04 -2.01610E-03 -3.33649E-03 1.10527E-04 |
4141 | - 1.10748E-01 6.89133E-03 -2.03055E-03 1.13715E-04 -1.97298E-03 -3.10339E-03 1.48654E-04 |
4142 | - 1.17483E-01 6.40610E-03 -1.83488E-03 9.61190E-05 -1.93056E-03 -2.90346E-03 2.08055E-04 |
4143 | - 1.24553E-01 5.97653E-03 -1.60968E-03 6.35689E-05 -1.89370E-03 -2.73741E-03 2.40694E-04 |
4144 | - 1.31972E-01 5.60234E-03 -1.36137E-03 5.17337E-05 -1.86276E-03 -2.59994E-03 2.12426E-04 |
4145 | - 1.39758E-01 5.25870E-03 -1.16138E-03 8.17453E-05 -1.83383E-03 -2.47715E-03 1.77173E-04 |
4146 | - 1.47927E-01 4.92646E-03 -9.84933E-04 7.27150E-05 -1.80460E-03 -2.34183E-03 1.72963E-04 |
4147 | - 1.56500E-01 4.60864E-03 -8.69588E-04 2.83309E-05 -1.77179E-03 -2.20420E-03 2.37138E-04 |
4148 | - 1.65493E-01 4.30824E-03 -8.24383E-04 3.66017E-05 -1.72892E-03 -2.08054E-03 3.05411E-04 |
4149 | - 1.74928E-01 4.02084E-03 -7.04613E-04 5.48169E-05 -1.68399E-03 -1.95046E-03 2.73551E-04 |
4150 | - 1.84825E-01 3.74549E-03 -4.93632E-04 3.85575E-05 -1.64263E-03 -1.81826E-03 1.79269E-04 |
4151 | - 1.95205E-01 3.48395E-03 -3.81593E-04 5.23581E-05 -1.59248E-03 -1.70359E-03 1.51067E-04 |
4152 | - 2.06092E-01 3.23865E-03 -2.92482E-04 3.63176E-05 -1.53716E-03 -1.59752E-03 1.64106E-04 |
4153 | - 2.17508E-01 3.00022E-03 -2.13533E-04 4.02476E-05 -1.49524E-03 -1.48603E-03 1.69034E-04 |
4154 | - 2.29478E-01 2.78230E-03 -1.04560E-04 2.34779E-05 -1.45140E-03 -1.38667E-03 1.54085E-04 |
4155 | - 2.42027E-01 2.57875E-03 -5.51310E-05 5.09208E-05 -1.38215E-03 -1.29646E-03 1.23487E-04 |
4156 | - 2.55182E-01 2.36870E-03 -2.97366E-05 3.11704E-05 -1.32068E-03 -1.20794E-03 1.79477E-04 |
4157 | - 2.68971E-01 2.17190E-03 -2.16509E-05 3.86955E-05 -1.26332E-03 -1.12103E-03 2.17236E-04 |
4158 | - 2.83420E-01 1.99713E-03 3.87135E-05 3.35676E-05 -1.20611E-03 -1.03913E-03 1.95975E-04 |
4159 | - 2.98561E-01 1.85936E-03 3.98963E-05 1.84191E-05 -1.14939E-03 -9.59497E-04 2.05834E-04 |
4160 | - 3.14424E-01 1.77628E-03 8.31662E-05 1.21078E-05 -1.08814E-03 -8.85946E-04 1.14972E-04 |
4161 | - 3.31041E-01 1.71864E-03 7.37339E-05 2.71017E-06 -1.04114E-03 -8.22291E-04 8.37609E-05 |
4162 | - 3.48445E-01 1.66044E-03 1.17419E-04 -4.10323E-06 -9.93349E-04 -7.65100E-04 4.96911E-06 |
4163 | - 3.66669E-01 1.59406E-03 7.95868E-05 1.76652E-05 -9.39929E-04 -7.11261E-04 -1.34242E-05 |
4164 | - 3.85749E-01 1.51648E-03 -2.39423E-05 2.73775E-05 -8.97529E-04 -6.63520E-04 7.55499E-05 |
4165 | - 4.05722E-01 1.44897E-03 -9.40863E-05 1.44433E-06 -8.51463E-04 -6.11945E-04 1.49778E-04 |
4166 | - 4.26624E-01 1.39474E-03 -2.11370E-05 5.60563E-07 -7.85566E-04 -5.64063E-04 1.67320E-05 |
4167 | - 4.48496E-01 1.33449E-03 -7.42721E-05 1.34980E-05 -7.20218E-04 -5.22573E-04 -3.41761E-06 |
4168 | - 4.71376E-01 1.27067E-03 -7.73318E-05 -6.77078E-06 -6.68238E-04 -4.80291E-04 -1.98768E-05 |
4169 | - 4.95307E-01 1.20147E-03 -9.73457E-05 5.73096E-06 -6.25162E-04 -4.35331E-04 -3.61853E-05 |
4170 | - 5.20329E-01 1.14127E-03 -3.91600E-05 -2.49392E-06 -6.12858E-04 -3.95172E-04 -8.30261E-05 |
4171 | - 5.46487E-01 1.08343E-03 4.33111E-05 -6.45176E-06 -5.95919E-04 -3.59354E-04 -1.59385E-04 |
4172 | - 5.73825E-01 1.02658E-03 9.32270E-05 -8.18555E-06 -5.70342E-04 -3.27369E-04 -2.14919E-04 |
4173 | - 6.02388E-01 9.87242E-04 1.97725E-04 -1.94381E-05 -5.53743E-04 -2.98639E-04 -3.28064E-04 |
4174 | - 6.32223E-01 9.32026E-04 3.00261E-04 -5.31238E-06 -5.10984E-04 -2.66038E-04 -4.85822E-04 |
4175 | - 6.63378E-01 8.50490E-04 2.67234E-04 -4.59408E-06 -4.46481E-04 -2.30693E-04 -4.80885E-04 |
4176 | - 6.95900E-01 7.61912E-04 3.64071E-04 -4.78059E-06 -3.88485E-04 -1.99265E-04 -5.74237E-04 |
4177 | - 7.29838E-01 6.63318E-04 4.15831E-04 -5.56336E-07 -3.26759E-04 -1.71020E-04 -6.19331E-04 |
4178 | - 7.65243E-01 5.59611E-04 3.64137E-04 6.12805E-06 -2.65212E-04 -1.44733E-04 -5.57380E-04 |
4179 | - 8.02165E-01 4.60392E-04 3.08802E-04 7.52096E-06 -2.15887E-04 -1.23067E-04 -4.71152E-04 |
4180 | - 8.40655E-01 3.71918E-04 2.68105E-04 1.01284E-06 -1.67135E-04 -1.06657E-04 -3.99023E-04 |
4181 | - 8.80764E-01 2.91262E-04 2.93115E-04 1.03249E-07 -1.15355E-04 -9.07751E-05 -4.03121E-04 |
4182 | - 9.22543E-01 2.16924E-04 3.10751E-04 5.62130E-07 -6.83697E-05 -7.66181E-05 -3.92881E-04 |
4183 | - 9.66044E-01 1.51478E-04 3.40368E-04 2.67055E-06 -3.28344E-05 -6.37446E-05 -4.02656E-04 |
4184 | - 1.01132E+00 9.50345E-05 3.29153E-04 1.02338E-05 -5.84634E-06 -5.10408E-05 -3.81471E-04 |
4185 | - 1.05842E+00 5.07244E-05 2.20757E-04 1.06925E-05 5.33675E-06 -3.81177E-05 -2.50316E-04 |
4186 | - 1.10739E+00 2.09464E-05 1.56468E-04 9.61547E-06 6.76018E-06 -2.72767E-05 -1.64492E-04 |
4187 | - 1.15829E+00 2.21443E-06 1.07146E-04 7.35661E-06 6.22551E-06 -2.10584E-05 -9.86174E-05 |
4188 | - 1.21117E+00 -6.35914E-06 4.31109E-05 4.62892E-06 7.31023E-06 -1.53897E-05 -3.03028E-05 |
4189 | - 1.26607E+00 -4.78151E-06 8.15946E-06 7.55526E-07 8.10515E-06 -8.59647E-06 -1.03620E-06 |
4190 | - 1.32303E+00 -1.00534E-06 4.19569E-06 4.14941E-07 7.79823E-06 -4.17086E-06 -4.81108E-06 |
4191 | - 1.38211E+00 6.03581E-07 7.92620E-06 -2.75313E-08 7.24958E-06 -2.43831E-06 -1.13992E-05 |
4192 | - 1.44334E+00 2.31102E-07 6.19345E-06 9.47031E-07 5.69709E-06 -1.52778E-06 -1.04753E-05 |
4193 | - 1.50677E+00 3.39232E-08 3.25503E-06 5.85335E-07 4.23673E-06 -8.76642E-07 -6.82347E-06 |
4194 | - 1.57243E+00 -1.15514E-09 1.19631E-06 3.17892E-07 3.02346E-06 -5.01802E-07 -3.94903E-06 |
4195 | - 1.64036E+00 2.87382E-08 3.26161E-07 1.40216E-07 2.13136E-06 -3.20648E-07 -2.35639E-06 |
4196 | - 1.71059E+00 5.13496E-08 9.02106E-08 1.11214E-07 1.50567E-06 -2.21253E-07 -1.63125E-06 |
4197 | - 1.78315E+00 7.03401E-08 7.55368E-08 9.80822E-08 1.09697E-06 -1.57705E-07 -1.28583E-06 |
4198 | - 1.85805E+00 7.94731E-08 6.31544E-08 1.04167E-07 8.37433E-07 -1.23775E-07 -1.06544E-06 |
4199 | - 1.93532E+00 4.16589E-08 -3.74882E-08 1.17815E-08 6.57766E-07 -2.10564E-07 -6.13875E-07 |
4200 | - 2.01498E+00 6.56073E-09 -9.49705E-08 -9.97484E-08 3.79618E-07 -2.31908E-07 -1.21536E-08 |
4201 | - 2.09702E+00 1.33167E-08 -2.11370E-09 1.00616E-07 2.60793E-07 -1.04784E-07 -2.76388E-07 |
4202 | - 2.18145E+00 1.58358E-08 1.28522E-08 3.70261E-08 2.12218E-07 -3.29959E-08 -2.37599E-07 |
4203 | - 2.26828E+00 8.55572E-09 5.66869E-09 1.76888E-08 1.78021E-07 -1.50186E-08 -1.87068E-07 |
4204 | - 2.35749E+00 4.85278E-09 1.63608E-09 8.69707E-09 1.51130E-07 -7.68839E-09 -1.53734E-07 |
4205 | - 2.44906E+00 2.95874E-09 2.96654E-10 4.67887E-09 1.29327E-07 -4.28793E-09 -1.31041E-07 |
4206 | - 2.54298E+00 1.93609E-09 -1.79509E-10 2.69261E-09 1.11422E-07 -2.52509E-09 -1.13702E-07 |
4207 | - 2.63921E+00 1.24971E-09 -1.82072E-10 1.61879E-09 9.65838E-08 -1.54063E-09 -9.96804E-08 |
4208 | - 2.73771E+00 7.94971E-10 -7.53081E-11 1.00591E-09 8.41827E-08 -9.65105E-10 -8.79447E-08 |
4209 | - 2.83845E+00 4.24725E-10 1.77290E-10 6.39893E-10 7.37744E-08 -6.18100E-10 -7.80421E-08 |
4210 | - 2.94137E+00 2.77120E-10 1.67891E-10 4.16933E-10 6.50008E-08 -4.03983E-10 -6.94644E-08 |
4211 | - 3.04640E+00 1.58515E-10 2.11361E-10 2.77848E-10 5.75963E-08 -2.69330E-10 -6.21487E-08 |
4212 | - 3.15349E+00 3.05224E-10 -2.07353E-10 1.89956E-10 5.13442E-08 -1.83208E-10 -5.56647E-08 |
4213 | - 3.26256E+00 7.42259E-11 1.71794E-10 1.32630E-10 4.60711E-08 -1.27234E-10 -5.04991E-08 |
4214 | - 3.37352E+00 1.07460E-10 4.95926E-11 9.43942E-11 4.16342E-08 -9.02653E-11 -4.58809E-08 |
4215 | - 3.48628E+00 1.16523E-11 2.02006E-10 6.86993E-11 3.79034E-08 -6.54438E-11 -4.20919E-08 |
4216 | - 3.60074E+00 1.19576E-10 -4.11894E-11 4.94481E-11 3.47733E-08 -4.84917E-11 -3.87056E-08 |
4217 | - 3.71680E+00 -8.96941E-11 3.57044E-10 3.80796E-11 3.21668E-08 -3.67108E-11 -3.61592E-08 |
4218 | - 3.83435E+00 8.66411E-11 -1.15228E-11 2.97307E-11 3.00000E-08 -2.83812E-11 -3.36780E-08 |
4219 | - 3.95326E+00 2.84232E-10 -4.19930E-10 2.33919E-11 2.82215E-08 -2.23954E-11 -3.15643E-08 |
4220 | - 4.00000E+00 2.22109E-10 -2.99262E-10 2.16433E-11 2.76518E-08 -2.06980E-11 -3.10121E-08 |
4221 | |
4222 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.360' |
4223 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.360 1970-01-01 00:00:00 +0000 |
4224 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.360 2013-04-16 15:27:30 +0000 |
4225 | @@ -0,0 +1,194 @@ |
4226 | + # Col. 1: y/h |
4227 | + # Col. 2: Production term |
4228 | + # Col. 3: Turbulence Transport term |
4229 | + # Col. 4: Viscous Diffusion term |
4230 | + # Col. 5: Velocity Pressure Gradient term |
4231 | + # Col. 6: Viscous Dissipation term |
4232 | + # Col. 7: Convection term |
4233 | + |
4234 | + 0.00000E+00 0.00000E+00 0.00000E+00 1.41595E-02 0.00000E+00 -1.41595E-02 0.00000E+00 |
4235 | + 5.82380E-04 -1.72567E-07 4.61030E-06 1.28988E-02 4.43945E-04 -1.33465E-02 -3.45740E-07 |
4236 | + 1.83133E-03 2.97299E-06 2.35336E-04 1.01497E-02 1.29473E-03 -1.16820E-02 5.22996E-07 |
4237 | + 3.26055E-03 1.10643E-05 5.78459E-04 7.23951E-03 2.10977E-03 -9.94480E-03 8.06491E-06 |
4238 | + 4.89542E-03 1.49616E-05 8.68061E-04 4.44138E-03 2.88729E-03 -8.23189E-03 2.32037E-05 |
4239 | + 6.76471E-03 2.06247E-05 1.15606E-03 1.88419E-03 3.52896E-03 -6.63752E-03 5.15698E-05 |
4240 | + 8.90094E-03 2.04718E-05 1.37837E-03 -2.10708E-04 3.97420E-03 -5.25406E-03 9.65225E-05 |
4241 | + 1.13408E-02 -5.95248E-06 1.32047E-03 -1.38501E-03 4.19549E-03 -4.27792E-03 1.59149E-04 |
4242 | + 1.41256E-02 -7.68887E-05 1.17195E-03 -2.18531E-03 4.30765E-03 -3.43097E-03 2.21977E-04 |
4243 | + 1.73017E-02 -2.13176E-04 8.97106E-04 -2.25720E-03 4.19357E-03 -2.89604E-03 2.87359E-04 |
4244 | + 2.09209E-02 -4.28131E-04 6.59718E-04 -1.94306E-03 3.93548E-03 -2.54257E-03 3.34456E-04 |
4245 | + 2.50411E-02 -6.89545E-04 5.50056E-04 -1.55253E-03 3.62218E-03 -2.26099E-03 3.51298E-04 |
4246 | + 2.97262E-02 -9.67223E-04 5.73213E-04 -1.11660E-03 3.25073E-03 -2.05884E-03 3.44248E-04 |
4247 | + 3.50470E-02 -1.21867E-03 7.21757E-04 -7.28937E-04 2.84065E-03 -1.90856E-03 3.25629E-04 |
4248 | + 4.10810E-02 -1.40932E-03 9.49720E-04 -4.22075E-04 2.40454E-03 -1.78973E-03 3.07258E-04 |
4249 | + 4.79124E-02 -1.50331E-03 1.24471E-03 -2.29240E-04 1.95102E-03 -1.70578E-03 2.94497E-04 |
4250 | + 5.56324E-02 -1.49611E-03 1.51782E-03 -8.09162E-05 1.47748E-03 -1.63522E-03 2.85581E-04 |
4251 | + 6.43383E-02 -1.37738E-03 1.77492E-03 1.23460E-05 1.00400E-03 -1.57642E-03 2.54591E-04 |
4252 | + 7.41327E-02 -1.13318E-03 2.01139E-03 5.41661E-05 5.57791E-04 -1.55234E-03 1.81321E-04 |
4253 | + 8.51224E-02 -7.48240E-04 2.11036E-03 4.03854E-05 2.24948E-04 -1.57163E-03 8.44999E-05 |
4254 | + 9.74166E-02 -3.57705E-04 2.27967E-03 3.06495E-05 -1.90244E-04 -1.57949E-03 -1.70108E-05 |
4255 | + 1.11124E-01 7.24532E-05 2.38515E-03 -2.95339E-07 -5.70831E-04 -1.61558E-03 -8.83615E-05 |
4256 | + 1.26351E-01 4.95077E-04 2.38998E-03 2.16464E-06 -9.23659E-04 -1.68435E-03 -9.05745E-05 |
4257 | + 1.43196E-01 9.16345E-04 2.31881E-03 2.63207E-05 -1.27945E-03 -1.78150E-03 -1.72148E-05 |
4258 | + 1.61745E-01 1.20226E-03 2.21313E-03 7.81709E-06 -1.57597E-03 -1.86000E-03 1.55643E-04 |
4259 | + 1.82069E-01 1.66239E-03 2.03370E-03 3.07136E-05 -1.93164E-03 -1.96058E-03 2.80397E-04 |
4260 | + 2.04216E-01 2.23693E-03 1.70287E-03 2.23233E-05 -2.19816E-03 -2.07685E-03 3.98496E-04 |
4261 | + 2.28204E-01 2.89621E-03 1.32518E-03 1.61228E-05 -2.46641E-03 -2.20833E-03 4.88829E-04 |
4262 | + 2.54020E-01 3.62704E-03 9.43956E-04 6.44588E-06 -2.79742E-03 -2.34987E-03 5.83591E-04 |
4263 | + 2.81608E-01 4.39268E-03 6.01139E-04 3.48891E-06 -3.19521E-03 -2.50016E-03 6.77131E-04 |
4264 | + 3.10871E-01 5.20560E-03 4.50594E-04 -1.21170E-06 -3.60905E-03 -2.71742E-03 6.35338E-04 |
4265 | + 3.41668E-01 6.20332E-03 1.66270E-04 -5.44281E-06 -4.10619E-03 -2.94853E-03 6.42300E-04 |
4266 | + 3.73809E-01 7.19883E-03 -9.27035E-05 -1.60120E-05 -4.59308E-03 -3.18714E-03 6.27574E-04 |
4267 | + 4.07065E-01 8.50710E-03 -4.38268E-04 -1.36262E-05 -5.25341E-03 -3.46929E-03 6.07665E-04 |
4268 | + 4.41166E-01 9.68156E-03 -5.44002E-04 -1.77487E-05 -5.95729E-03 -3.76900E-03 5.55835E-04 |
4269 | + 4.75814E-01 1.08353E-02 -5.46660E-04 -2.40352E-05 -6.66510E-03 -4.08028E-03 4.42294E-04 |
4270 | + 5.10691E-01 1.19943E-02 -5.25752E-04 -2.77873E-05 -7.29568E-03 -4.42109E-03 2.58139E-04 |
4271 | + 5.45470E-01 1.33250E-02 -5.61313E-04 -2.59794E-05 -7.97506E-03 -4.75306E-03 -1.06228E-05 |
4272 | + 5.79827E-01 1.43446E-02 -5.00569E-04 -1.10842E-05 -8.66794E-03 -5.05262E-03 -9.76485E-05 |
4273 | + 6.13455E-01 1.53349E-02 -4.04685E-04 -1.75974E-05 -9.18456E-03 -5.34324E-03 -3.59001E-04 |
4274 | + 6.46072E-01 1.60369E-02 -2.26910E-04 -1.96379E-05 -9.57171E-03 -5.60614E-03 -5.84659E-04 |
4275 | + 6.77432E-01 1.65790E-02 -1.04830E-04 -2.08787E-05 -9.87477E-03 -5.80705E-03 -7.48025E-04 |
4276 | + 7.07328E-01 1.70928E-02 4.82968E-05 -1.79297E-05 -1.02095E-02 -5.98681E-03 -9.09657E-04 |
4277 | + 7.35600E-01 1.74690E-02 -4.87831E-05 -2.36624E-05 -1.04712E-02 -6.07883E-03 -8.43381E-04 |
4278 | + 7.62134E-01 1.78062E-02 -8.11001E-05 -6.52613E-06 -1.06871E-02 -6.16101E-03 -8.83446E-04 |
4279 | + 7.86857E-01 1.79247E-02 -2.46866E-04 3.77110E-06 -1.07948E-02 -6.18087E-03 -7.36474E-04 |
4280 | + 8.09740E-01 1.80736E-02 -4.28564E-04 -5.56405E-06 -1.08281E-02 -6.18713E-03 -6.68679E-04 |
4281 | + 8.30789E-01 1.80168E-02 -6.22963E-04 -2.17485E-05 -1.07568E-02 -6.08102E-03 -5.89381E-04 |
4282 | + 8.50041E-01 1.80377E-02 -6.90082E-04 -2.60003E-05 -1.07050E-02 -6.01157E-03 -6.66255E-04 |
4283 | + 8.67558E-01 1.79907E-02 -8.17725E-04 -2.86518E-05 -1.06805E-02 -5.93625E-03 -6.02034E-04 |
4284 | + 8.83420E-01 1.78257E-02 -8.47466E-04 -2.92327E-05 -1.05359E-02 -5.79527E-03 -6.97641E-04 |
4285 | + 8.97723E-01 1.76451E-02 -8.13476E-04 -3.11689E-05 -1.04631E-02 -5.70528E-03 -7.15469E-04 |
4286 | + 9.10570E-01 1.75418E-02 -9.40659E-04 -2.15774E-05 -1.03715E-02 -5.61988E-03 -6.79603E-04 |
4287 | + 9.22068E-01 1.73183E-02 -9.64862E-04 -1.87381E-05 -1.01666E-02 -5.50618E-03 -7.54049E-04 |
4288 | + 9.32328E-01 1.72450E-02 -1.12098E-03 -1.97243E-05 -1.00620E-02 -5.42556E-03 -7.14852E-04 |
4289 | + 9.41456E-01 1.70401E-02 -1.11589E-03 -2.05065E-05 -9.87885E-03 -5.33256E-03 -7.89896E-04 |
4290 | + 9.49559E-01 1.68520E-02 -1.11293E-03 -2.10358E-05 -9.71207E-03 -5.25002E-03 -8.52832E-04 |
4291 | + 9.56734E-01 1.67485E-02 -1.17590E-03 -1.15086E-05 -9.59974E-03 -5.18591E-03 -8.75518E-04 |
4292 | + 9.63077E-01 1.65859E-02 -1.16546E-03 -1.35167E-05 -9.46084E-03 -5.11957E-03 -9.25228E-04 |
4293 | + 9.68673E-01 1.65158E-02 -1.17003E-03 -1.68557E-05 -9.38653E-03 -5.06817E-03 -9.73243E-04 |
4294 | + 9.73604E-01 1.63765E-02 -1.16052E-03 -1.83505E-05 -9.27082E-03 -5.01569E-03 -1.00872E-03 |
4295 | + 9.77942E-01 1.62513E-02 -1.15323E-03 -1.93359E-05 -9.16770E-03 -4.96979E-03 -1.03743E-03 |
4296 | + 9.81754E-01 1.61385E-02 -1.14879E-03 -1.98950E-05 -9.07592E-03 -4.92959E-03 -1.05918E-03 |
4297 | + 9.85101E-01 1.60875E-02 -1.17230E-03 -2.33409E-05 -9.03869E-03 -4.89425E-03 -1.05397E-03 |
4298 | + 9.88036E-01 1.59949E-02 -1.16837E-03 -2.32593E-05 -8.96430E-03 -4.86334E-03 -1.06959E-03 |
4299 | + 9.90609E-01 1.59151E-02 -1.16364E-03 -2.33875E-05 -8.89942E-03 -4.83619E-03 -1.08557E-03 |
4300 | + 9.92862E-01 1.58405E-02 -1.16369E-03 -2.24319E-05 -8.84230E-03 -4.81262E-03 -1.09192E-03 |
4301 | + 9.94834E-01 1.57784E-02 -1.16091E-03 -2.23160E-05 -8.79251E-03 -4.79186E-03 -1.10264E-03 |
4302 | + 9.96559E-01 1.57241E-02 -1.15847E-03 -2.22146E-05 -8.74895E-03 -4.77369E-03 -1.11202E-03 |
4303 | + 9.98067E-01 1.57113E-02 -1.15478E-03 -2.47898E-05 -8.73757E-03 -4.75559E-03 -1.12967E-03 |
4304 | + 9.99385E-01 1.56628E-02 -1.15854E-03 -2.34845E-05 -8.70384E-03 -4.74177E-03 -1.12614E-03 |
4305 | + 1.00059E+00 1.56228E-02 -1.15755E-03 -2.31729E-05 -8.67242E-03 -4.72918E-03 -1.13109E-03 |
4306 | + 1.00180E+00 1.55827E-02 -1.15656E-03 -2.28603E-05 -8.64091E-03 -4.71656E-03 -1.13605E-03 |
4307 | + 1.00306E+00 1.55406E-02 -1.15552E-03 -2.25319E-05 -8.60780E-03 -4.70330E-03 -1.14126E-03 |
4308 | + 1.00440E+00 1.54880E-02 -1.15909E-03 -2.20945E-05 -8.57416E-03 -4.68876E-03 -1.13371E-03 |
4309 | + 1.00580E+00 1.54406E-02 -1.15841E-03 -2.17225E-05 -8.53772E-03 -4.67406E-03 -1.13814E-03 |
4310 | + 1.00727E+00 1.53908E-02 -1.15770E-03 -2.13316E-05 -8.49943E-03 -4.65861E-03 -1.14280E-03 |
4311 | + 1.00881E+00 1.53386E-02 -1.15696E-03 -2.09209E-05 -8.45920E-03 -4.64237E-03 -1.14769E-03 |
4312 | + 1.01044E+00 1.52836E-02 -1.15618E-03 -2.04894E-05 -8.41693E-03 -4.62531E-03 -1.15283E-03 |
4313 | + 1.01215E+00 1.52342E-02 -1.14289E-03 -2.25820E-05 -8.38822E-03 -4.60503E-03 -1.16308E-03 |
4314 | + 1.01394E+00 1.51707E-02 -1.14292E-03 -2.22248E-05 -8.34064E-03 -4.58620E-03 -1.16596E-03 |
4315 | + 1.01582E+00 1.51041E-02 -1.14294E-03 -2.18495E-05 -8.29065E-03 -4.56641E-03 -1.16899E-03 |
4316 | + 1.01780E+00 1.50204E-02 -1.13044E-03 -2.47475E-05 -8.24057E-03 -4.54486E-03 -1.16671E-03 |
4317 | + 1.01988E+00 1.49454E-02 -1.12920E-03 -2.46683E-05 -8.18564E-03 -4.52295E-03 -1.16950E-03 |
4318 | + 1.02207E+00 1.48667E-02 -1.12789E-03 -2.45851E-05 -8.12793E-03 -4.49992E-03 -1.17242E-03 |
4319 | + 1.02436E+00 1.47968E-02 -1.11133E-03 -2.48200E-05 -8.07670E-03 -4.47546E-03 -1.19453E-03 |
4320 | + 1.02677E+00 1.46937E-02 -1.08405E-03 -2.58213E-05 -8.01674E-03 -4.44967E-03 -1.20362E-03 |
4321 | + 1.02930E+00 1.45990E-02 -1.08189E-03 -2.57944E-05 -7.94898E-03 -4.42298E-03 -1.20510E-03 |
4322 | + 1.03197E+00 1.44995E-02 -1.07962E-03 -2.57661E-05 -7.87780E-03 -4.39493E-03 -1.20666E-03 |
4323 | + 1.03476E+00 1.43912E-02 -1.03427E-03 -2.44336E-05 -7.81699E-03 -4.36487E-03 -1.23661E-03 |
4324 | + 1.03770E+00 1.42776E-02 -1.02884E-03 -2.47486E-05 -7.73800E-03 -4.33376E-03 -1.23777E-03 |
4325 | + 1.04078E+00 1.41445E-02 -9.75776E-04 -2.51048E-05 -7.66458E-03 -4.29980E-03 -1.26544E-03 |
4326 | + 1.04402E+00 1.40269E-02 -9.65566E-04 -2.47746E-05 -7.58125E-03 -4.26555E-03 -1.27555E-03 |
4327 | + 1.04742E+00 1.38914E-02 -9.54272E-04 -2.53267E-05 -7.48992E-03 -4.22931E-03 -1.27793E-03 |
4328 | + 1.05099E+00 1.37420E-02 -8.89063E-04 -2.39227E-05 -7.40500E-03 -4.19075E-03 -1.31937E-03 |
4329 | + 1.05475E+00 1.35892E-02 -8.71199E-04 -2.45011E-05 -7.30501E-03 -4.15076E-03 -1.32353E-03 |
4330 | + 1.05869E+00 1.34170E-02 -8.11848E-04 -2.24462E-05 -7.20945E-03 -4.10925E-03 -1.35037E-03 |
4331 | + 1.06283E+00 1.32458E-02 -7.87961E-04 -2.26556E-05 -7.10043E-03 -4.06535E-03 -1.35545E-03 |
4332 | + 1.06717E+00 1.30490E-02 -7.29445E-04 -1.90682E-05 -6.99735E-03 -4.01952E-03 -1.36967E-03 |
4333 | + 1.07174E+00 1.28584E-02 -7.00603E-04 -1.85855E-05 -6.87750E-03 -3.97118E-03 -1.37630E-03 |
4334 | + 1.07653E+00 1.26368E-02 -6.13151E-04 -1.73465E-05 -6.76769E-03 -3.91973E-03 -1.40400E-03 |
4335 | + 1.08156E+00 1.24230E-02 -5.75126E-04 -1.71034E-05 -6.63894E-03 -3.86666E-03 -1.41009E-03 |
4336 | + 1.08685E+00 1.21746E-02 -4.67961E-04 -1.65075E-05 -6.51817E-03 -3.80944E-03 -1.44595E-03 |
4337 | + 1.09239E+00 1.19377E-02 -4.18832E-04 -1.59977E-05 -6.37968E-03 -3.75078E-03 -1.45559E-03 |
4338 | + 1.09822E+00 1.16706E-02 -3.16437E-04 -1.35102E-05 -6.24773E-03 -3.68863E-03 -1.48580E-03 |
4339 | + 1.10433E+00 1.14123E-02 -2.55956E-04 -1.41388E-05 -6.09842E-03 -3.62413E-03 -1.50095E-03 |
4340 | + 1.11075E+00 1.11307E-02 -1.73993E-04 -1.23456E-05 -5.95471E-03 -3.55719E-03 -1.51235E-03 |
4341 | + 1.11748E+00 1.08329E-02 -8.84984E-05 -1.36682E-05 -5.79999E-03 -3.48445E-03 -1.52579E-03 |
4342 | + 1.12455E+00 1.05238E-02 7.81385E-06 -1.55593E-05 -5.64945E-03 -3.40824E-03 -1.53587E-03 |
4343 | + 1.13197E+00 1.02039E-02 1.10050E-04 -7.12424E-06 -5.49287E-03 -3.32859E-03 -1.56068E-03 |
4344 | + 1.13976E+00 9.84277E-03 2.31334E-04 -1.17584E-06 -5.32198E-03 -3.24312E-03 -1.58292E-03 |
4345 | + 1.14793E+00 9.49248E-03 3.21852E-04 2.24632E-06 -5.14613E-03 -3.15523E-03 -1.58893E-03 |
4346 | + 1.15650E+00 9.12582E-03 4.10193E-04 3.21442E-06 -4.96326E-03 -3.06472E-03 -1.58472E-03 |
4347 | + 1.16549E+00 8.70653E-03 5.66576E-04 7.50776E-06 -4.76839E-03 -2.96941E-03 -1.61707E-03 |
4348 | + 1.17493E+00 8.31617E-03 6.68169E-04 9.53369E-06 -4.58009E-03 -2.87268E-03 -1.61584E-03 |
4349 | + 1.18483E+00 7.91806E-03 7.82840E-04 1.29628E-05 -4.39189E-03 -2.77081E-03 -1.62620E-03 |
4350 | + 1.19521E+00 7.45108E-03 9.90057E-04 1.24974E-05 -4.18733E-03 -2.65788E-03 -1.68392E-03 |
4351 | + 1.20609E+00 7.03351E-03 1.13798E-03 9.65360E-06 -3.98997E-03 -2.54528E-03 -1.71927E-03 |
4352 | + 1.21751E+00 6.61302E-03 1.33036E-03 2.46167E-06 -3.78208E-03 -2.43146E-03 -1.80196E-03 |
4353 | + 1.22948E+00 6.15048E-03 1.49414E-03 1.13137E-05 -3.55799E-03 -2.31150E-03 -1.85165E-03 |
4354 | + 1.24203E+00 5.73429E-03 1.60776E-03 2.24005E-05 -3.34298E-03 -2.19190E-03 -1.89145E-03 |
4355 | + 1.25518E+00 5.33570E-03 1.62257E-03 2.72410E-05 -3.12955E-03 -2.07157E-03 -1.84358E-03 |
4356 | + 1.26897E+00 4.90272E-03 1.59868E-03 2.88023E-05 -2.91000E-03 -1.94886E-03 -1.72678E-03 |
4357 | + 1.28342E+00 4.45871E-03 1.62656E-03 2.68120E-05 -2.67779E-03 -1.81185E-03 -1.67396E-03 |
4358 | + 1.29856E+00 4.06275E-03 1.61918E-03 2.56563E-05 -2.46697E-03 -1.68430E-03 -1.60662E-03 |
4359 | + 1.31442E+00 3.72626E-03 1.53381E-03 2.70555E-05 -2.27212E-03 -1.56386E-03 -1.50087E-03 |
4360 | + 1.33104E+00 3.37628E-03 1.45553E-03 2.32870E-05 -2.06229E-03 -1.43532E-03 -1.40508E-03 |
4361 | + 1.34844E+00 3.02852E-03 1.35330E-03 2.61574E-05 -1.85243E-03 -1.30339E-03 -1.29864E-03 |
4362 | + 1.36667E+00 2.74783E-03 1.23044E-03 2.39563E-05 -1.68846E-03 -1.18930E-03 -1.16847E-03 |
4363 | + 1.38575E+00 2.46637E-03 1.16119E-03 2.21294E-05 -1.52683E-03 -1.07198E-03 -1.08975E-03 |
4364 | + 1.40572E+00 2.23570E-03 1.04396E-03 2.27909E-05 -1.38867E-03 -9.69435E-04 -9.77550E-04 |
4365 | + 1.42662E+00 2.02262E-03 8.94218E-04 2.20148E-05 -1.26163E-03 -8.72779E-04 -8.33242E-04 |
4366 | + 1.44850E+00 1.79993E-03 7.44062E-04 2.05592E-05 -1.12812E-03 -7.73571E-04 -6.91852E-04 |
4367 | + 1.47138E+00 1.61260E-03 5.73599E-04 1.90102E-05 -1.02673E-03 -6.83489E-04 -5.19011E-04 |
4368 | + 1.49531E+00 1.47626E-03 4.55431E-04 1.47747E-05 -9.47820E-04 -6.12097E-04 -4.04429E-04 |
4369 | + 1.52033E+00 1.36031E-03 3.73657E-04 1.45942E-05 -8.72943E-04 -5.47317E-04 -3.40015E-04 |
4370 | + 1.54649E+00 1.26003E-03 2.84331E-04 1.18022E-05 -8.00384E-04 -4.88390E-04 -2.74084E-04 |
4371 | + 1.57382E+00 1.15637E-03 2.13302E-04 7.80721E-06 -7.29861E-04 -4.30661E-04 -2.18579E-04 |
4372 | + 1.60239E+00 1.08271E-03 1.36581E-04 6.08426E-06 -6.70420E-04 -3.87005E-04 -1.66415E-04 |
4373 | + 1.63222E+00 1.01404E-03 6.05405E-05 2.87500E-06 -6.14347E-04 -3.47888E-04 -1.11508E-04 |
4374 | + 1.66338E+00 9.53447E-04 -1.07877E-05 5.37320E-07 -5.53137E-04 -3.10535E-04 -7.58272E-05 |
4375 | + 1.69590E+00 8.98000E-04 -3.25500E-05 -1.81590E-06 -5.03188E-04 -2.81498E-04 -7.22249E-05 |
4376 | + 1.72984E+00 8.43300E-04 -4.51912E-05 -2.82353E-06 -4.53921E-04 -2.55760E-04 -7.57463E-05 |
4377 | + 1.76524E+00 7.85929E-04 -4.39083E-05 -3.52027E-06 -4.04983E-04 -2.31166E-04 -9.29816E-05 |
4378 | + 1.80217E+00 7.22062E-04 -1.42572E-05 -3.57368E-06 -3.68455E-04 -2.10909E-04 -1.13174E-04 |
4379 | + 1.84065E+00 6.52169E-04 3.04000E-05 -3.71678E-06 -3.33385E-04 -1.91277E-04 -1.39692E-04 |
4380 | + 1.88076E+00 5.77630E-04 7.95153E-05 -2.32412E-06 -2.95992E-04 -1.72743E-04 -1.70892E-04 |
4381 | + 1.92254E+00 4.99794E-04 1.22981E-04 -1.28089E-06 -2.56099E-04 -1.55024E-04 -1.96433E-04 |
4382 | + 1.96604E+00 4.19342E-04 1.63438E-04 4.08857E-07 -2.15130E-04 -1.37497E-04 -2.19557E-04 |
4383 | + 2.01132E+00 3.37284E-04 2.01756E-04 1.90466E-06 -1.75808E-04 -1.19434E-04 -2.38620E-04 |
4384 | + 2.05842E+00 2.57797E-04 2.25318E-04 3.34686E-06 -1.39051E-04 -1.01118E-04 -2.41335E-04 |
4385 | + 2.10739E+00 1.75283E-04 2.36069E-04 5.03362E-06 -1.01013E-04 -8.23535E-05 -2.30166E-04 |
4386 | + 2.15829E+00 1.16475E-04 2.13478E-04 6.25902E-06 -7.23604E-05 -6.43118E-05 -1.98114E-04 |
4387 | + 2.21117E+00 6.65323E-05 1.80868E-04 6.34815E-06 -4.54788E-05 -4.75835E-05 -1.60111E-04 |
4388 | + 2.26607E+00 3.72682E-05 1.36257E-04 5.91221E-06 -2.82309E-05 -3.24560E-05 -1.18427E-04 |
4389 | + 2.32303E+00 1.96340E-05 9.04242E-05 4.81088E-06 -1.32781E-05 -2.02936E-05 -8.09824E-05 |
4390 | + 2.38211E+00 1.06692E-05 5.03205E-05 3.05058E-06 -1.81735E-06 -1.15483E-05 -5.04959E-05 |
4391 | + 2.44334E+00 6.64215E-06 2.39584E-05 1.45973E-06 4.76244E-06 -6.13858E-06 -3.05691E-05 |
4392 | + 2.50677E+00 4.64030E-06 1.26189E-05 7.56216E-07 7.41222E-06 -3.10796E-06 -2.22275E-05 |
4393 | + 2.57243E+00 3.35570E-06 7.16858E-06 5.23405E-07 7.51873E-06 -1.62304E-06 -1.68660E-05 |
4394 | + 2.64036E+00 2.46376E-06 3.39057E-06 3.66798E-07 7.11013E-06 -8.30756E-07 -1.24555E-05 |
4395 | + 2.71059E+00 1.84638E-06 1.70504E-06 2.16673E-07 6.46459E-06 -4.42551E-07 -9.77448E-06 |
4396 | + 2.78315E+00 1.40455E-06 6.43483E-07 1.36357E-07 5.78453E-06 -2.57542E-07 -7.71832E-06 |
4397 | + 2.85805E+00 1.07574E-06 1.04111E-07 7.40214E-08 5.08103E-06 -1.62849E-07 -6.19689E-06 |
4398 | + 2.93532E+00 8.16270E-07 3.97422E-08 4.85454E-08 4.43738E-06 -1.21589E-07 -5.25431E-06 |
4399 | + 3.01498E+00 6.09238E-07 1.81416E-08 3.71343E-08 3.87594E-06 -9.46045E-08 -4.48245E-06 |
4400 | + 3.09702E+00 4.49879E-07 1.17154E-08 3.18589E-08 3.38864E-06 -6.98970E-08 -3.84847E-06 |
4401 | + 3.18145E+00 3.35593E-07 1.11209E-08 2.81301E-08 2.98629E-06 -4.44640E-08 -3.34881E-06 |
4402 | + 3.26828E+00 2.56549E-07 9.87231E-09 2.24778E-08 2.66380E-06 -2.21317E-08 -2.95211E-06 |
4403 | + 3.35749E+00 2.04007E-07 5.20575E-09 1.00992E-08 2.37380E-06 -1.02043E-08 -2.59641E-06 |
4404 | + 3.44906E+00 1.66142E-07 2.36821E-09 6.84801E-09 2.11309E-06 -6.14759E-09 -2.29134E-06 |
4405 | + 3.54298E+00 1.39259E-07 1.22639E-09 4.25952E-09 1.88780E-06 -4.06156E-09 -2.03437E-06 |
4406 | + 3.63921E+00 1.19018E-07 4.34262E-10 2.95516E-09 1.69252E-06 -2.84210E-09 -1.81588E-06 |
4407 | + 3.73771E+00 1.01795E-07 -9.41168E-11 2.00587E-09 1.51128E-06 -1.95121E-09 -1.61530E-06 |
4408 | + 3.83845E+00 8.92485E-08 -3.86854E-10 1.45727E-09 1.36376E-06 -1.42381E-09 -1.45429E-06 |
4409 | + 3.94137E+00 7.96967E-08 -6.76710E-10 1.10972E-09 1.24147E-06 -1.08642E-09 -1.32212E-06 |
4410 | + 4.04640E+00 7.17398E-08 -6.65656E-10 8.60719E-10 1.13674E-06 -8.42998E-10 -1.20978E-06 |
4411 | + 4.15349E+00 6.52370E-08 -8.12271E-10 6.77798E-10 1.04719E-06 -6.64028E-10 -1.11423E-06 |
4412 | + 4.26256E+00 5.97680E-08 -8.32541E-10 5.41672E-10 9.70750E-07 -5.30271E-10 -1.03318E-06 |
4413 | + 4.37352E+00 5.52393E-08 -8.83664E-10 4.37952E-10 9.05624E-07 -4.28860E-10 -9.64536E-07 |
4414 | + 4.48628E+00 5.14142E-08 -8.78169E-10 3.58747E-10 8.50243E-07 -3.51011E-10 -9.06516E-07 |
4415 | + 4.60074E+00 4.81543E-08 -7.75106E-10 2.97149E-10 8.03256E-07 -2.90614E-10 -8.57633E-07 |
4416 | + 4.71680E+00 4.54071E-08 -6.96713E-10 2.49115E-10 7.63504E-07 -2.43347E-10 -8.16509E-07 |
4417 | + 4.83435E+00 4.31292E-08 -7.08234E-10 2.11086E-10 7.29994E-07 -2.06109E-10 -7.82007E-07 |
4418 | + 4.95326E+00 4.11992E-08 -6.89490E-10 1.81091E-10 7.01889E-07 -1.76645E-10 -7.53249E-07 |
4419 | + 5.00000E+00 4.05981E-08 -7.39393E-10 1.71871E-10 6.92780E-07 -1.67560E-10 -7.43952E-07 |
4420 | |
4421 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.360' |
4422 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.360 2011-10-30 17:25:22 +0000 |
4423 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.360 1970-01-01 00:00:00 +0000 |
4424 | @@ -1,194 +0,0 @@ |
4425 | - # Col. 1: y/h |
4426 | - # Col. 2: Production term |
4427 | - # Col. 3: Turbulence Transport term |
4428 | - # Col. 4: Viscous Diffusion term |
4429 | - # Col. 5: Velocity Pressure Gradient term |
4430 | - # Col. 6: Viscous Dissipation term |
4431 | - # Col. 7: Convection term |
4432 | - |
4433 | - 0.00000E+00 0.00000E+00 0.00000E+00 1.41595E-02 0.00000E+00 -1.41595E-02 0.00000E+00 |
4434 | - 5.82380E-04 -1.72567E-07 4.61030E-06 1.28988E-02 4.43945E-04 -1.33465E-02 -3.45740E-07 |
4435 | - 1.83133E-03 2.97299E-06 2.35336E-04 1.01497E-02 1.29473E-03 -1.16820E-02 5.22996E-07 |
4436 | - 3.26055E-03 1.10643E-05 5.78459E-04 7.23951E-03 2.10977E-03 -9.94480E-03 8.06491E-06 |
4437 | - 4.89542E-03 1.49616E-05 8.68061E-04 4.44138E-03 2.88729E-03 -8.23189E-03 2.32037E-05 |
4438 | - 6.76471E-03 2.06247E-05 1.15606E-03 1.88419E-03 3.52896E-03 -6.63752E-03 5.15698E-05 |
4439 | - 8.90094E-03 2.04718E-05 1.37837E-03 -2.10708E-04 3.97420E-03 -5.25406E-03 9.65225E-05 |
4440 | - 1.13408E-02 -5.95248E-06 1.32047E-03 -1.38501E-03 4.19549E-03 -4.27792E-03 1.59149E-04 |
4441 | - 1.41256E-02 -7.68887E-05 1.17195E-03 -2.18531E-03 4.30765E-03 -3.43097E-03 2.21977E-04 |
4442 | - 1.73017E-02 -2.13176E-04 8.97106E-04 -2.25720E-03 4.19357E-03 -2.89604E-03 2.87359E-04 |
4443 | - 2.09209E-02 -4.28131E-04 6.59718E-04 -1.94306E-03 3.93548E-03 -2.54257E-03 3.34456E-04 |
4444 | - 2.50411E-02 -6.89545E-04 5.50056E-04 -1.55253E-03 3.62218E-03 -2.26099E-03 3.51298E-04 |
4445 | - 2.97262E-02 -9.67223E-04 5.73213E-04 -1.11660E-03 3.25073E-03 -2.05884E-03 3.44248E-04 |
4446 | - 3.50470E-02 -1.21867E-03 7.21757E-04 -7.28937E-04 2.84065E-03 -1.90856E-03 3.25629E-04 |
4447 | - 4.10810E-02 -1.40932E-03 9.49720E-04 -4.22075E-04 2.40454E-03 -1.78973E-03 3.07258E-04 |
4448 | - 4.79124E-02 -1.50331E-03 1.24471E-03 -2.29240E-04 1.95102E-03 -1.70578E-03 2.94497E-04 |
4449 | - 5.56324E-02 -1.49611E-03 1.51782E-03 -8.09162E-05 1.47748E-03 -1.63522E-03 2.85581E-04 |
4450 | - 6.43383E-02 -1.37738E-03 1.77492E-03 1.23460E-05 1.00400E-03 -1.57642E-03 2.54591E-04 |
4451 | - 7.41327E-02 -1.13318E-03 2.01139E-03 5.41661E-05 5.57791E-04 -1.55234E-03 1.81321E-04 |
4452 | - 8.51224E-02 -7.48240E-04 2.11036E-03 4.03854E-05 2.24948E-04 -1.57163E-03 8.44999E-05 |
4453 | - 9.74166E-02 -3.57705E-04 2.27967E-03 3.06495E-05 -1.90244E-04 -1.57949E-03 -1.70108E-05 |
4454 | - 1.11124E-01 7.24532E-05 2.38515E-03 -2.95339E-07 -5.70831E-04 -1.61558E-03 -8.83615E-05 |
4455 | - 1.26351E-01 4.95077E-04 2.38998E-03 2.16464E-06 -9.23659E-04 -1.68435E-03 -9.05745E-05 |
4456 | - 1.43196E-01 9.16345E-04 2.31881E-03 2.63207E-05 -1.27945E-03 -1.78150E-03 -1.72148E-05 |
4457 | - 1.61745E-01 1.20226E-03 2.21313E-03 7.81709E-06 -1.57597E-03 -1.86000E-03 1.55643E-04 |
4458 | - 1.82069E-01 1.66239E-03 2.03370E-03 3.07136E-05 -1.93164E-03 -1.96058E-03 2.80397E-04 |
4459 | - 2.04216E-01 2.23693E-03 1.70287E-03 2.23233E-05 -2.19816E-03 -2.07685E-03 3.98496E-04 |
4460 | - 2.28204E-01 2.89621E-03 1.32518E-03 1.61228E-05 -2.46641E-03 -2.20833E-03 4.88829E-04 |
4461 | - 2.54020E-01 3.62704E-03 9.43956E-04 6.44588E-06 -2.79742E-03 -2.34987E-03 5.83591E-04 |
4462 | - 2.81608E-01 4.39268E-03 6.01139E-04 3.48891E-06 -3.19521E-03 -2.50016E-03 6.77131E-04 |
4463 | - 3.10871E-01 5.20560E-03 4.50594E-04 -1.21170E-06 -3.60905E-03 -2.71742E-03 6.35338E-04 |
4464 | - 3.41668E-01 6.20332E-03 1.66270E-04 -5.44281E-06 -4.10619E-03 -2.94853E-03 6.42300E-04 |
4465 | - 3.73809E-01 7.19883E-03 -9.27035E-05 -1.60120E-05 -4.59308E-03 -3.18714E-03 6.27574E-04 |
4466 | - 4.07065E-01 8.50710E-03 -4.38268E-04 -1.36262E-05 -5.25341E-03 -3.46929E-03 6.07665E-04 |
4467 | - 4.41166E-01 9.68156E-03 -5.44002E-04 -1.77487E-05 -5.95729E-03 -3.76900E-03 5.55835E-04 |
4468 | - 4.75814E-01 1.08353E-02 -5.46660E-04 -2.40352E-05 -6.66510E-03 -4.08028E-03 4.42294E-04 |
4469 | - 5.10691E-01 1.19943E-02 -5.25752E-04 -2.77873E-05 -7.29568E-03 -4.42109E-03 2.58139E-04 |
4470 | - 5.45470E-01 1.33250E-02 -5.61313E-04 -2.59794E-05 -7.97506E-03 -4.75306E-03 -1.06228E-05 |
4471 | - 5.79827E-01 1.43446E-02 -5.00569E-04 -1.10842E-05 -8.66794E-03 -5.05262E-03 -9.76485E-05 |
4472 | - 6.13455E-01 1.53349E-02 -4.04685E-04 -1.75974E-05 -9.18456E-03 -5.34324E-03 -3.59001E-04 |
4473 | - 6.46072E-01 1.60369E-02 -2.26910E-04 -1.96379E-05 -9.57171E-03 -5.60614E-03 -5.84659E-04 |
4474 | - 6.77432E-01 1.65790E-02 -1.04830E-04 -2.08787E-05 -9.87477E-03 -5.80705E-03 -7.48025E-04 |
4475 | - 7.07328E-01 1.70928E-02 4.82968E-05 -1.79297E-05 -1.02095E-02 -5.98681E-03 -9.09657E-04 |
4476 | - 7.35600E-01 1.74690E-02 -4.87831E-05 -2.36624E-05 -1.04712E-02 -6.07883E-03 -8.43381E-04 |
4477 | - 7.62134E-01 1.78062E-02 -8.11001E-05 -6.52613E-06 -1.06871E-02 -6.16101E-03 -8.83446E-04 |
4478 | - 7.86857E-01 1.79247E-02 -2.46866E-04 3.77110E-06 -1.07948E-02 -6.18087E-03 -7.36474E-04 |
4479 | - 8.09740E-01 1.80736E-02 -4.28564E-04 -5.56405E-06 -1.08281E-02 -6.18713E-03 -6.68679E-04 |
4480 | - 8.30789E-01 1.80168E-02 -6.22963E-04 -2.17485E-05 -1.07568E-02 -6.08102E-03 -5.89381E-04 |
4481 | - 8.50041E-01 1.80377E-02 -6.90082E-04 -2.60003E-05 -1.07050E-02 -6.01157E-03 -6.66255E-04 |
4482 | - 8.67558E-01 1.79907E-02 -8.17725E-04 -2.86518E-05 -1.06805E-02 -5.93625E-03 -6.02034E-04 |
4483 | - 8.83420E-01 1.78257E-02 -8.47466E-04 -2.92327E-05 -1.05359E-02 -5.79527E-03 -6.97641E-04 |
4484 | - 8.97723E-01 1.76451E-02 -8.13476E-04 -3.11689E-05 -1.04631E-02 -5.70528E-03 -7.15469E-04 |
4485 | - 9.10570E-01 1.75418E-02 -9.40659E-04 -2.15774E-05 -1.03715E-02 -5.61988E-03 -6.79603E-04 |
4486 | - 9.22068E-01 1.73183E-02 -9.64862E-04 -1.87381E-05 -1.01666E-02 -5.50618E-03 -7.54049E-04 |
4487 | - 9.32328E-01 1.72450E-02 -1.12098E-03 -1.97243E-05 -1.00620E-02 -5.42556E-03 -7.14852E-04 |
4488 | - 9.41456E-01 1.70401E-02 -1.11589E-03 -2.05065E-05 -9.87885E-03 -5.33256E-03 -7.89896E-04 |
4489 | - 9.49559E-01 1.68520E-02 -1.11293E-03 -2.10358E-05 -9.71207E-03 -5.25002E-03 -8.52832E-04 |
4490 | - 9.56734E-01 1.67485E-02 -1.17590E-03 -1.15086E-05 -9.59974E-03 -5.18591E-03 -8.75518E-04 |
4491 | - 9.63077E-01 1.65859E-02 -1.16546E-03 -1.35167E-05 -9.46084E-03 -5.11957E-03 -9.25228E-04 |
4492 | - 9.68673E-01 1.65158E-02 -1.17003E-03 -1.68557E-05 -9.38653E-03 -5.06817E-03 -9.73243E-04 |
4493 | - 9.73604E-01 1.63765E-02 -1.16052E-03 -1.83505E-05 -9.27082E-03 -5.01569E-03 -1.00872E-03 |
4494 | - 9.77942E-01 1.62513E-02 -1.15323E-03 -1.93359E-05 -9.16770E-03 -4.96979E-03 -1.03743E-03 |
4495 | - 9.81754E-01 1.61385E-02 -1.14879E-03 -1.98950E-05 -9.07592E-03 -4.92959E-03 -1.05918E-03 |
4496 | - 9.85101E-01 1.60875E-02 -1.17230E-03 -2.33409E-05 -9.03869E-03 -4.89425E-03 -1.05397E-03 |
4497 | - 9.88036E-01 1.59949E-02 -1.16837E-03 -2.32593E-05 -8.96430E-03 -4.86334E-03 -1.06959E-03 |
4498 | - 9.90609E-01 1.59151E-02 -1.16364E-03 -2.33875E-05 -8.89942E-03 -4.83619E-03 -1.08557E-03 |
4499 | - 9.92862E-01 1.58405E-02 -1.16369E-03 -2.24319E-05 -8.84230E-03 -4.81262E-03 -1.09192E-03 |
4500 | - 9.94834E-01 1.57784E-02 -1.16091E-03 -2.23160E-05 -8.79251E-03 -4.79186E-03 -1.10264E-03 |
4501 | - 9.96559E-01 1.57241E-02 -1.15847E-03 -2.22146E-05 -8.74895E-03 -4.77369E-03 -1.11202E-03 |
4502 | - 9.98067E-01 1.57113E-02 -1.15478E-03 -2.47898E-05 -8.73757E-03 -4.75559E-03 -1.12967E-03 |
4503 | - 9.99385E-01 1.56628E-02 -1.15854E-03 -2.34845E-05 -8.70384E-03 -4.74177E-03 -1.12614E-03 |
4504 | - 1.00059E+00 1.56228E-02 -1.15755E-03 -2.31729E-05 -8.67242E-03 -4.72918E-03 -1.13109E-03 |
4505 | - 1.00180E+00 1.55827E-02 -1.15656E-03 -2.28603E-05 -8.64091E-03 -4.71656E-03 -1.13605E-03 |
4506 | - 1.00306E+00 1.55406E-02 -1.15552E-03 -2.25319E-05 -8.60780E-03 -4.70330E-03 -1.14126E-03 |
4507 | - 1.00440E+00 1.54880E-02 -1.15909E-03 -2.20945E-05 -8.57416E-03 -4.68876E-03 -1.13371E-03 |
4508 | - 1.00580E+00 1.54406E-02 -1.15841E-03 -2.17225E-05 -8.53772E-03 -4.67406E-03 -1.13814E-03 |
4509 | - 1.00727E+00 1.53908E-02 -1.15770E-03 -2.13316E-05 -8.49943E-03 -4.65861E-03 -1.14280E-03 |
4510 | - 1.00881E+00 1.53386E-02 -1.15696E-03 -2.09209E-05 -8.45920E-03 -4.64237E-03 -1.14769E-03 |
4511 | - 1.01044E+00 1.52836E-02 -1.15618E-03 -2.04894E-05 -8.41693E-03 -4.62531E-03 -1.15283E-03 |
4512 | - 1.01215E+00 1.52342E-02 -1.14289E-03 -2.25820E-05 -8.38822E-03 -4.60503E-03 -1.16308E-03 |
4513 | - 1.01394E+00 1.51707E-02 -1.14292E-03 -2.22248E-05 -8.34064E-03 -4.58620E-03 -1.16596E-03 |
4514 | - 1.01582E+00 1.51041E-02 -1.14294E-03 -2.18495E-05 -8.29065E-03 -4.56641E-03 -1.16899E-03 |
4515 | - 1.01780E+00 1.50204E-02 -1.13044E-03 -2.47475E-05 -8.24057E-03 -4.54486E-03 -1.16671E-03 |
4516 | - 1.01988E+00 1.49454E-02 -1.12920E-03 -2.46683E-05 -8.18564E-03 -4.52295E-03 -1.16950E-03 |
4517 | - 1.02207E+00 1.48667E-02 -1.12789E-03 -2.45851E-05 -8.12793E-03 -4.49992E-03 -1.17242E-03 |
4518 | - 1.02436E+00 1.47968E-02 -1.11133E-03 -2.48200E-05 -8.07670E-03 -4.47546E-03 -1.19453E-03 |
4519 | - 1.02677E+00 1.46937E-02 -1.08405E-03 -2.58213E-05 -8.01674E-03 -4.44967E-03 -1.20362E-03 |
4520 | - 1.02930E+00 1.45990E-02 -1.08189E-03 -2.57944E-05 -7.94898E-03 -4.42298E-03 -1.20510E-03 |
4521 | - 1.03197E+00 1.44995E-02 -1.07962E-03 -2.57661E-05 -7.87780E-03 -4.39493E-03 -1.20666E-03 |
4522 | - 1.03476E+00 1.43912E-02 -1.03427E-03 -2.44336E-05 -7.81699E-03 -4.36487E-03 -1.23661E-03 |
4523 | - 1.03770E+00 1.42776E-02 -1.02884E-03 -2.47486E-05 -7.73800E-03 -4.33376E-03 -1.23777E-03 |
4524 | - 1.04078E+00 1.41445E-02 -9.75776E-04 -2.51048E-05 -7.66458E-03 -4.29980E-03 -1.26544E-03 |
4525 | - 1.04402E+00 1.40269E-02 -9.65566E-04 -2.47746E-05 -7.58125E-03 -4.26555E-03 -1.27555E-03 |
4526 | - 1.04742E+00 1.38914E-02 -9.54272E-04 -2.53267E-05 -7.48992E-03 -4.22931E-03 -1.27793E-03 |
4527 | - 1.05099E+00 1.37420E-02 -8.89063E-04 -2.39227E-05 -7.40500E-03 -4.19075E-03 -1.31937E-03 |
4528 | - 1.05475E+00 1.35892E-02 -8.71199E-04 -2.45011E-05 -7.30501E-03 -4.15076E-03 -1.32353E-03 |
4529 | - 1.05869E+00 1.34170E-02 -8.11848E-04 -2.24462E-05 -7.20945E-03 -4.10925E-03 -1.35037E-03 |
4530 | - 1.06283E+00 1.32458E-02 -7.87961E-04 -2.26556E-05 -7.10043E-03 -4.06535E-03 -1.35545E-03 |
4531 | - 1.06717E+00 1.30490E-02 -7.29445E-04 -1.90682E-05 -6.99735E-03 -4.01952E-03 -1.36967E-03 |
4532 | - 1.07174E+00 1.28584E-02 -7.00603E-04 -1.85855E-05 -6.87750E-03 -3.97118E-03 -1.37630E-03 |
4533 | - 1.07653E+00 1.26368E-02 -6.13151E-04 -1.73465E-05 -6.76769E-03 -3.91973E-03 -1.40400E-03 |
4534 | - 1.08156E+00 1.24230E-02 -5.75126E-04 -1.71034E-05 -6.63894E-03 -3.86666E-03 -1.41009E-03 |
4535 | - 1.08685E+00 1.21746E-02 -4.67961E-04 -1.65075E-05 -6.51817E-03 -3.80944E-03 -1.44595E-03 |
4536 | - 1.09239E+00 1.19377E-02 -4.18832E-04 -1.59977E-05 -6.37968E-03 -3.75078E-03 -1.45559E-03 |
4537 | - 1.09822E+00 1.16706E-02 -3.16437E-04 -1.35102E-05 -6.24773E-03 -3.68863E-03 -1.48580E-03 |
4538 | - 1.10433E+00 1.14123E-02 -2.55956E-04 -1.41388E-05 -6.09842E-03 -3.62413E-03 -1.50095E-03 |
4539 | - 1.11075E+00 1.11307E-02 -1.73993E-04 -1.23456E-05 -5.95471E-03 -3.55719E-03 -1.51235E-03 |
4540 | - 1.11748E+00 1.08329E-02 -8.84984E-05 -1.36682E-05 -5.79999E-03 -3.48445E-03 -1.52579E-03 |
4541 | - 1.12455E+00 1.05238E-02 7.81385E-06 -1.55593E-05 -5.64945E-03 -3.40824E-03 -1.53587E-03 |
4542 | - 1.13197E+00 1.02039E-02 1.10050E-04 -7.12424E-06 -5.49287E-03 -3.32859E-03 -1.56068E-03 |
4543 | - 1.13976E+00 9.84277E-03 2.31334E-04 -1.17584E-06 -5.32198E-03 -3.24312E-03 -1.58292E-03 |
4544 | - 1.14793E+00 9.49248E-03 3.21852E-04 2.24632E-06 -5.14613E-03 -3.15523E-03 -1.58893E-03 |
4545 | - 1.15650E+00 9.12582E-03 4.10193E-04 3.21442E-06 -4.96326E-03 -3.06472E-03 -1.58472E-03 |
4546 | - 1.16549E+00 8.70653E-03 5.66576E-04 7.50776E-06 -4.76839E-03 -2.96941E-03 -1.61707E-03 |
4547 | - 1.17493E+00 8.31617E-03 6.68169E-04 9.53369E-06 -4.58009E-03 -2.87268E-03 -1.61584E-03 |
4548 | - 1.18483E+00 7.91806E-03 7.82840E-04 1.29628E-05 -4.39189E-03 -2.77081E-03 -1.62620E-03 |
4549 | - 1.19521E+00 7.45108E-03 9.90057E-04 1.24974E-05 -4.18733E-03 -2.65788E-03 -1.68392E-03 |
4550 | - 1.20609E+00 7.03351E-03 1.13798E-03 9.65360E-06 -3.98997E-03 -2.54528E-03 -1.71927E-03 |
4551 | - 1.21751E+00 6.61302E-03 1.33036E-03 2.46167E-06 -3.78208E-03 -2.43146E-03 -1.80196E-03 |
4552 | - 1.22948E+00 6.15048E-03 1.49414E-03 1.13137E-05 -3.55799E-03 -2.31150E-03 -1.85165E-03 |
4553 | - 1.24203E+00 5.73429E-03 1.60776E-03 2.24005E-05 -3.34298E-03 -2.19190E-03 -1.89145E-03 |
4554 | - 1.25518E+00 5.33570E-03 1.62257E-03 2.72410E-05 -3.12955E-03 -2.07157E-03 -1.84358E-03 |
4555 | - 1.26897E+00 4.90272E-03 1.59868E-03 2.88023E-05 -2.91000E-03 -1.94886E-03 -1.72678E-03 |
4556 | - 1.28342E+00 4.45871E-03 1.62656E-03 2.68120E-05 -2.67779E-03 -1.81185E-03 -1.67396E-03 |
4557 | - 1.29856E+00 4.06275E-03 1.61918E-03 2.56563E-05 -2.46697E-03 -1.68430E-03 -1.60662E-03 |
4558 | - 1.31442E+00 3.72626E-03 1.53381E-03 2.70555E-05 -2.27212E-03 -1.56386E-03 -1.50087E-03 |
4559 | - 1.33104E+00 3.37628E-03 1.45553E-03 2.32870E-05 -2.06229E-03 -1.43532E-03 -1.40508E-03 |
4560 | - 1.34844E+00 3.02852E-03 1.35330E-03 2.61574E-05 -1.85243E-03 -1.30339E-03 -1.29864E-03 |
4561 | - 1.36667E+00 2.74783E-03 1.23044E-03 2.39563E-05 -1.68846E-03 -1.18930E-03 -1.16847E-03 |
4562 | - 1.38575E+00 2.46637E-03 1.16119E-03 2.21294E-05 -1.52683E-03 -1.07198E-03 -1.08975E-03 |
4563 | - 1.40572E+00 2.23570E-03 1.04396E-03 2.27909E-05 -1.38867E-03 -9.69435E-04 -9.77550E-04 |
4564 | - 1.42662E+00 2.02262E-03 8.94218E-04 2.20148E-05 -1.26163E-03 -8.72779E-04 -8.33242E-04 |
4565 | - 1.44850E+00 1.79993E-03 7.44062E-04 2.05592E-05 -1.12812E-03 -7.73571E-04 -6.91852E-04 |
4566 | - 1.47138E+00 1.61260E-03 5.73599E-04 1.90102E-05 -1.02673E-03 -6.83489E-04 -5.19011E-04 |
4567 | - 1.49531E+00 1.47626E-03 4.55431E-04 1.47747E-05 -9.47820E-04 -6.12097E-04 -4.04429E-04 |
4568 | - 1.52033E+00 1.36031E-03 3.73657E-04 1.45942E-05 -8.72943E-04 -5.47317E-04 -3.40015E-04 |
4569 | - 1.54649E+00 1.26003E-03 2.84331E-04 1.18022E-05 -8.00384E-04 -4.88390E-04 -2.74084E-04 |
4570 | - 1.57382E+00 1.15637E-03 2.13302E-04 7.80721E-06 -7.29861E-04 -4.30661E-04 -2.18579E-04 |
4571 | - 1.60239E+00 1.08271E-03 1.36581E-04 6.08426E-06 -6.70420E-04 -3.87005E-04 -1.66415E-04 |
4572 | - 1.63222E+00 1.01404E-03 6.05405E-05 2.87500E-06 -6.14347E-04 -3.47888E-04 -1.11508E-04 |
4573 | - 1.66338E+00 9.53447E-04 -1.07877E-05 5.37320E-07 -5.53137E-04 -3.10535E-04 -7.58272E-05 |
4574 | - 1.69590E+00 8.98000E-04 -3.25500E-05 -1.81590E-06 -5.03188E-04 -2.81498E-04 -7.22249E-05 |
4575 | - 1.72984E+00 8.43300E-04 -4.51912E-05 -2.82353E-06 -4.53921E-04 -2.55760E-04 -7.57463E-05 |
4576 | - 1.76524E+00 7.85929E-04 -4.39083E-05 -3.52027E-06 -4.04983E-04 -2.31166E-04 -9.29816E-05 |
4577 | - 1.80217E+00 7.22062E-04 -1.42572E-05 -3.57368E-06 -3.68455E-04 -2.10909E-04 -1.13174E-04 |
4578 | - 1.84065E+00 6.52169E-04 3.04000E-05 -3.71678E-06 -3.33385E-04 -1.91277E-04 -1.39692E-04 |
4579 | - 1.88076E+00 5.77630E-04 7.95153E-05 -2.32412E-06 -2.95992E-04 -1.72743E-04 -1.70892E-04 |
4580 | - 1.92254E+00 4.99794E-04 1.22981E-04 -1.28089E-06 -2.56099E-04 -1.55024E-04 -1.96433E-04 |
4581 | - 1.96604E+00 4.19342E-04 1.63438E-04 4.08857E-07 -2.15130E-04 -1.37497E-04 -2.19557E-04 |
4582 | - 2.01132E+00 3.37284E-04 2.01756E-04 1.90466E-06 -1.75808E-04 -1.19434E-04 -2.38620E-04 |
4583 | - 2.05842E+00 2.57797E-04 2.25318E-04 3.34686E-06 -1.39051E-04 -1.01118E-04 -2.41335E-04 |
4584 | - 2.10739E+00 1.75283E-04 2.36069E-04 5.03362E-06 -1.01013E-04 -8.23535E-05 -2.30166E-04 |
4585 | - 2.15829E+00 1.16475E-04 2.13478E-04 6.25902E-06 -7.23604E-05 -6.43118E-05 -1.98114E-04 |
4586 | - 2.21117E+00 6.65323E-05 1.80868E-04 6.34815E-06 -4.54788E-05 -4.75835E-05 -1.60111E-04 |
4587 | - 2.26607E+00 3.72682E-05 1.36257E-04 5.91221E-06 -2.82309E-05 -3.24560E-05 -1.18427E-04 |
4588 | - 2.32303E+00 1.96340E-05 9.04242E-05 4.81088E-06 -1.32781E-05 -2.02936E-05 -8.09824E-05 |
4589 | - 2.38211E+00 1.06692E-05 5.03205E-05 3.05058E-06 -1.81735E-06 -1.15483E-05 -5.04959E-05 |
4590 | - 2.44334E+00 6.64215E-06 2.39584E-05 1.45973E-06 4.76244E-06 -6.13858E-06 -3.05691E-05 |
4591 | - 2.50677E+00 4.64030E-06 1.26189E-05 7.56216E-07 7.41222E-06 -3.10796E-06 -2.22275E-05 |
4592 | - 2.57243E+00 3.35570E-06 7.16858E-06 5.23405E-07 7.51873E-06 -1.62304E-06 -1.68660E-05 |
4593 | - 2.64036E+00 2.46376E-06 3.39057E-06 3.66798E-07 7.11013E-06 -8.30756E-07 -1.24555E-05 |
4594 | - 2.71059E+00 1.84638E-06 1.70504E-06 2.16673E-07 6.46459E-06 -4.42551E-07 -9.77448E-06 |
4595 | - 2.78315E+00 1.40455E-06 6.43483E-07 1.36357E-07 5.78453E-06 -2.57542E-07 -7.71832E-06 |
4596 | - 2.85805E+00 1.07574E-06 1.04111E-07 7.40214E-08 5.08103E-06 -1.62849E-07 -6.19689E-06 |
4597 | - 2.93532E+00 8.16270E-07 3.97422E-08 4.85454E-08 4.43738E-06 -1.21589E-07 -5.25431E-06 |
4598 | - 3.01498E+00 6.09238E-07 1.81416E-08 3.71343E-08 3.87594E-06 -9.46045E-08 -4.48245E-06 |
4599 | - 3.09702E+00 4.49879E-07 1.17154E-08 3.18589E-08 3.38864E-06 -6.98970E-08 -3.84847E-06 |
4600 | - 3.18145E+00 3.35593E-07 1.11209E-08 2.81301E-08 2.98629E-06 -4.44640E-08 -3.34881E-06 |
4601 | - 3.26828E+00 2.56549E-07 9.87231E-09 2.24778E-08 2.66380E-06 -2.21317E-08 -2.95211E-06 |
4602 | - 3.35749E+00 2.04007E-07 5.20575E-09 1.00992E-08 2.37380E-06 -1.02043E-08 -2.59641E-06 |
4603 | - 3.44906E+00 1.66142E-07 2.36821E-09 6.84801E-09 2.11309E-06 -6.14759E-09 -2.29134E-06 |
4604 | - 3.54298E+00 1.39259E-07 1.22639E-09 4.25952E-09 1.88780E-06 -4.06156E-09 -2.03437E-06 |
4605 | - 3.63921E+00 1.19018E-07 4.34262E-10 2.95516E-09 1.69252E-06 -2.84210E-09 -1.81588E-06 |
4606 | - 3.73771E+00 1.01795E-07 -9.41168E-11 2.00587E-09 1.51128E-06 -1.95121E-09 -1.61530E-06 |
4607 | - 3.83845E+00 8.92485E-08 -3.86854E-10 1.45727E-09 1.36376E-06 -1.42381E-09 -1.45429E-06 |
4608 | - 3.94137E+00 7.96967E-08 -6.76710E-10 1.10972E-09 1.24147E-06 -1.08642E-09 -1.32212E-06 |
4609 | - 4.04640E+00 7.17398E-08 -6.65656E-10 8.60719E-10 1.13674E-06 -8.42998E-10 -1.20978E-06 |
4610 | - 4.15349E+00 6.52370E-08 -8.12271E-10 6.77798E-10 1.04719E-06 -6.64028E-10 -1.11423E-06 |
4611 | - 4.26256E+00 5.97680E-08 -8.32541E-10 5.41672E-10 9.70750E-07 -5.30271E-10 -1.03318E-06 |
4612 | - 4.37352E+00 5.52393E-08 -8.83664E-10 4.37952E-10 9.05624E-07 -4.28860E-10 -9.64536E-07 |
4613 | - 4.48628E+00 5.14142E-08 -8.78169E-10 3.58747E-10 8.50243E-07 -3.51011E-10 -9.06516E-07 |
4614 | - 4.60074E+00 4.81543E-08 -7.75106E-10 2.97149E-10 8.03256E-07 -2.90614E-10 -8.57633E-07 |
4615 | - 4.71680E+00 4.54071E-08 -6.96713E-10 2.49115E-10 7.63504E-07 -2.43347E-10 -8.16509E-07 |
4616 | - 4.83435E+00 4.31292E-08 -7.08234E-10 2.11086E-10 7.29994E-07 -2.06109E-10 -7.82007E-07 |
4617 | - 4.95326E+00 4.11992E-08 -6.89490E-10 1.81091E-10 7.01889E-07 -1.76645E-10 -7.53249E-07 |
4618 | - 5.00000E+00 4.05981E-08 -7.39393E-10 1.71871E-10 6.92780E-07 -1.67560E-10 -7.43952E-07 |
4619 | |
4620 | === added file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.411' |
4621 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.411 1970-01-01 00:00:00 +0000 |
4622 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.411 2013-04-16 15:27:30 +0000 |
4623 | @@ -0,0 +1,194 @@ |
4624 | + # Col. 1: y/h |
4625 | + # Col. 2: Production term |
4626 | + # Col. 3: Turbulence Transport term |
4627 | + # Col. 4: Viscous Diffusion term |
4628 | + # Col. 5: Velocity Pressure Gradient term |
4629 | + # Col. 6: Viscous Dissipation term |
4630 | + # Col. 7: Convection term |
4631 | + |
4632 | + 0.00000E+00 0.00000E+00 0.00000E+00 1.55705E-02 0.00000E+00 -1.55705E-02 0.00000E+00 |
4633 | + 5.82380E-04 7.45209E-07 -4.73839E-06 1.43406E-02 4.38997E-04 -1.47746E-02 -3.32662E-07 |
4634 | + 1.83133E-03 -1.85803E-06 2.90758E-04 1.15847E-02 1.25994E-03 -1.31337E-02 2.23334E-06 |
4635 | + 3.26055E-03 -1.84149E-05 8.44910E-04 8.51908E-03 2.02776E-03 -1.13824E-02 1.21270E-05 |
4636 | + 4.89542E-03 -5.03993E-05 1.35599E-03 5.56345E-03 2.74611E-03 -9.63916E-03 2.75706E-05 |
4637 | + 6.76471E-03 -1.08708E-04 1.99196E-03 2.72588E-03 3.30609E-03 -7.96638E-03 5.43837E-05 |
4638 | + 8.90094E-03 -1.99557E-04 2.60421E-03 3.23308E-04 3.64323E-03 -6.46301E-03 9.34818E-05 |
4639 | + 1.13408E-02 -3.26557E-04 2.80057E-03 -1.01253E-03 3.73723E-03 -5.34202E-03 1.42480E-04 |
4640 | + 1.41256E-02 -4.71171E-04 2.78893E-03 -1.88917E-03 3.71818E-03 -4.34143E-03 1.92786E-04 |
4641 | + 1.73017E-02 -6.42832E-04 2.46641E-03 -1.90160E-03 3.46464E-03 -3.63331E-03 2.45621E-04 |
4642 | + 2.09209E-02 -8.24600E-04 2.16644E-03 -1.64267E-03 3.08465E-03 -3.07399E-03 2.94104E-04 |
4643 | + 2.50411E-02 -9.97801E-04 2.03536E-03 -1.46723E-03 2.69432E-03 -2.58688E-03 3.31879E-04 |
4644 | + 2.97262E-02 -1.15418E-03 1.98621E-03 -1.25952E-03 2.29783E-03 -2.21227E-03 3.55492E-04 |
4645 | + 3.50470E-02 -1.28378E-03 1.98600E-03 -1.02645E-03 1.91932E-03 -1.94151E-03 3.63551E-04 |
4646 | + 4.10810E-02 -1.37980E-03 2.00575E-03 -7.91620E-04 1.57369E-03 -1.74608E-03 3.59124E-04 |
4647 | + 4.79124E-02 -1.42808E-03 2.03764E-03 -5.76103E-04 1.28459E-03 -1.63396E-03 3.41221E-04 |
4648 | + 5.56324E-02 -1.42879E-03 2.05232E-03 -3.94843E-04 1.04111E-03 -1.55995E-03 3.19241E-04 |
4649 | + 6.43383E-02 -1.39471E-03 2.06469E-03 -2.61475E-04 8.35412E-04 -1.51421E-03 3.01690E-04 |
4650 | + 7.41327E-02 -1.34963E-03 2.10645E-03 -1.66899E-04 6.55070E-04 -1.50055E-03 2.92081E-04 |
4651 | + 8.51224E-02 -1.31195E-03 2.20786E-03 -1.24247E-04 5.14054E-04 -1.54031E-03 3.08123E-04 |
4652 | + 9.74166E-02 -1.26334E-03 2.30699E-03 -6.69080E-05 3.43780E-04 -1.56819E-03 3.15437E-04 |
4653 | + 1.11124E-01 -1.15542E-03 2.34197E-03 -3.13985E-05 2.30242E-04 -1.62572E-03 3.21271E-04 |
4654 | + 1.26351E-01 -9.44220E-04 2.21467E-03 3.69087E-06 1.85441E-04 -1.70483E-03 3.34070E-04 |
4655 | + 1.43196E-01 -6.52861E-04 1.91505E-03 5.39279E-05 1.81224E-04 -1.79132E-03 3.92482E-04 |
4656 | + 1.61745E-01 -2.40984E-04 1.66430E-03 3.28616E-05 -6.35421E-06 -1.87154E-03 5.26034E-04 |
4657 | + 1.82069E-01 2.40540E-04 1.34302E-03 4.44669E-05 -1.51921E-04 -1.98005E-03 6.20998E-04 |
4658 | + 2.04216E-01 8.32257E-04 1.03552E-03 3.70714E-05 -3.60327E-04 -2.10162E-03 6.83742E-04 |
4659 | + 2.28204E-01 1.46264E-03 7.27543E-04 2.05890E-05 -5.92390E-04 -2.22089E-03 7.28535E-04 |
4660 | + 2.54020E-01 2.10890E-03 4.66687E-04 8.45109E-06 -8.50947E-04 -2.33326E-03 7.18413E-04 |
4661 | + 2.81608E-01 2.88992E-03 2.19253E-04 -1.55371E-05 -1.21119E-03 -2.46335E-03 6.92446E-04 |
4662 | + 3.10871E-01 3.73158E-03 -1.20372E-04 -2.32156E-05 -1.64835E-03 -2.58222E-03 7.24951E-04 |
4663 | + 3.41668E-01 4.62724E-03 -5.11002E-04 -1.35327E-05 -2.09035E-03 -2.72439E-03 7.75142E-04 |
4664 | + 3.73809E-01 5.53296E-03 -8.57029E-04 -1.42897E-05 -2.55124E-03 -2.85841E-03 7.81080E-04 |
4665 | + 4.07065E-01 6.47644E-03 -1.25657E-03 -1.77133E-05 -3.07362E-03 -3.00980E-03 8.83051E-04 |
4666 | + 4.41166E-01 7.44230E-03 -1.59345E-03 -1.73462E-05 -3.62260E-03 -3.16291E-03 9.34633E-04 |
4667 | + 4.75814E-01 8.43967E-03 -1.90795E-03 -2.39143E-05 -4.22710E-03 -3.31138E-03 1.00135E-03 |
4668 | + 5.10691E-01 9.41649E-03 -2.30122E-03 -2.45865E-05 -4.78543E-03 -3.47409E-03 1.12865E-03 |
4669 | + 5.45470E-01 1.03567E-02 -2.62145E-03 -1.35594E-05 -5.27850E-03 -3.63783E-03 1.14833E-03 |
4670 | + 5.79827E-01 1.10872E-02 -2.70540E-03 -1.40958E-05 -5.72838E-03 -3.78435E-03 1.08888E-03 |
4671 | + 6.13455E-01 1.17690E-02 -2.77173E-03 -3.11587E-05 -6.13749E-03 -3.91744E-03 1.03422E-03 |
4672 | + 6.46072E-01 1.23172E-02 -2.79305E-03 -2.56104E-05 -6.52217E-03 -4.02510E-03 9.99480E-04 |
4673 | + 6.77432E-01 1.26193E-02 -2.73193E-03 -3.72798E-05 -6.82569E-03 -4.10989E-03 1.03506E-03 |
4674 | + 7.07328E-01 1.29921E-02 -2.66854E-03 -4.24457E-05 -7.11512E-03 -4.18098E-03 9.69145E-04 |
4675 | + 7.35600E-01 1.32730E-02 -2.72454E-03 -3.86675E-05 -7.28080E-03 -4.20720E-03 9.38256E-04 |
4676 | + 7.62134E-01 1.34201E-02 -2.67611E-03 -3.73256E-05 -7.41013E-03 -4.21302E-03 8.82305E-04 |
4677 | + 7.86857E-01 1.34112E-02 -2.40984E-03 -4.05124E-05 -7.50408E-03 -4.16336E-03 6.74779E-04 |
4678 | + 8.09740E-01 1.33905E-02 -2.20921E-03 -3.60498E-05 -7.59412E-03 -4.11954E-03 5.43312E-04 |
4679 | + 8.30789E-01 1.31894E-02 -1.83533E-03 -2.93951E-05 -7.48805E-03 -4.00472E-03 1.32416E-04 |
4680 | + 8.50041E-01 1.29525E-02 -1.70005E-03 -1.87952E-05 -7.36095E-03 -3.91547E-03 -4.39400E-06 |
4681 | + 8.67558E-01 1.27428E-02 -1.55479E-03 -1.58508E-05 -7.24678E-03 -3.83268E-03 -1.49380E-04 |
4682 | + 8.83420E-01 1.23704E-02 -1.29180E-03 -2.77203E-05 -7.00168E-03 -3.71851E-03 -4.05614E-04 |
4683 | + 8.97723E-01 1.21909E-02 -1.10089E-03 -2.94735E-05 -6.87743E-03 -3.64404E-03 -6.16930E-04 |
4684 | + 9.10570E-01 1.20370E-02 -9.73961E-04 -1.20511E-05 -6.76735E-03 -3.55786E-03 -8.09000E-04 |
4685 | + 9.22068E-01 1.17039E-02 -7.93957E-04 -1.04968E-05 -6.57512E-03 -3.46195E-03 -9.60670E-04 |
4686 | + 9.32328E-01 1.15166E-02 -6.77007E-04 -8.33102E-06 -6.45474E-03 -3.38407E-03 -1.09835E-03 |
4687 | + 9.41456E-01 1.12376E-02 -5.29021E-04 -9.29864E-06 -6.29191E-03 -3.30830E-03 -1.21633E-03 |
4688 | + 9.49559E-01 1.09920E-02 -3.96176E-04 -1.03453E-05 -6.14655E-03 -3.24191E-03 -1.32312E-03 |
4689 | + 9.56734E-01 1.08235E-02 -2.51588E-04 -1.13005E-05 -6.04177E-03 -3.18104E-03 -1.47224E-03 |
4690 | + 9.63077E-01 1.06264E-02 -1.53493E-04 -1.07829E-05 -5.92520E-03 -3.12987E-03 -1.54658E-03 |
4691 | + 9.68673E-01 1.04702E-02 -1.54816E-05 -5.38257E-06 -5.84306E-03 -3.07931E-03 -1.67667E-03 |
4692 | + 9.73604E-01 1.03153E-02 5.00881E-05 -5.05069E-06 -5.75145E-03 -3.04018E-03 -1.72051E-03 |
4693 | + 9.77942E-01 1.01793E-02 1.03949E-04 -4.37703E-06 -5.67237E-03 -3.00593E-03 -1.75352E-03 |
4694 | + 9.81754E-01 1.00604E-02 1.47963E-04 -3.80897E-06 -5.60468E-03 -2.97610E-03 -1.77687E-03 |
4695 | + 9.85101E-01 9.95583E-03 2.51976E-04 -3.19586E-06 -5.55369E-03 -2.94725E-03 -1.86391E-03 |
4696 | + 9.88036E-01 9.86481E-03 2.79431E-04 -3.19457E-06 -5.50250E-03 -2.92470E-03 -1.87324E-03 |
4697 | + 9.90609E-01 9.78465E-03 3.04723E-04 -2.98944E-06 -5.45645E-03 -2.90479E-03 -1.88419E-03 |
4698 | + 9.92862E-01 9.71606E-03 3.25063E-04 -3.72063E-06 -5.42010E-03 -2.88785E-03 -1.88714E-03 |
4699 | + 9.94834E-01 9.65494E-03 3.44087E-04 -3.74611E-06 -5.38560E-03 -2.87268E-03 -1.89420E-03 |
4700 | + 9.96559E-01 9.60147E-03 3.60729E-04 -3.76839E-06 -5.35542E-03 -2.85942E-03 -1.90038E-03 |
4701 | + 9.98067E-01 9.54763E-03 4.11996E-04 -4.25002E-06 -5.32360E-03 -2.84645E-03 -1.94842E-03 |
4702 | + 9.99385E-01 9.50924E-03 4.23254E-04 -4.76338E-06 -5.30548E-03 -2.83706E-03 -1.94674E-03 |
4703 | + 1.00059E+00 9.47249E-03 4.33349E-04 -4.82000E-06 -5.28520E-03 -2.82794E-03 -1.94875E-03 |
4704 | + 1.00180E+00 9.43563E-03 4.43476E-04 -4.87680E-06 -5.26486E-03 -2.81880E-03 -1.95075E-03 |
4705 | + 1.00306E+00 9.39689E-03 4.54117E-04 -4.93648E-06 -5.24348E-03 -2.80919E-03 -1.95286E-03 |
4706 | + 1.00440E+00 9.35933E-03 4.65033E-04 -4.68889E-06 -5.22700E-03 -2.80012E-03 -1.95023E-03 |
4707 | + 1.00580E+00 9.31688E-03 4.76754E-04 -4.72326E-06 -5.20401E-03 -2.78961E-03 -1.95207E-03 |
4708 | + 1.00727E+00 9.27228E-03 4.89070E-04 -4.75937E-06 -5.17986E-03 -2.77857E-03 -1.95400E-03 |
4709 | + 1.00881E+00 9.22541E-03 5.02010E-04 -4.79731E-06 -5.15447E-03 -2.76698E-03 -1.95603E-03 |
4710 | + 1.01044E+00 9.17617E-03 5.15607E-04 -4.83717E-06 -5.12781E-03 -2.75479E-03 -1.95816E-03 |
4711 | + 1.01215E+00 9.12345E-03 5.46388E-04 -4.54829E-06 -5.09586E-03 -2.74203E-03 -1.98330E-03 |
4712 | + 1.01394E+00 9.06992E-03 5.60067E-04 -4.58117E-06 -5.06799E-03 -2.72876E-03 -1.98297E-03 |
4713 | + 1.01582E+00 9.01367E-03 5.74439E-04 -4.61571E-06 -5.03871E-03 -2.71482E-03 -1.98263E-03 |
4714 | + 1.01780E+00 8.95943E-03 5.91416E-04 -4.56744E-06 -5.01525E-03 -2.70105E-03 -1.98013E-03 |
4715 | + 1.01988E+00 8.89784E-03 6.07471E-04 -4.59696E-06 -4.98368E-03 -2.68575E-03 -1.97953E-03 |
4716 | + 1.02207E+00 8.83314E-03 6.24337E-04 -4.62798E-06 -4.95051E-03 -2.66968E-03 -1.97890E-03 |
4717 | + 1.02436E+00 8.76154E-03 6.48707E-04 -5.28087E-06 -4.90721E-03 -2.65217E-03 -1.99239E-03 |
4718 | + 1.02677E+00 8.69724E-03 6.71001E-04 -4.85409E-06 -4.87975E-03 -2.63556E-03 -1.99184E-03 |
4719 | + 1.02930E+00 8.62343E-03 6.90056E-04 -4.76105E-06 -4.84334E-03 -2.61712E-03 -1.98926E-03 |
4720 | + 1.03197E+00 8.54589E-03 7.10073E-04 -4.66330E-06 -4.80510E-03 -2.59776E-03 -1.98656E-03 |
4721 | + 1.03476E+00 8.46969E-03 7.33058E-04 -4.03921E-06 -4.76700E-03 -2.57831E-03 -1.99024E-03 |
4722 | + 1.03770E+00 8.38589E-03 7.57245E-04 -4.11901E-06 -4.72705E-03 -2.55719E-03 -1.98804E-03 |
4723 | + 1.04078E+00 8.30905E-03 7.92541E-04 -4.25322E-06 -4.69360E-03 -2.53678E-03 -1.99716E-03 |
4724 | + 1.04402E+00 8.21321E-03 8.16011E-04 -5.03260E-06 -4.64537E-03 -2.51305E-03 -1.99330E-03 |
4725 | + 1.04742E+00 8.11845E-03 8.46193E-04 -4.94406E-06 -4.60131E-03 -2.48892E-03 -1.99261E-03 |
4726 | + 1.05099E+00 8.02715E-03 8.82844E-04 -4.58895E-06 -4.55996E-03 -2.46519E-03 -2.00108E-03 |
4727 | + 1.05475E+00 7.92504E-03 9.16894E-04 -4.25756E-06 -4.51344E-03 -2.43889E-03 -2.00118E-03 |
4728 | + 1.05869E+00 7.82703E-03 9.58795E-04 -4.05053E-06 -4.47137E-03 -2.41317E-03 -2.01029E-03 |
4729 | + 1.06283E+00 7.71654E-03 9.96987E-04 -3.69959E-06 -4.42203E-03 -2.38444E-03 -2.01088E-03 |
4730 | + 1.06717E+00 7.61176E-03 1.04799E-03 -3.23324E-06 -4.37845E-03 -2.35661E-03 -2.02617E-03 |
4731 | + 1.07174E+00 7.49118E-03 1.09198E-03 -2.87147E-06 -4.32486E-03 -2.32514E-03 -2.02918E-03 |
4732 | + 1.07653E+00 7.37876E-03 1.14929E-03 -3.55637E-06 -4.27876E-03 -2.29567E-03 -2.04642E-03 |
4733 | + 1.08156E+00 7.24811E-03 1.19697E-03 -2.88946E-06 -4.22222E-03 -2.26133E-03 -2.04864E-03 |
4734 | + 1.08685E+00 7.12481E-03 1.24917E-03 1.22898E-06 -4.17310E-03 -2.22955E-03 -2.06077E-03 |
4735 | + 1.09239E+00 6.98119E-03 1.29792E-03 2.12302E-06 -4.11204E-03 -2.19205E-03 -2.05876E-03 |
4736 | + 1.09822E+00 6.84259E-03 1.35346E-03 1.10664E-06 -4.05767E-03 -2.15641E-03 -2.06315E-03 |
4737 | + 1.10433E+00 6.68666E-03 1.41178E-03 -1.14299E-06 -3.98946E-03 -2.11624E-03 -2.06431E-03 |
4738 | + 1.11075E+00 6.53830E-03 1.49214E-03 -6.02664E-06 -3.92024E-03 -2.07914E-03 -2.09375E-03 |
4739 | + 1.11748E+00 6.37466E-03 1.56490E-03 -6.08352E-06 -3.84914E-03 -2.03825E-03 -2.10604E-03 |
4740 | + 1.12455E+00 6.21499E-03 1.65556E-03 -4.04940E-06 -3.77045E-03 -1.99957E-03 -2.15037E-03 |
4741 | + 1.13197E+00 6.04449E-03 1.72531E-03 4.50891E-06 -3.68838E-03 -1.95623E-03 -2.17732E-03 |
4742 | + 1.13976E+00 5.85872E-03 1.80222E-03 7.15734E-06 -3.62029E-03 -1.90823E-03 -2.18004E-03 |
4743 | + 1.14793E+00 5.67136E-03 1.81487E-03 1.15514E-05 -3.53358E-03 -1.85935E-03 -2.13910E-03 |
4744 | + 1.15650E+00 5.48301E-03 1.82155E-03 1.08450E-05 -3.44820E-03 -1.81000E-03 -2.08704E-03 |
4745 | + 1.16549E+00 5.27977E-03 1.89010E-03 6.18788E-06 -3.37184E-03 -1.75762E-03 -2.07194E-03 |
4746 | + 1.17493E+00 5.08907E-03 1.92799E-03 4.62063E-06 -3.28575E-03 -1.70897E-03 -2.04995E-03 |
4747 | + 1.18483E+00 4.89688E-03 1.97895E-03 4.81336E-06 -3.19784E-03 -1.65900E-03 -2.04546E-03 |
4748 | + 1.19521E+00 4.68733E-03 2.08860E-03 3.49954E-06 -3.09939E-03 -1.60233E-03 -2.10012E-03 |
4749 | + 1.20609E+00 4.48215E-03 2.12679E-03 1.20968E-05 -2.99039E-03 -1.54470E-03 -2.10932E-03 |
4750 | + 1.21751E+00 4.26957E-03 2.15548E-03 1.43281E-05 -2.87067E-03 -1.48217E-03 -2.11034E-03 |
4751 | + 1.22948E+00 4.03977E-03 2.19681E-03 1.60830E-05 -2.74582E-03 -1.42011E-03 -2.11134E-03 |
4752 | + 1.24203E+00 3.82237E-03 2.18868E-03 1.79063E-05 -2.61768E-03 -1.35665E-03 -2.07844E-03 |
4753 | + 1.25518E+00 3.60678E-03 2.11301E-03 2.06295E-05 -2.48353E-03 -1.29241E-03 -1.98604E-03 |
4754 | + 1.26897E+00 3.38094E-03 2.04667E-03 2.02853E-05 -2.35362E-03 -1.22675E-03 -1.88634E-03 |
4755 | + 1.28342E+00 3.13827E-03 1.97427E-03 2.27213E-05 -2.20253E-03 -1.15697E-03 -1.79200E-03 |
4756 | + 1.29856E+00 2.91911E-03 1.90847E-03 2.11624E-05 -2.06284E-03 -1.09067E-03 -1.70608E-03 |
4757 | + 1.31442E+00 2.71930E-03 1.83427E-03 1.91093E-05 -1.92179E-03 -1.02305E-03 -1.62990E-03 |
4758 | + 1.33104E+00 2.50678E-03 1.71087E-03 2.40626E-05 -1.76459E-03 -9.51636E-04 -1.52025E-03 |
4759 | + 1.34844E+00 2.29346E-03 1.53966E-03 2.50562E-05 -1.61224E-03 -8.76498E-04 -1.35738E-03 |
4760 | + 1.36667E+00 2.12045E-03 1.38144E-03 2.14876E-05 -1.48594E-03 -8.10467E-04 -1.20786E-03 |
4761 | + 1.38575E+00 1.94310E-03 1.29957E-03 2.38694E-05 -1.37108E-03 -7.44028E-04 -1.12659E-03 |
4762 | + 1.40572E+00 1.79226E-03 1.16414E-03 2.24844E-05 -1.25370E-03 -6.80672E-04 -1.01177E-03 |
4763 | + 1.42662E+00 1.65228E-03 1.00682E-03 1.89733E-05 -1.13818E-03 -6.20052E-04 -8.79992E-04 |
4764 | + 1.44850E+00 1.50854E-03 8.12348E-04 1.62171E-05 -1.01447E-03 -5.57580E-04 -7.17552E-04 |
4765 | + 1.47138E+00 1.38746E-03 6.83931E-04 1.29069E-05 -9.16259E-04 -5.02122E-04 -6.11525E-04 |
4766 | + 1.49531E+00 1.28580E-03 5.77799E-04 8.66389E-06 -8.36546E-04 -4.55477E-04 -5.21657E-04 |
4767 | + 1.52033E+00 1.19427E-03 5.27205E-04 6.83055E-06 -7.57791E-04 -4.12716E-04 -4.95808E-04 |
4768 | + 1.54649E+00 1.10858E-03 4.27035E-04 8.01877E-06 -6.81699E-04 -3.72476E-04 -4.25657E-04 |
4769 | + 1.57382E+00 1.02325E-03 3.01471E-04 3.69849E-06 -6.12385E-04 -3.32161E-04 -3.21817E-04 |
4770 | + 1.60239E+00 9.54723E-04 2.45105E-04 1.13741E-06 -5.55414E-04 -3.00437E-04 -2.84761E-04 |
4771 | + 1.63222E+00 8.86223E-04 1.60206E-04 1.24668E-06 -4.96129E-04 -2.71213E-04 -2.22157E-04 |
4772 | + 1.66338E+00 8.17145E-04 1.04966E-04 -1.98689E-06 -4.40830E-04 -2.41753E-04 -1.80837E-04 |
4773 | + 1.69590E+00 7.56581E-04 9.34353E-05 -3.39780E-06 -4.00198E-04 -2.18582E-04 -1.73962E-04 |
4774 | + 1.72984E+00 6.95248E-04 1.03417E-04 -3.07499E-06 -3.62580E-04 -1.98001E-04 -1.84396E-04 |
4775 | + 1.76524E+00 6.30964E-04 9.60191E-05 -2.46123E-06 -3.23791E-04 -1.78031E-04 -1.75561E-04 |
4776 | + 1.80217E+00 5.63381E-04 1.00119E-04 -2.71567E-06 -2.96197E-04 -1.61061E-04 -1.61081E-04 |
4777 | + 1.84065E+00 4.92166E-04 1.17304E-04 -3.50064E-07 -2.68841E-04 -1.45270E-04 -1.56295E-04 |
4778 | + 1.88076E+00 4.18165E-04 1.28672E-04 1.77708E-06 -2.37619E-04 -1.30327E-04 -1.44978E-04 |
4779 | + 1.92254E+00 3.44367E-04 1.43499E-04 2.05381E-06 -2.05797E-04 -1.16356E-04 -1.36001E-04 |
4780 | + 1.96604E+00 2.73228E-04 1.54971E-04 3.52066E-06 -1.74920E-04 -1.02455E-04 -1.25653E-04 |
4781 | + 2.01132E+00 2.09495E-04 1.66400E-04 3.33819E-06 -1.45643E-04 -8.81812E-05 -1.19714E-04 |
4782 | + 2.05842E+00 1.55459E-04 1.73179E-04 3.91440E-06 -1.18260E-04 -7.39723E-05 -1.17875E-04 |
4783 | + 2.10739E+00 1.02937E-04 1.75762E-04 5.17450E-06 -8.71653E-05 -5.95542E-05 -1.19124E-04 |
4784 | + 2.15829E+00 6.87057E-05 1.56134E-04 4.67889E-06 -6.12138E-05 -4.60180E-05 -1.08023E-04 |
4785 | + 2.21117E+00 3.95530E-05 1.22695E-04 5.30002E-06 -3.72726E-05 -3.28287E-05 -8.64097E-05 |
4786 | + 2.26607E+00 2.38514E-05 8.79150E-05 3.21096E-06 -1.91401E-05 -2.15975E-05 -6.54623E-05 |
4787 | + 2.32303E+00 1.44774E-05 6.09819E-05 2.56426E-06 -6.30802E-06 -1.36800E-05 -5.06102E-05 |
4788 | + 2.38211E+00 9.26212E-06 3.86372E-05 1.50930E-06 2.64326E-06 -8.22694E-06 -3.72138E-05 |
4789 | + 2.44334E+00 6.21534E-06 2.10757E-05 1.07504E-06 7.69288E-06 -4.69879E-06 -2.56527E-05 |
4790 | + 2.50677E+00 4.40269E-06 1.07287E-05 6.18846E-07 9.60789E-06 -2.56471E-06 -1.79584E-05 |
4791 | + 2.57243E+00 3.19852E-06 5.56390E-06 4.69296E-07 9.34106E-06 -1.43703E-06 -1.29850E-05 |
4792 | + 2.64036E+00 2.39968E-06 2.39763E-06 3.01353E-07 8.40790E-06 -7.57865E-07 -9.31442E-06 |
4793 | + 2.71059E+00 1.85704E-06 1.04425E-06 1.66787E-07 7.51608E-06 -4.13809E-07 -7.38690E-06 |
4794 | + 2.78315E+00 1.45937E-06 4.24873E-07 9.89675E-08 6.69384E-06 -2.37392E-07 -6.21191E-06 |
4795 | + 2.85805E+00 1.15444E-06 9.46964E-08 6.93150E-08 5.95486E-06 -1.39341E-07 -5.37079E-06 |
4796 | + 2.93532E+00 9.18267E-07 4.25712E-08 4.63743E-08 5.29648E-06 -9.81277E-08 -4.80475E-06 |
4797 | + 3.01498E+00 7.30943E-07 2.72479E-08 3.98877E-08 4.73831E-06 -7.36751E-08 -4.34346E-06 |
4798 | + 3.09702E+00 5.89088E-07 1.96500E-08 3.30305E-08 4.27238E-06 -5.16600E-08 -3.96516E-06 |
4799 | + 3.18145E+00 4.84878E-07 1.57325E-08 2.49922E-08 3.87742E-06 -3.26898E-08 -3.64536E-06 |
4800 | + 3.26828E+00 4.06851E-07 1.09155E-08 1.55709E-08 3.52524E-06 -1.86993E-08 -3.34757E-06 |
4801 | + 3.35749E+00 3.45827E-07 5.95105E-09 9.84240E-09 3.20558E-06 -1.07801E-08 -3.08206E-06 |
4802 | + 3.44906E+00 2.97803E-07 2.33308E-09 7.86690E-09 2.92765E-06 -7.04959E-09 -2.85511E-06 |
4803 | + 3.54298E+00 2.60200E-07 3.52749E-10 5.11280E-09 2.68745E-06 -5.08435E-09 -2.65798E-06 |
4804 | + 3.63921E+00 2.29386E-07 -1.06600E-09 4.04453E-09 2.47719E-06 -3.89358E-09 -2.48591E-06 |
4805 | + 3.73771E+00 2.01982E-07 -2.12275E-09 3.00317E-09 2.28074E-06 -2.93706E-09 -2.32489E-06 |
4806 | + 3.83845E+00 1.80883E-07 -2.78621E-09 2.34852E-09 2.11608E-06 -2.30260E-09 -2.18874E-06 |
4807 | + 3.94137E+00 1.64138E-07 -3.25544E-09 1.88750E-09 1.97484E-06 -1.85430E-09 -2.07062E-06 |
4808 | + 4.04640E+00 1.50116E-07 -3.53457E-09 1.53408E-09 1.84983E-06 -1.50884E-09 -1.96487E-06 |
4809 | + 4.15349E+00 1.38302E-07 -3.62741E-09 1.25852E-09 1.73903E-06 -1.23952E-09 -1.86999E-06 |
4810 | + 4.26256E+00 1.28253E-07 -3.48483E-09 1.04206E-09 1.64078E-06 -1.02746E-09 -1.78475E-06 |
4811 | + 4.37352E+00 1.19890E-07 -3.54198E-09 8.71327E-10 1.55367E-06 -8.59111E-10 -1.70801E-06 |
4812 | + 4.48628E+00 1.12801E-07 -3.50081E-09 7.34582E-10 1.47653E-06 -7.24519E-10 -1.63911E-06 |
4813 | + 4.60074E+00 1.06874E-07 -3.58168E-09 6.25204E-10 1.40836E-06 -6.16307E-10 -1.57729E-06 |
4814 | + 4.71680E+00 1.01736E-07 -3.37220E-09 5.36070E-10 1.34831E-06 -5.28931E-10 -1.52223E-06 |
4815 | + 4.83435E+00 9.74554E-08 -3.31472E-09 4.64945E-10 1.29567E-06 -4.58184E-10 -1.47325E-06 |
4816 | + 4.95326E+00 9.38692E-08 -3.28960E-09 4.07207E-10 1.24982E-06 -4.00850E-10 -1.43005E-06 |
4817 | + 5.00000E+00 9.27026E-08 -3.28150E-09 3.89063E-10 1.23442E-06 -3.82801E-10 -1.41537E-06 |
4818 | |
4819 | === removed file 'examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.411' |
4820 | --- examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.411 2011-10-30 17:25:22 +0000 |
4821 | +++ examples/backward_facing_step_3d/Ercoftac-test31-BFS/rs11.411 1970-01-01 00:00:00 +0000 |
4822 | @@ -1,194 +0,0 @@ |
4823 | - # Col. 1: y/h |
4824 | - # Col. 2: Production term |
4825 | - # Col. 3: Turbulence Transport term |
4826 | - # Col. 4: Viscous Diffusion term |
4827 | - # Col. 5: Velocity Pressure Gradient term |
4828 | - # Col. 6: Viscous Dissipation term |
4829 | - # Col. 7: Convection term |
4830 | - |
4831 | - 0.00000E+00 0.00000E+00 0.00000E+00 1.55705E-02 0.00000E+00 -1.55705E-02 0.00000E+00 |
4832 | - 5.82380E-04 7.45209E-07 -4.73839E-06 1.43406E-02 4.38997E-04 -1.47746E-02 -3.32662E-07 |
4833 | - 1.83133E-03 -1.85803E-06 2.90758E-04 1.15847E-02 1.25994E-03 -1.31337E-02 2.23334E-06 |
4834 | - 3.26055E-03 -1.84149E-05 8.44910E-04 8.51908E-03 2.02776E-03 -1.13824E-02 1.21270E-05 |
4835 | - 4.89542E-03 -5.03993E-05 1.35599E-03 5.56345E-03 2.74611E-03 -9.63916E-03 2.75706E-05 |
4836 | - 6.76471E-03 -1.08708E-04 1.99196E-03 2.72588E-03 3.30609E-03 -7.96638E-03 5.43837E-05 |
4837 | - 8.90094E-03 -1.99557E-04 2.60421E-03 3.23308E-04 3.64323E-03 -6.46301E-03 9.34818E-05 |
4838 | - 1.13408E-02 -3.26557E-04 2.80057E-03 -1.01253E-03 3.73723E-03 -5.34202E-03 1.42480E-04 |
4839 | - 1.41256E-02 -4.71171E-04 2.78893E-03 -1.88917E-03 3.71818E-03 -4.34143E-03 1.92786E-04 |
4840 | - 1.73017E-02 -6.42832E-04 2.46641E-03 -1.90160E-03 3.46464E-03 -3.63331E-03 2.45621E-04 |
4841 | - 2.09209E-02 -8.24600E-04 2.16644E-03 -1.64267E-03 3.08465E-03 -3.07399E-03 2.94104E-04 |
4842 | - 2.50411E-02 -9.97801E-04 2.03536E-03 -1.46723E-03 2.69432E-03 -2.58688E-03 3.31879E-04 |
4843 | - 2.97262E-02 -1.15418E-03 1.98621E-03 -1.25952E-03 2.29783E-03 -2.21227E-03 3.55492E-04 |
4844 | - 3.50470E-02 -1.28378E-03 1.98600E-03 -1.02645E-03 1.91932E-03 -1.94151E-03 3.63551E-04 |
4845 | - 4.10810E-02 -1.37980E-03 2.00575E-03 -7.91620E-04 1.57369E-03 -1.74608E-03 3.59124E-04 |
4846 | - 4.79124E-02 -1.42808E-03 2.03764E-03 -5.76103E-04 1.28459E-03 -1.63396E-03 3.41221E-04 |
4847 | - 5.56324E-02 -1.42879E-03 2.05232E-03 -3.94843E-04 1.04111E-03 -1.55995E-03 3.19241E-04 |
4848 | - 6.43383E-02 -1.39471E-03 2.06469E-03 -2.61475E-04 8.35412E-04 -1.51421E-03 3.01690E-04 |
4849 | - 7.41327E-02 -1.34963E-03 2.10645E-03 -1.66899E-04 6.55070E-04 -1.50055E-03 2.92081E-04 |
4850 | - 8.51224E-02 -1.31195E-03 2.20786E-03 -1.24247E-04 5.14054E-04 -1.54031E-03 3.08123E-04 |
4851 | - 9.74166E-02 -1.26334E-03 2.30699E-03 -6.69080E-05 3.43780E-04 -1.56819E-03 3.15437E-04 |
4852 | - 1.11124E-01 -1.15542E-03 2.34197E-03 -3.13985E-05 2.30242E-04 -1.62572E-03 3.21271E-04 |
4853 | - 1.26351E-01 -9.44220E-04 2.21467E-03 3.69087E-06 1.85441E-04 -1.70483E-03 3.34070E-04 |
4854 | - 1.43196E-01 -6.52861E-04 1.91505E-03 5.39279E-05 1.81224E-04 -1.79132E-03 3.92482E-04 |
4855 | - 1.61745E-01 -2.40984E-04 1.66430E-03 3.28616E-05 -6.35421E-06 -1.87154E-03 5.26034E-04 |
4856 | - 1.82069E-01 2.40540E-04 1.34302E-03 4.44669E-05 -1.51921E-04 -1.98005E-03 6.20998E-04 |
4857 | - 2.04216E-01 8.32257E-04 1.03552E-03 3.70714E-05 -3.60327E-04 -2.10162E-03 6.83742E-04 |
4858 | - 2.28204E-01 1.46264E-03 7.27543E-04 2.05890E-05 -5.92390E-04 -2.22089E-03 7.28535E-04 |
4859 | - 2.54020E-01 2.10890E-03 4.66687E-04 8.45109E-06 -8.50947E-04 -2.33326E-03 7.18413E-04 |
4860 | - 2.81608E-01 2.88992E-03 2.19253E-04 -1.55371E-05 -1.21119E-03 -2.46335E-03 6.92446E-04 |
4861 | - 3.10871E-01 3.73158E-03 -1.20372E-04 -2.32156E-05 -1.64835E-03 -2.58222E-03 7.24951E-04 |
4862 | - 3.41668E-01 4.62724E-03 -5.11002E-04 -1.35327E-05 -2.09035E-03 -2.72439E-03 7.75142E-04 |
4863 | - 3.73809E-01 5.53296E-03 -8.57029E-04 -1.42897E-05 -2.55124E-03 -2.85841E-03 7.81080E-04 |
4864 | - 4.07065E-01 6.47644E-03 -1.25657E-03 -1.77133E-05 -3.07362E-03 -3.00980E-03 8.83051E-04 |
4865 | - 4.41166E-01 7.44230E-03 -1.59345E-03 -1.73462E-05 -3.62260E-03 -3.16291E-03 9.34633E-04 |
4866 | - 4.75814E-01 8.43967E-03 -1.90795E-03 -2.39143E-05 -4.22710E-03 -3.31138E-03 1.00135E-03 |
4867 | - 5.10691E-01 9.41649E-03 -2.30122E-03 -2.45865E-05 -4.78543E-03 -3.47409E-03 1.12865E-03 |
4868 | - 5.45470E-01 1.03567E-02 -2.62145E-03 -1.35594E-05 -5.27850E-03 -3.63783E-03 1.14833E-03 |
4869 | - 5.79827E-01 1.10872E-02 -2.70540E-03 -1.40958E-05 -5.72838E-03 -3.78435E-03 1.08888E-03 |
4870 | - 6.13455E-01 1.17690E-02 -2.77173E-03 -3.11587E-05 -6.13749E-03 -3.91744E-03 1.03422E-03 |
4871 | - 6.46072E-01 1.23172E-02 -2.79305E-03 -2.56104E-05 -6.52217E-03 -4.02510E-03 9.99480E-04 |
4872 | - 6.77432E-01 1.26193E-02 -2.73193E-03 -3.72798E-05 -6.82569E-03 -4.10989E-03 1.03506E-03 |
4873 | - 7.07328E-01 1.29921E-02 -2.66854E-03 -4.24457E-05 -7.11512E-03 -4.18098E-03 9.69145E-04 |
4874 | - 7.35600E-01 1.32730E-02 -2.72454E-03 -3.86675E-05 -7.28080E-03 -4.20720E-03 9.38256E-04 |
4875 | - 7.62134E-01 1.34201E-02 -2.67611E-03 -3.73256E-05 -7.41013E-03 -4.21302E-03 8.82305E-04 |
4876 | - 7.86857E-01 1.34112E-02 -2.40984E-03 -4.05124E-05 -7.50408E-03 -4.16336E-03 6.74779E-04 |
4877 | - 8.09740E-01 1.33905E-02 -2.20921E-03 -3.60498E-05 -7.59412E-03 -4.11954E-03 5.43312E-04 |
4878 | - 8.30789E-01 1.31894E-02 -1.83533E-03 -2.93951E-05 -7.48805E-03 -4.00472E-03 1.32416E-04 |
4879 | - 8.50041E-01 1.29525E-02 -1.70005E-03 -1.87952E-05 -7.36095E-03 -3.91547E-03 -4.39400E-06 |
4880 | - 8.67558E-01 1.27428E-02 -1.55479E-03 -1.58508E-05 -7.24678E-03 -3.83268E-03 -1.49380E-04 |
4881 | - 8.83420E-01 1.23704E-02 -1.29180E-03 -2.77203E-05 -7.00168E-03 -3.71851E-03 -4.05614E-04 |
4882 | - 8.97723E-01 1.21909E-02 -1.10089E-03 -2.94735E-05 -6.87743E-03 -3.64404E-03 -6.16930E-04 |
4883 | - 9.10570E-01 1.20370E-02 -9.73961E-04 -1.20511E-05 -6.76735E-03 -3.55786E-03 -8.09000E-04 |
4884 | - 9.22068E-01 1.17039E-02 -7.93957E-04 -1.04968E-05 -6.57512E-03 -3.46195E-03 -9.60670E-04 |
4885 | - 9.32328E-01 1.15166E-02 -6.77007E-04 -8.33102E-06 -6.45474E-03 -3.38407E-03 -1.09835E-03 |
4886 | - 9.41456E-01 1.12376E-02 -5.29021E-04 -9.29864E-06 -6.29191E-03 -3.30830E-03 -1.21633E-03 |
4887 | - 9.49559E-01 1.09920E-02 -3.96176E-04 -1.03453E-05 -6.14655E-03 -3.24191E-03 -1.32312E-03 |
4888 | - 9.56734E-01 1.08235E-02 -2.51588E-04 -1.13005E-05 -6.04177E-03 -3.18104E-03 -1.47224E-03 |
4889 | - 9.63077E-01 1.06264E-02 -1.53493E-04 -1.07829E-05 -5.92520E-03 -3.12987E-03 -1.54658E-03 |
4890 | - 9.68673E-01 1.04702E-02 -1.54816E-05 -5.38257E-06 -5.84306E-03 -3.07931E-03 -1.67667E-03 |
4891 | - 9.73604E-01 1.03153E-02 5.00881E-05 -5.05069E-06 -5.75145E-03 -3.04018E-03 -1.72051E-03 |
4892 | - 9.77942E-01 1.01793E-02 1.03949E-04 -4.37703E-06 -5.67237E-03 -3.00593E-03 -1.75352E-03 |
4893 | - 9.81754E-01 1.00604E-02 1.47963E-04 -3.80897E-06 -5.60468E-03 -2.97610E-03 -1.77687E-03 |
4894 | - 9.85101E-01 9.95583E-03 2.51976E-04 -3.19586E-06 -5.55369E-03 -2.94725E-03 -1.86391E-03 |
4895 | - 9.88036E-01 9.86481E-03 2.79431E-04 -3.19457E-06 -5.50250E-03 -2.92470E-03 -1.87324E-03 |
4896 | - 9.90609E-01 9.78465E-03 3.04723E-04 -2.98944E-06 -5.45645E-03 -2.90479E-03 -1.88419E-03 |
4897 | - 9.92862E-01 9.71606E-03 3.25063E-04 -3.72063E-06 -5.42010E-03 -2.88785E-03 -1.88714E-03 |
4898 | - 9.94834E-01 9.65494E-03 3.44087E-04 -3.74611E-06 -5.38560E-03 -2.87268E-03 -1.89420E-03 |
4899 | - 9.96559E-01 9.60147E-03 3.60729E-04 -3.76839E-06 -5.35542E-03 -2.85942E-03 -1.90038E-03 |
4900 | - 9.98067E-01 9.54763E-03 4.11996E-04 -4.25002E-06 -5.32360E-03 -2.84645E-03 -1.94842E-03 |
4901 | - 9.99385E-01 9.50924E-03 4.23254E-04 -4.76338E-06 -5.30548E-03 -2.83706E-03 -1.94674E-03 |
4902 | - 1.00059E+00 9.47249E-03 4.33349E-04 -4.82000E-06 -5.28520E-03 -2.82794E-03 -1.94875E-03 |
4903 | - 1.00180E+00 9.43563E-03 4.43476E-04 -4.87680E-06 -5.26486E-03 -2.81880E-03 -1.95075E-03 |
4904 | - 1.00306E+00 9.39689E-03 4.54117E-04 -4.93648E-06 -5.24348E-03 -2.80919E-03 -1.95286E-03 |
4905 | - 1.00440E+00 9.35933E-03 4.65033E-04 -4.68889E-06 -5.22700E-03 -2.80012E-03 -1.95023E-03 |
4906 | - 1.00580E+00 9.31688E-03 4.76754E-04 -4.72326E-06 -5.20401E-03 -2.78961E-03 -1.95207E-03 |
4907 | - 1.00727E+00 9.27228E-03 4.89070E-04 -4.75937E-06 -5.17986E-03 -2.77857E-03 -1.95400E-03 |
4908 | - 1.00881E+00 9.22541E-03 5.02010E-04 -4.79731E-06 -5.15447E-03 -2.76698E-03 -1.95603E-03 |
4909 | - 1.01044E+00 9.17617E-03 5.15607E-04 -4.83717E-06 -5.12781E-03 -2.75479E-03 -1.95816E-03 |
4910 | - 1.01215E+00 9.12345E-03 5.46388E-04 -4.54829E-06 -5.09586E-03 -2.74203E-03 -1.98330E-03 |
4911 | - 1.01394E+00 9.06992E-03 5.60067E-04 -4.58117E-06 -5.06799E-03 -2.72876E-03 -1.98297E-03 |
4912 | - 1.01582E+00 9.01367E-03 5.74439E-04 -4.61571E-06 -5.03871E-03 -2.71482E-03 -1.98263E-03 |
4913 | - 1.01780E+00 8.95943E-03 5.91416E-04 -4.56744E-06 -5.01525E-03 -2.70105E-03 -1.98013E-03 |
4914 | - 1.01988E+00 8.89784E-03 6.07471E-04 -4.59696E-06 -4.98368E-03 -2.68575E-03 -1.97953E-03 |
4915 | - 1.02207E+00 8.83314E-03 6.24337E-04 -4.62798E-06 -4.95051E-03 -2.66968E-03 -1.97890E-03 |
4916 | - 1.02436E+00 8.76154E-03 6.48707E-04 -5.28087E-06 -4.90721E-03 -2.65217E-03 -1.99239E-03 |
4917 | - 1.02677E+00 8.69724E-03 6.71001E-04 -4.85409E-06 -4.87975E-03 -2.63556E-03 -1.99184E-03 |
4918 | - 1.02930E+00 8.62343E-03 6.90056E-04 -4.76105E-06 -4.84334E-03 -2.61712E-03 -1.98926E-03 |
4919 | - 1.03197E+00 8.54589E-03 7.10073E-04 -4.66330E-06 -4.80510E-03 -2.59776E-03 -1.98656E-03 |
4920 | - 1.03476E+00 8.46969E-03 7.33058E-04 -4.03921E-06 -4.76700E-03 -2.57831E-03 -1.99024E-03 |
4921 | - 1.03770E+00 8.38589E-03 7.57245E-04 -4.11901E-06 -4.72705E-03 -2.55719E-03 -1.98804E-03 |
4922 | - 1.04078E+00 8.30905E-03 7.92541E-04 -4.25322E-06 -4.69360E-03 -2.53678E-03 -1.99716E-03 |
4923 | - 1.04402E+00 8.21321E-03 8.16011E-04 -5.03260E-06 -4.64537E-03 -2.51305E-03 -1.99330E-03 |
4924 | - 1.04742E+00 8.11845E-03 8.46193E-04 -4.94406E-06 -4.60131E-03 -2.48892E-03 -1.99261E-03 |
4925 | - 1.05099E+00 8.02715E-03 8.82844E-04 -4.58895E-06 -4.55996E-03 -2.46519E-03 -2.00108E-03 |
4926 | - 1.05475E+00 7.92504E-03 9.16894E-04 -4.25756E-06 -4.51344E-03 -2.43889E-03 -2.00118E-03 |
4927 | - 1.05869E+00 7.82703E-03 9.58795E-04 -4.05053E-06 -4.47137E-03 -2.41317E-03 -2.01029E-03 |
4928 | - 1.06283E+00 7.71654E-03 9.96987E-04 -3.69959E-06 -4.42203E-03 -2.38444E-03 -2.01088E-03 |
4929 | - 1.06717E+00 7.61176E-03 1.04799E-03 -3.23324E-06 -4.37845E-03 -2.35661E-03 -2.02617E-03 |
4930 | - 1.07174E+00 7.49118E-03 1.09198E-03 -2.87147E-06 -4.32486E-03 -2.32514E-03 -2.02918E-03 |
4931 | - 1.07653E+00 7.37876E-03 1.14929E-03 -3.55637E-06 -4.27876E-03 -2.29567E-03 -2.04642E-03 |
4932 | - 1.08156E+00 7.24811E-03 1.19697E-03 -2.88946E-06 -4.22222E-03 -2.26133E-03 -2.04864E-03 |
4933 | - 1.08685E+00 7.12481E-03 1.24917E-03 1.22898E-06 -4.17310E-03 -2.22955E-03 -2.06077E-03 |
4934 | - 1.09239E+00 6.98119E-03 1.29792E-03 2.12302E-06 -4.11204E-03 -2.19205E-03 -2.05876E-03 |
4935 | - 1.09822E+00 6.84259E-03 1.35346E-03 1.10664E-06 -4.05767E-03 -2.15641E-03 -2.06315E-03 |
4936 | - 1.10433E+00 6.68666E-03 1.41178E-03 -1.14299E-06 -3.98946E-03 -2.11624E-03 -2.06431E-03 |
4937 | - 1.11075E+00 6.53830E-03 1.49214E-03 -6.02664E-06 -3.92024E-03 -2.07914E-03 -2.09375E-03 |
4938 | - 1.11748E+00 6.37466E-03 1.56490E-03 -6.08352E-06 -3.84914E-03 -2.03825E-03 -2.10604E-03 |
4939 | - 1.12455E+00 6.21499E-03 1.65556E-03 -4.04940E-06 -3.77045E-03 -1.99957E-03 -2.15037E-03 |
4940 | - 1.13197E+00 6.04449E-03 1.72531E-03 4.50891E-06 -3.68838E-03 -1.95623E-03 -2.17732E-03 |
4941 | - 1.13976E+00 5.85872E-03 1.80222E-03 7.15734E-06 -3.62029E-03 -1.90823E-03 -2.18004E-03 |
4942 | - 1.14793E+00 5.67136E-03 1.81487E-03 1.15514E-05 -3.53358E-03 -1.85935E-03 -2.13910E-03 |
4943 | - 1.15650E+00 5.48301E-03 1.82155E-03 1.08450E-05 -3.44820E-03 -1.81000E-03 -2.08704E-03 |
4944 | - 1.16549E+00 5.27977E-03 1.89010E-03 6.18788E-06 -3.37184E-03 -1.75762E-03 -2.07194E-03 |
4945 | - 1.17493E+00 5.08907E-03 1.92799E-03 4.62063E-06 -3.28575E-03 -1.70897E-03 -2.04995E-03 |
4946 | - 1.18483E+00 4.89688E-03 1.97895E-03 4.81336E-06 -3.19784E-03 -1.65900E-03 -2.04546E-03 |
4947 | - 1.19521E+00 4.68733E-03 2.08860E-03 3.49954E-06 -3.09939E-03 -1.60233E-03 -2.10012E-03 |
4948 | - 1.20609E+00 4.48215E-03 2.12679E-03 1.20968E-05 -2.99039E-03 -1.54470E-03 -2.10932E-03 |
4949 | - 1.21751E+00 4.26957E-03 2.15548E-03 1.43281E-05 -2.87067E-03 -1.48217E-03 -2.11034E-03 |
4950 | - 1.22948E+00 4.03977E-03 2.19681E-03 1.60830E-05 -2.74582E-03 -1.42011E-03 -2.11134E-03 |
4951 | - 1.24203E+00 3.82237E-03 2.18868E-03 1.79063E-05 -2.61768E-03 -1.35665E-03 -2.07844E-03 |
4952 | - 1.25518E+00 3.60678E-03 2.11301E-03 2.06295E-05 -2.48353E-03 -1.29241E-03 -1.98604E-03 |
4953 | - 1.26897E+00 3.38094E-03 2.04667E-03 2.02853E-05 -2.35362E-03 -1.22675E-03 -1.88634E-03 |
4954 | - 1.28342E+00 3.13827E-03 1.97427E-03 2.27213E-05 -2.20253E-03 -1.15697E-03 -1.79200E-03 |
4955 | - 1.29856E+00 2.91911E-03 1.90847E-03 2.11624E-05 -2.06284E-03 -1.09067E-03 -1.70608E-03 |
4956 | - 1.31442E+00 2.71930E-03 1.83427E-03 1.91093E-05 -1.92179E-03 -1.02305E-03 -1.62990E-03 |
4957 | - 1.33104E+00 2.50678E-03 1.71087E-03 2.40626E-05 -1.76459E-03 -9.51636E-04 -1.52025E-03 |
4958 | - 1.34844E+00 2.29346E-03 1.53966E-03 2.50562E-05 -1.61224E-03 -8.76498E-04 -1.35738E-03 |
4959 | - 1.36667E+00 2.12045E-03 1.38144E-03 2.14876E-05 -1.48594E-03 -8.10467E-04 -1.20786E-03 |
4960 | - 1.38575E+00 1.94310E-03 1.29957E-03 2.38694E-05 -1.37108E-03 -7.44028E-04 -1.12659E-03 |
4961 | - 1.40572E+00 1.79226E-03 1.16414E-03 2.24844E-05 -1.25370E-03 -6.80672E-04 -1.01177E-03 |
4962 | - 1.42662E+00 1.65228E-03 1.00682E-03 1.89733E-05 -1.13818E-03 -6.20052E-04 -8.79992E-04 |
4963 | - 1.44850E+00 1.50854E-03 8.12348E-04 1.62171E-05 -1.01447E-03 -5.57580E-04 -7.17552E-04 |
4964 | - 1.47138E+00 1.38746E-03 6.83931E-04 1.29069E-05 -9.16259E-04 -5.02122E-04 -6.11525E-04 |
4965 | - 1.49531E+00 1.28580E-03 5.77799E-04 8.66389E-06 -8.36546E-04 -4.55477E-04 -5.21657E-04 |
4966 | - 1.52033E+00 1.19427E-03 5.27205E-04 6.83055E-06 -7.57791E-04 -4.12716E-04 -4.95808E-04 |
4967 | - 1.54649E+00 1.10858E-03 4.27035E-04 8.01877E-06 -6.81699E-04 -3.72476E-04 -4.25657E-04 |
4968 | - 1.57382E+00 1.02325E-03 3.01471E-04 3.69849E-06 -6.12385E-04 -3.32161E-04 -3.21817E-04 |
4969 | - 1.60239E+00 9.54723E-04 2.45105E-04 1.13741E-06 -5.55414E-04 -3.00437E-04 -2.84761E-04 |
4970 | - 1.63222E+00 8.86223E-04 1.60206E-04 1.24668E-06 -4.96129E-04 -2.71213E-04 -2.22157E-04 |
4971 | - 1.66338E+00 8.17145E-04 1.04966E-04 -1.98689E-06 -4.40830E-04 -2.41753E-04 -1.80837E-04 |
4972 | - 1.69590E+00 7.56581E-04 9.34353E-05 -3.39780E-06 -4.00198E-04 -2.18582E-04 -1.73962E-04 |
4973 | - 1.72984E+00 6.95248E-04 1.03417E-04 -3.07499E-06 -3.62580E-04 -1.98001E-04 -1.84396E-04 |
4974 | - 1.76524E+00 6.30964E-04 9.60191E-05 -2.46123E-06 -3.23791E-04 -1.78031E-04 -1.75561E-04 |
4975 | - 1.80217E+00 5.63381E-04 1.00119E-04 -2.71567E-06 -2.96197E-04 -1.61061E-04 -1.61081E-04 |
4976 | - 1.84065E+00 4.92166E-04 1.17304E-04 -3.50064E-07 -2.68841E-04 -1.45270E-04 -1.56295E-04 |
4977 | - 1.88076E+00 4.18165E-04 1.28672E-04 1.77708E-06 -2.37619E-04 -1.30327E-04 -1.44978E-04 |
4978 | - 1.92254E+00 3.44367E-04 1.43499E-04 2.05381E-06 -2.05797E-04 -1.16356E-04 -1.36001E-04 |
4979 | - 1.96604E+00 2.73228E-04 1.54971E-04 3.52066E-06 -1.74920E-04 -1.02455E-04 -1.25653E-04 |
4980 | - 2.01132E+00 2.09495E-04 1.66400E-04 3.33819E-06 -1.45643E-04 -8.81812E-05 -1.19714E-04 |
4981 | - 2.05842E+00 1.55459E-04 1.73179E-04 3.91440E-06 -1.18260E-04 -7.39723E-05 -1.17875E-04 |
4982 | - 2.10739E+00 1.02937E-04 1.75762E-04 5.17450E-06 -8.71653E-05 -5.95542E-05 -1.19124E-04 |
4983 | - 2.15829E+00 6.87057E-05 1.56134E-04 4.67889E-06 -6.12138E-05 -4.60180E-05 -1.08023E-04 |
4984 | - 2.21117E+00 3.95530E-05 1.22695E-04 5.30002E-06 -3.72726E-05 -3.28287E-05 -8.64097E-05 |
4985 | - 2.26607E+00 2.38514E-05 8.79150E-05 3.21096E-06 -1.91401E-05 -2.15975E-05 -6.54623E-05 |
4986 | - 2.32303E+00 1.44774E-05 6.09819E-05 2.56426E-06 -6.30802E-06 -1.36800E-05 -5.06102E-05 |
4987 | - 2.38211E+00 9.26212E-06 3.86372E-05 1.50930E-06 2.64326E-06 -8.22694E-06 -3.72138E-05 |
4988 | - 2.44334E+00 6.21534E-06 2.10757E-05 1.07504E-06 7.69288E-06 -4.69879E-06 -2.56527E-05 |
4989 | - 2.50677E+00 4.40269E-06 1.07287E-05 6.18846E-07 9.60789E-06 -2.56471E-06 -1.79584E-05 |
4990 | - 2.57243E+00 3.19852E-06 5.56390E-06 4.69296E-07 9.34106E-06 -1.43703E-06 -1.29850E-05 |
4991 | - 2.64036E+00 2.39968E-06 2.39763E-06 3.01353E-07 8.40790E-06 -7.57865E-07 -9.31442E-06 |
4992 | - 2.71059E+00 1.85704E-06 1.04425E-06 1.66787E-07 7.51608E-06 -4.13809E-07 -7.38690E-06 |
4993 | - 2.78315E+00 1.45937E-06 4.24873E-07 9.89675E-08 6.69384E-06 -2.37392E-07 -6.21191E-06 |
4994 | - 2.85805E+00 1.15444E-06 9.46964E-08 6.93150E-08 5.95486E-06 -1.39341E-07 -5.37079E-06 |
4995 | - 2.93532E+00 9.18267E-07 4.25712E-08 4.63743E-08 5.29648E-06 -9.81277E-08 -4.80475E-06 |
4996 | - 3.01498E+00 7.30943E-07 2.72479E-08 3.98877E-08 4.73831E-06 -7.36751E-08 -4.34346E-06 |
4997 | - 3.09702E+00 5.89088E-07 1.96500E-08 3.30305E-08 4.27238E-06 -5.16600E-08 -3.96516E-06 |
4998 | - 3.18145E+00 4.84878E-07 1.57325E-08 2.49922E-08 3.87742E-06 -3.26898E-08 -3.64536E-06 |
4999 | - 3.26828E+00 4.06851E-07 1.09155E-08 1.55709E-08 3.52524E-06 -1.86993E-08 -3.34757E-06 |
5000 | - 3.35749E+00 3.45827E-07 5.95105E-09 9.84240E-09 3.20558E-06 -1.07801E-08 -3.08206E-06 |
There appears to be an issue with the directory examples/ backward_ facing_ step_3d/ Ercoftac- test31- BFS. It has been removed and added again, but without any changes to the contents. Please ignore this in the review.