Merge lp:~j-bull08/fluidity/turbulence-clean into lp:fluidity

Proposed by Jonathan Bull
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
Reviewer Review Type Date Requested Status
Christian Jacobs Approve
Alexandros Avdis Pending
Review via email: mp+149592@code.launchpad.net

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.

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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

Revision history for this message
Jonathan Bull (j-bull08) wrote :

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.

3603. By Jonathan Bull

removing another defunct test.

Revision history for this message
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(:,:,gi)*f1_mod(gi)/norm2(f1_gi(:,:,gi))
!f2_gi(:,:,gi) = f2_gi(:,:,gi)*f2_mod(gi)/norm2(f2_gi(:,:,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_tfield_names), even if only the SmagorinskyCoeffcient field is considered so far. This would make it easier to add more scalar diagnostic fields in the future.

- A unit test for the tensor filter width would be useful - something similar to test_length_scale_scalar which compares the 'computed by hand' filter width against the one computed by length_scale_tensor in femtools/Smoothing_module.F90.

- There are a few failing tests on buildbot, mostly to do with the smoothing stuff: http://buildbot-ocean.ese.ic.ac.uk:8080/builders/turbulence-clean. Please can these be fixed before merging.

- 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.

Revision history for this message
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(:,:,gi)*f1_mod(gi)/norm2(f1_gi(:,:,gi))
!f2_gi(:,:,gi) = f2_gi(:,:,gi)*f2_mod(gi)/norm2(f2_gi(:,:,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_tfield_names), even if only the SmagorinskyCoeffcient field is considered so far. This would make it easier to add more scalar diagnostic fields in the future.

- A unit test for the tensor filter width would be useful - something similar to test_length_scale_scalar which compares the 'computed by hand' filter width against the one computed by length_scale_tensor in femtools/Smoothing_module.F90.

- There are a few failing tests on buildbot, mostly to do with the smoothing stuff: http://buildbot-ocean.ese.ic.ac.uk:8080/builders/turbulence-clean. Please can these be fixed before merging.

- Also, please can you make sure the flow_past_a_square longtest and the BFS examples pass locally before merging into the trunk.

--
https://code.launchpad.net/~j-bull08/fluidity/turbulence-clean/+merge/149592
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

Revision history for this message
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://buildbot-ocean.ese.ic.ac.uk:8080/builders/turbulence-clean by scrolling down and clicking the Force Build button.

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.

Revision history for this message
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_free_velocity_press_cg_test_cty_cv tests are failing on caoimhe. I don't know why.

Revision history for this message
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.

review: Approve
Revision history for this message
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.

Revision history for this message
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.

Revision history for this message
Christian Jacobs (ctjacobs) wrote :

Excellent. Thank you!

Revision history for this message
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)

Revision history for this message
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?

Revision history for this message
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.

Revision history for this message
Jonathan Bull (j-bull08) wrote :

I've merged in the latest trunk changes and run make test. divergence_free_velocity_press_cg_test_cty_cv is failing, but I see that it is failing on buildbot too. However, no_normal_flow_dg and mphase_rising_body are also failing locally, while they are not failing on buildbot. Any ideas?

Revision history for this message
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.

Revision history for this message
Jonathan Bull (j-bull08) wrote :

Green on buildbot, so going for the merge. Thanks for your help.

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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 &gt; 50.0</test>
988- <test name="kepsilon_finish_time" language="python">assert kepsilon_finishtime &gt; 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]) &lt; 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]) &lt; 0.2)
996+ <test name="reference_finish_time" language="python">assert reference_finishtime &gt; 100.0</test>
997+ <test name="kepsilon_finish_time" language="python">assert kepsilon_finishtime &gt; 100.0</test>
998+ <test name="reference reattachment length is 2.7" language="python">
999+assert(reference_reattachment_length[-1,0] - 2.7 &lt; 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 &lt; 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 &lt; 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 &lt; 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]&gt;2.0:
1086 Z=3.0-X[1]
1087 d=0.1
1088- if Z&gt;=d:
1089- u=log(Z/d)
1090+ if Z&lt;=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]&gt;2.0:
1283 Z=3.0-X[1]
1284 d=0.1
1285- if Z&gt;=d:
1286- u=log(Z/d)
1287+ if Z&lt;=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
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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
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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
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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
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1777+u'/U0
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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
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1792-u'/U0
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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
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1811+0.00881438 0.10523 0.0523774 0.00198182 0.0004263
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1823+0.0347605 0.356035 0.133288 0.0153281 0.00960608
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1827+0.0474215 0.432975 0.139 0.0211837 0.0136752
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1829+0.0547476 0.467536 0.139057 0.0241823 0.0154573
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1840+0.110748 0.61421 0.126692 0.0393061 0.0214983
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1842+0.124553 0.634229 0.1237 0.0415958 0.022021
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1844+0.139758 0.653005 0.120619 0.0437014 0.022401
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1863+0.385749 0.79957 0.0940886 0.0503076 0.0207689
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1866+0.448496 0.822116 0.0901032 0.0489835 0.0191138
1867+0.471376 0.829851 0.0886512 0.048385 0.0183774
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1871+0.573825 0.862176 0.0816486 0.0446888 0.0152561
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1873+0.632223 0.879453 0.077303 0.0422476 0.0133396
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1875+0.6959 0.89773 0.0721459 0.0395782 0.011104
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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
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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
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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
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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
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2109+0.0643383 -0.162663 0.0877719 0.0495114 0.00871393
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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
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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
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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
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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
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2414-1.28342 0.759559 0.112837 0.0752022 0.0396768
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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
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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
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2491+U/U0
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2493+u'/U0
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2495+v'/U0
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2497+w'/U0
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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
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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'
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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
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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
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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
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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
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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
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2921+u'/U0
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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
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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 @@
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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
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3349+u'/U0
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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
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3366-v'/U0
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3368-w'/U0
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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
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3538+2.78315 0.88779 0.0182621 0.017469 -9.51537e-05
3539+2.85805 0.887876 0.0173171 0.0158377 -0.000135331
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3541+3.01498 0.887786 0.0156657 0.0131757 -0.000164013
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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
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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
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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
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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
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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
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4183- 9.66044E-01 1.51478E-04 3.40368E-04 2.67055E-06 -3.28344E-05 -6.37446E-05 -4.02656E-04
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4190- 1.32303E+00 -1.00534E-06 4.19569E-06 4.14941E-07 7.79823E-06 -4.17086E-06 -4.81108E-06
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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
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4236+ 1.83133E-03 2.97299E-06 2.35336E-04 1.01497E-02 1.29473E-03 -1.16820E-02 5.22996E-07
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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
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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
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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
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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
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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
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