Commit 95b7aff1 authored by renchao.lu's avatar renchao.lu

[T/CT] Use <test_definition> for ctest.

parent 7bab847a
Pipeline #1138 passed with stages
in 26 minutes and 39 seconds
......@@ -1016,109 +1016,11 @@ AddTest(
ConTracer_2d_pcs_1_ts_329_t_1184400.000000_expected.vtu ConTracer_2d_ts_329_t_1184400.000000.vtu Cs Cs 1e-10 1e-16
)
AddTest(
NAME 1D_ReactiveMassTransport_Phreeqc_EquilibriumPhaseBlockTest
PATH Parabolic/ComponentTransport/ReactiveTransport/EquilibriumPhase
EXECUTABLE ogs
EXECUTABLE_ARGS calcite.prj
WRAPPER time
TESTER vtkdiff
REQUIREMENTS NOT OGS_USE_MPI
DIFF_DATA
calcite_ts_42_t_4200.000000_expected.vtu calcite_ts_42_t_4200.000000.vtu pressure pressure 1e-6 1e-10
calcite_ts_84_t_8400.000000_expected.vtu calcite_ts_84_t_8400.000000.vtu pressure pressure 1e-6 1e-10
calcite_ts_126_t_12600.000000_expected.vtu calcite_ts_126_t_12600.000000.vtu pressure pressure 1e-6 1e-10
calcite_ts_168_t_16800.000000_expected.vtu calcite_ts_168_t_16800.000000.vtu pressure pressure 1e-6 1e-10
calcite_ts_210_t_21000.000000_expected.vtu calcite_ts_210_t_21000.000000.vtu pressure pressure 1e-6 1e-10
calcite_ts_42_t_4200.000000_expected.vtu calcite_ts_42_t_4200.000000.vtu Ca Ca 1e-10 1e-16
calcite_ts_84_t_8400.000000_expected.vtu calcite_ts_84_t_8400.000000.vtu Ca Ca 1e-10 1e-16
calcite_ts_126_t_12600.000000_expected.vtu calcite_ts_126_t_12600.000000.vtu Ca Ca 1e-10 1e-16
calcite_ts_168_t_16800.000000_expected.vtu calcite_ts_168_t_16800.000000.vtu Ca Ca 1e-10 1e-16
calcite_ts_210_t_21000.000000_expected.vtu calcite_ts_210_t_21000.000000.vtu Ca Ca 1e-10 1e-16
calcite_ts_42_t_4200.000000_expected.vtu calcite_ts_42_t_4200.000000.vtu Cl Cl 1e-10 1e-16
calcite_ts_84_t_8400.000000_expected.vtu calcite_ts_84_t_8400.000000.vtu Cl Cl 1e-10 1e-16
calcite_ts_126_t_12600.000000_expected.vtu calcite_ts_126_t_12600.000000.vtu Cl Cl 1e-10 1e-16
calcite_ts_168_t_16800.000000_expected.vtu calcite_ts_168_t_16800.000000.vtu Cl Cl 1e-10 1e-16
calcite_ts_210_t_21000.000000_expected.vtu calcite_ts_210_t_21000.000000.vtu Cl Cl 1e-10 1e-16
calcite_ts_42_t_4200.000000_expected.vtu calcite_ts_42_t_4200.000000.vtu H H 1e-10 1e-16
calcite_ts_84_t_8400.000000_expected.vtu calcite_ts_84_t_8400.000000.vtu H H 1e-10 1e-16
calcite_ts_126_t_12600.000000_expected.vtu calcite_ts_126_t_12600.000000.vtu H H 1e-10 1e-16
calcite_ts_168_t_16800.000000_expected.vtu calcite_ts_168_t_16800.000000.vtu H H 1e-10 1e-16
calcite_ts_210_t_21000.000000_expected.vtu calcite_ts_210_t_21000.000000.vtu H H 1e-10 1e-16
calcite_ts_42_t_4200.000000_expected.vtu calcite_ts_42_t_4200.000000.vtu Mg Mg 1e-10 1e-16
calcite_ts_84_t_8400.000000_expected.vtu calcite_ts_84_t_8400.000000.vtu Mg Mg 1e-10 1e-16
calcite_ts_126_t_12600.000000_expected.vtu calcite_ts_126_t_12600.000000.vtu Mg Mg 1e-10 1e-16
calcite_ts_168_t_16800.000000_expected.vtu calcite_ts_168_t_16800.000000.vtu Mg Mg 1e-10 1e-16
calcite_ts_210_t_21000.000000_expected.vtu calcite_ts_210_t_21000.000000.vtu Mg Mg 1e-10 1e-16
RUNTIME 25
)
AddTest(
NAME 1D_ReactiveMassTransport_Phreeqc_KineticReactantBlockTest
PATH Parabolic/ComponentTransport/ReactiveTransport/KineticReactant
EXECUTABLE ogs
EXECUTABLE_ARGS 1d_isofrac.prj
WRAPPER time
TESTER vtkdiff
REQUIREMENTS NOT OGS_USE_MPI
DIFF_DATA
1d_isofrac_ts_42_t_4200.000000_expected.vtu 1d_isofrac_ts_42_t_4200.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_84_t_8400.000000_expected.vtu 1d_isofrac_ts_84_t_8400.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_126_t_12600.000000_expected.vtu 1d_isofrac_ts_126_t_12600.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_168_t_16800.000000_expected.vtu 1d_isofrac_ts_168_t_16800.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_210_t_21000.000000_expected.vtu 1d_isofrac_ts_210_t_21000.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_42_t_4200.000000_expected.vtu 1d_isofrac_ts_42_t_4200.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_84_t_8400.000000_expected.vtu 1d_isofrac_ts_84_t_8400.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_126_t_12600.000000_expected.vtu 1d_isofrac_ts_126_t_12600.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_168_t_16800.000000_expected.vtu 1d_isofrac_ts_168_t_16800.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_210_t_21000.000000_expected.vtu 1d_isofrac_ts_210_t_21000.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_42_t_4200.000000_expected.vtu 1d_isofrac_ts_42_t_4200.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_84_t_8400.000000_expected.vtu 1d_isofrac_ts_84_t_8400.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_126_t_12600.000000_expected.vtu 1d_isofrac_ts_126_t_12600.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_168_t_16800.000000_expected.vtu 1d_isofrac_ts_168_t_16800.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_210_t_21000.000000_expected.vtu 1d_isofrac_ts_210_t_21000.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_42_t_4200.000000_expected.vtu 1d_isofrac_ts_42_t_4200.000000.vtu H H 1e-10 1e-16
1d_isofrac_ts_84_t_8400.000000_expected.vtu 1d_isofrac_ts_84_t_8400.000000.vtu H H 1e-10 1e-16
1d_isofrac_ts_126_t_12600.000000_expected.vtu 1d_isofrac_ts_126_t_12600.000000.vtu H H 1e-10 1e-16
1d_isofrac_ts_168_t_16800.000000_expected.vtu 1d_isofrac_ts_168_t_16800.000000.vtu H H 1e-10 1e-16
1d_isofrac_ts_210_t_21000.000000_expected.vtu 1d_isofrac_ts_210_t_21000.000000.vtu H H 1e-10 1e-16
RUNTIME 85
)
AddTest(
NAME 1D_ReactiveMassTransport_Phreeqc_ChemicalFormulaFlagTest
PATH Parabolic/ComponentTransport/ReactiveTransport/KineticReactant
EXECUTABLE ogs
EXECUTABLE_ARGS 1d_isofrac_flag_formula.prj
WRAPPER time
TESTER vtkdiff
REQUIREMENTS NOT OGS_USE_MPI
DIFF_DATA
1d_isofrac_ts_42_t_4200.000000_expected.vtu 1d_isofrac_flag_formula_ts_42_t_4200.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_84_t_8400.000000_expected.vtu 1d_isofrac_flag_formula_ts_84_t_8400.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_126_t_12600.000000_expected.vtu 1d_isofrac_flag_formula_ts_126_t_12600.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_168_t_16800.000000_expected.vtu 1d_isofrac_flag_formula_ts_168_t_16800.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_210_t_21000.000000_expected.vtu 1d_isofrac_flag_formula_ts_210_t_21000.000000.vtu pressure pressure 1e-6 1e-10
1d_isofrac_ts_42_t_4200.000000_expected.vtu 1d_isofrac_flag_formula_ts_42_t_4200.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_84_t_8400.000000_expected.vtu 1d_isofrac_flag_formula_ts_84_t_8400.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_126_t_12600.000000_expected.vtu 1d_isofrac_flag_formula_ts_126_t_12600.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_168_t_16800.000000_expected.vtu 1d_isofrac_flag_formula_ts_168_t_16800.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_210_t_21000.000000_expected.vtu 1d_isofrac_flag_formula_ts_210_t_21000.000000.vtu Synthetica Synthetica 1e-10 1e-16
1d_isofrac_ts_42_t_4200.000000_expected.vtu 1d_isofrac_flag_formula_ts_42_t_4200.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_84_t_8400.000000_expected.vtu 1d_isofrac_flag_formula_ts_84_t_8400.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_126_t_12600.000000_expected.vtu 1d_isofrac_flag_formula_ts_126_t_12600.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_168_t_16800.000000_expected.vtu 1d_isofrac_flag_formula_ts_168_t_16800.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_210_t_21000.000000_expected.vtu 1d_isofrac_flag_formula_ts_210_t_21000.000000.vtu Syntheticb Syntheticb 1e-10 1e-16
1d_isofrac_ts_42_t_4200.000000_expected.vtu 1d_isofrac_flag_formula_ts_42_t_4200.000000.vtu H H 1e-10 1e-16
1d_isofrac_ts_84_t_8400.000000_expected.vtu 1d_isofrac_flag_formula_ts_84_t_8400.000000.vtu H H 1e-10 1e-16
1d_isofrac_ts_126_t_12600.000000_expected.vtu 1d_isofrac_flag_formula_ts_126_t_12600.000000.vtu H H 1e-10 1e-16
1d_isofrac_ts_168_t_16800.000000_expected.vtu 1d_isofrac_flag_formula_ts_168_t_16800.000000.vtu H H 1e-10 1e-16
1d_isofrac_ts_210_t_21000.000000_expected.vtu 1d_isofrac_flag_formula_ts_210_t_21000.000000.vtu H H 1e-10 1e-16
RUNTIME 20
)
if (NOT OGS_USE_MPI)
OgsTest(PROJECTFILE Parabolic/ComponentTransport/ReactiveTransport/KineticReactant_AllAsComponents/KineticReactant2.prj)
OgsTest(PROJECTFILE Parabolic/ComponentTransport/ReactiveTransport/EquilibriumPhase/calcite.prj RUNTIME 25)
OgsTest(PROJECTFILE Parabolic/ComponentTransport/ReactiveTransport/KineticReactant/1d_isofrac.prj RUNTIME 20)
OgsTest(PROJECTFILE Parabolic/ComponentTransport/ReactiveTransport/KineticReactant/1d_isofrac_flag_formula.prj RUNTIME 20)
OgsTest(PROJECTFILE Parabolic/ComponentTransport/ReactiveTransport/KineticReactant_AllAsComponents/KineticReactant2.prj RUNTIME 60)
endif()
AddTest(
......
......@@ -602,4 +602,36 @@
</petsc>
</linear_solver>
</linear_solvers>
<test_definition>
<vtkdiff>
<regex>calcite_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>pressure</field>
<absolute_tolerance>1e-6</absolute_tolerance>
<relative_tolerance>1e-10</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>calcite_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>Ca</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>calcite_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>Cl</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>calcite_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>H</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>calcite_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>Mg</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
</test_definition>
</OpenGeoSysProject>
<?xml version="1.0"?>
<VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" header_type="UInt32" compressor="vtkZLibDataCompressor">
<UnstructuredGrid>
<FieldData>
<DataArray type="Float64" Name="Calcite" NumberOfTuples="200" format="appended" RangeMin="0.00020724232948" RangeMax="0.00020724232948" offset="0" />
<DataArray type="Float64" Name="Dolomite(dis)" NumberOfTuples="200" format="appended" RangeMin="0" RangeMax="0" offset="64" />
<DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="40" format="appended" RangeMin="45" RangeMax="121" offset="116" />
<DataArray type="Float64" Name="pe" NumberOfTuples="200" format="appended" RangeMin="7.9018483123" RangeMax="7.9018542964" offset="204" />
</FieldData>
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<PointData>
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<DataArray type="Float64" Name="darcy_velocity" format="appended" RangeMin="0" RangeMax="0" offset="560" />
<DataArray type="Float64" Name="pressure" format="appended" RangeMin="1" RangeMax="1" offset="608" />
</PointData>
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</CellData>
<Points>
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</Points>
<Cells>
<DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="1612" />
<DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="1892" />
<DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="2184" />
</Cells>
</Piece>
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</VTKFile>
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<FieldData>
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</CellData>
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</Points>
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<DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="10956" />
<DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="11248" />
</Cells>
</Piece>
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7Aw/iKx9KKNgvzm3XcgHSr++Xi98CxpeN853EyUD62BK3wylA+lLO7yg3IJ0x4cE+IyC9X0TFWg1Iz3y2L1gOpK58d4okkF7heCFMDEg7nDKoFAHSacYPw4WBtFBgxSohIN2sOskZROu9lWEH0Q6tHx6D0ofp5LXnQbSUh9wREC32aupeEF357O1OEO1x9dl2EM2z9uQ2EP2mRg9M6x27BU5fnezrwHRO4DQI/bATTAelNoNpJqEGMO0XXgemn9XWgmkuNgjdchuSTm9sgdAFyyC08EoIfW8hhIalZ2rRAPlzQBE=AQAAAACAAAAoAwAAIgMAAA==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AQAAAACAAAAoAwAAmwIAAA==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AQAAAACAAAAoAwAAIgMAAA==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AQAAAACAAAAoAwAArAAAAA==eF6F0r0NwjAQBWCzQUZIQ+8JkEfIBngE1zTcCB7BI2QEWjoWQMoCId4gSPDO0j3JSvXp3Z8b7/f6vp2fF1fWn7vmdGCEE2U1QE9zPJ86fTUc1Fl9b4QOLtvfutlcYLKexNr6EQbobZ332n6GQnsDHMmB9J09dvlYa0ftP8gXnGGBQmYyQQ8D6fT+ivcg/p3LMMEJ//GKHEidi3a+1fWeUJ/v8p5Qxp0vvkmKjw==AQAAAACAAAAoAwAABgMAAA==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eF5jYBgFgwkAAAGQAAE=AQAAAACAAAB4CQAAlwIAAA==eF591EtI1FEcxXErJGcKEdOgBBdJYNEDKqQgqcBXRo8BpWBc5MJoIWYgLaYIIyWL1OxhRRjVRBaoWPZQ0TRn0jQnH6njK2sEZWIWQjELF2n3uOwL3eWH4X/vPb9zJyTkf+vHvn+l/2dtqs9RAF9Y8iJ43lRRwNZYBs/26/e34cGT97Xga8b1nYfwss2NscWBx/Dupe8/hYdVO/M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JSQX7Aw/iKx9KKNgvzm3XcgHSr++Xi98CxpeN853EyUD62BK3wylA+lLO7yg3IJ0x4cE+IyC9X0TFWg1Iz3y2L1gOpK58d4okkF7heCFMDEg7nDKoFAHSacYPw4WBtFBgxSohIN2sOskZROu9lWEH0Q6tHx6D0ofp5LXnQbSUh9wREC32aupeEF357O1OEO1x9dl2EM2z9uQ2EP2mRg9M6x27BU5fnezrwHRO4DQI/bATTAelNoNpJqEGMO0XXgemn9XWgmkuNgjdchuSTm9sgdAFyyC08EoIfW8hhIalZ2rRAPlzQBE=AQAAAACAAAAoAwAAIgMAAA==eF6F0n0w03EcwPEjtTiVHoQZx+kcFucQJd/vZ0W7aRW7FcU2P+riJPkJW+W4LSksaz2MxFK7o0ONozxeDiPOOM93Kg9x6YkllDsP1f7p7/56/fX+7x3vJJFwoggw7XEVP8wjUV3y57HbkQSojH5W+hEEiJW+9Hk+AQo3Nd0zjABLzVy56CQBtlVSygpb322Tc14DAcfKy9mlbgT84h/WEBYE1Ez7t6/OR8C+x7O1TcURAEus4VbfCFhjtwiHGwVQl1avMrIXQKUd90hrNB80MfStAbk8KDnuIEq7Fw5He+XKPGEYnCvirpQdPAMZppn+rlOhkOvCiGyID4HJRarZ148n4cbdQWfWcS5MDi35rJZxIC5hRX1/YzA8WxgJZL45BryWilTjvECobPpkaJ7JBA9RF1um9IcSBlP26jMDAnKCXoqG/SDppjQUcfZDaUxKlYTlBQ00593uje7AssnVZrDpoBRHPOvf4Aietj124lx7OJ2V7zqntga3fvFE7wNzcAh6JwtXmUFnR/C0H88YlPaKaTPaBuheD2FVX1nDOvr8Js7KEm6Nqg20v6PDVCQsphrN4CGnsdU5/gROm0lmWFmN4BDlCffT3b14i4+CeLe/HbeVPoqd0DXhtS/sznxJNda5HaKpKWUYy23kn1yf4FPyHIX6kgK/OPg8MuO3FN8vo/WtZ0nwn8E3qsQUIU5ifrFQnL2ImRTv5WWfKFzSwnlL5YVgwjHasN+FjYu/j004hTLwefcch8oUT5xQ40AR/HTELF5PDnOAiuPJxdHNJtvw9kHpDmW3Aba149hVHFhCwQb1lGjtDNJpdmnfXx9FkophlB2tRaMZteMesmZk8kP2Lb2gCgU0niq8NqtCzR9is8f889DXjnGP2Wopigsa8Zj2uo5k2VyBydlUtHencZflHiGyGKr2LriQhM6ILLemb7yM4q7ezlw+kYgCKXyDtgUSYY1hyg0NiQYSL3bdek6iTpfQbp+nJLJcf9nXUEgiCS3rjmkBieIPLxrX5ZMoIZkda61XkGo1oNX/7Rs+yX2ld6qw1alI77/v/+dfzFlvtQ==AQAAAACAAAAoAwAAmwIAAA==eF610v8vVXEcx3FRqC7u2mV9Wb5c19facs3WtN6HKwszypSt3FAZRu5m5U5EYSiVJUWI3aLr7tp1N1qXRNdt3Wv5mrqp6dY597r3GFeuVLdh1ufcW39CPz323vvH15PHe27TH12EPWzzINrmcYhW9zOFHWcx3oKpYLc5Hvv5VVBZFYNhJZxb5/KZQVioIpVtPs7E3O4llY2LXLHrQs2lltptWOVer/oN101YZJFRPhBhhoxAu2VNiAmelrskDC3pIFMY+yJWqoc0ljjxxKIe1tZXG8NDDeD+aqllx10D2CqiBk0rBngrnBgpPEkCrYhR7S0jIcy+SXhl1xz8WmteF0hImLqj2mAwSKgs4TIcWg0Q6tdQHeZugJ654bq+Vj2wOKzEQS89zPj+zvUTzcJRtfyYc8gsCEtHuFlKHdSE94zWpOmAHizK22qng/LimbLuLi1Iu4K+nzqvharR10pHLy34inM6pSQBcnywvuIZAZN7Lk/73CagRpFIa8wmwP9wLxkXT4D3UAAt4yAB3S59nJ0+BPAYWZ/a3Qh4n6kPS96OZF7N77UlIJhPfxOwjkND63TMITMOdeIf/PsrOOSJnbpXTTiQ3MfYxjcchpMjaiWLOCSVS04rjDgIxviTm5EJTlJ16wIOdN5NaTzyI1e+4IyckiUYCbRbzkhKoAo5nMY+04+8EBX3rhMpeMBRPkLiubnXJEibG2UVAqQhvU5G3fYT80dEyPFizUUhsslzOfUJsoVdOtCOfFk6lkI5bvTwp6Snf3GkVEXtM1O98AphkdKU0kdSZqmks5S0Hgcd5WoBU0uZreqw9GXbkGFRExNpcT8/2KL6QID1X8WyKLJnWsRlnhalbKtbPv/t9INVZbPVf/3+L/8AzuzANA==AQAAAACAAAAoAwAAIgMAAA==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AQAAAACAAAAoAwAArAAAAA==eF6F0r0NwjAQBWCzQUZIQ+8JkEfIBngE1zTcCB7BI2QEWjoWQMoCId4gSPDO0j3JSvXp3Z8b7/f6vp2fF1fWn7vmdGCEE2U1QE9zPJ86fTUc1Fl9b4QOLtvfutlcYLKexNr6EQbobZ332n6GQnsDHMmB9J09dvlYa0ftP8gXnGGBQmYyQQ8D6fT+ivcg/p3LMMEJ//GKHEidi3a+1fWeUJ/v8p5Qxp0vvkmKjw==AQAAAACAAAAoAwAABgMAAA==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eF5jYBgFgwkAAAGQAAE=AQAAAACAAAB4CQAAlwIAAA==eF591EtI1FEcxXErJGcKEdOgBBdJYNEDKqQgqcBXRo8BpWBc5MJoIWYgLaYIIyWL1OxhRRjVRBaoWPZQ0TRn0jQnH6njK2sEZWIWQjELF2n3uOwL3eWH4X/vPb9zJyTkf+vHvn+l/2dtqs9RAF9Y8iJ43lRRwNZYBs/26/e34cGT97Xga8b1nYfwss2NscWBx/Dupe8/hYd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AQAAAACAAAAoAwAAMwMAAA==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AQAAAACAAAAoAwAAMwMAAA==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eF6F0r0NwjAQBWCzQUZIQ+8JkEfIBngE1zTcCB7BI2QEWjoWQMoCId4gSPDO0j3JSvXp3Z8b7/f6vp2fF1fWn7vmdGCEE2U1QE9zPJ86fTUc1Fl9b4QOLtvfutlcYLKexNr6EQbobZ332n6GQnsDHMmB9J09dvlYa0ftP8gXnGGBQmYyQQ8D6fT+ivcg/p3LMMEJ//GKHEidi3a+1fWeUJ/v8p5Qxp0vvkmKjw==AQAAAACAAAAoAwAABgMAAA==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AQAAAACAAAAoAwAAMwMAAA==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AQAAAACAAAAoAwAAMwMAAA==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eF6F0r0NwjAQBWCzQUZIQ+8JkEfIBngE1zTcCB7BI2QEWjoWQMoCId4gSPDO0j3JSvXp3Z8b7/f6vp2fF1fWn7vmdGCEE2U1QE9zPJ86fTUc1Fl9b4QOLtvfutlcYLKexNr6EQbobZ332n6GQnsDHMmB9J09dvlYa0ftP8gXnGGBQmYyQQ8D6fT+ivcg/p3LMMEJ//GKHEidi3a+1fWeUJ/v8p5Qxp0vvkmKjw==AQAAAACAAAAoAwAABgMAAA==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M7o2vbFlD/U4+vXXLdp2R0a61V07ZCgneb+86ustWtElUpPnXKtvfib/sdTnn2N79ab53mWi/7ZkE+d+O+s22vzkyi15pVdtOulr+4NyXUtu+SWkLzPuLbQ8zZh/Qryiy3WW9fsq6X4W2QTujr187VGi796hmjfOqQtuanHDG/vmFtrGVd+9+nFVo+9S92fDfjELbsAKjWg0gHVcjeekMMB1lWdpuWAGkXwWypk4H0rD0NVRpAF1kabE=AQAAAACAAAAoAwAAEgIAAA==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AQAAAACAAAAoAwAAhQIAAA==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eF6F0r0NwjAQBWCzQUZIQ+8JkEfIBngE1zTcCB7BI2QEWjoWQMoCId4gSPDO0j3JSvXp3Z8b7/f6vp2fF1fWn7vmdGCEE2U1QE9zPJ86fTUc1Fl9b4QOLtvfutlcYLKexNr6EQbobZ332n6GQnsDHMmB9J09dvlYa0ftP8gXnGGBQmYyQQ8D6fT+ivcg/p3LMMEJ//GKHEidi3a+1fWeUJ/v8p5Qxp0vvkmKjw==AQAAAACAAAAoAwAABgMAAA==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eF5jYBgFgwkAAAGQAAE=AQAAAACAAAB4CQAAlwIAAA==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eF5dxcciAgAAANAohOyZUhq2bLJ3yB4hiaz//waHnN67vECgrpGDHOImbuYWDnMrt3E7R7iDO7mLu7mHe7mP+3mAB3mIhznKIxzjOI9ygpM8xilOc4azPM4TPMlTPM0zPMtznON5XuBFXuJlXuFVXuN1zvMGb/IWb/MO7/Ie7/MBH/IRH/MJF/iUz/ici3zBl3zF13zDt3zH9/zAj1ziJ37mFy7zK1f4jav8zh9c40/+4m/+4V9u+P8PcvwndA==AQAAAACAAAAgAwAAxwAAAA==eF4txdFGAwAAAMAkmUwymUySSZIkmWQySZJJkiQzmSTJJEmSTJKZZJJJkkmSmSRJkkkm6bN62N3LNTc1tLjVAbc56HZ3OOROh93liLvd415H3ed+D3jQQx72iEcd85jHHfeEE570lKc941knPed5L3jRS172ilNOe9UZr3ndG970lrPe9o53ved9H/jQR8752Cc+dd4Fn/ncRV/40iVf+do3vnXZd773gx9dcdVPfvaLX/3md3/40zV/+dt1//jXf/4H8McndQ==AQAAAACAAABkAAAADAAAAA==eF5jZqY9AAA7kgEt
</AppendedData>
</VTKFile>
......@@ -481,4 +481,30 @@
</petsc>
</linear_solver>
</linear_solvers>
<test_definition>
<vtkdiff>
<regex>1d_isofrac_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>pressure</field>
<absolute_tolerance>1e-6</absolute_tolerance>
<relative_tolerance>1e-10</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>1d_isofrac_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>Synthetica</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>1d_isofrac_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>Syntheticb</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>1d_isofrac_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>H</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
</test_definition>
</OpenGeoSysProject>
......@@ -458,4 +458,30 @@
</petsc>
</linear_solver>
</linear_solvers>
<test_definition>
<vtkdiff>
<regex>1d_isofrac_flag_formula_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>pressure</field>
<absolute_tolerance>1e-6</absolute_tolerance>
<relative_tolerance>1e-10</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>1d_isofrac_flag_formula_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>Synthetica</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>1d_isofrac_flag_formula_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>Syntheticb</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
<vtkdiff>
<regex>1d_isofrac_flag_formula_ts_[0-9]*_t_[0-9]*.000000.vtu</regex>
<field>H</field>
<absolute_tolerance>1e-10</absolute_tolerance>
<relative_tolerance>1e-16</relative_tolerance>
</vtkdiff>
</test_definition>
</OpenGeoSysProject>
<?xml version="1.0"?>
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<DataArray type="Float64" Name="pe" NumberOfTuples="400" format="appended" RangeMin="4" RangeMax="4" offset="168" />
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