Skip to content
Snippets Groups Projects
Commit caec7a3d authored by Thomas Nagel's avatar Thomas Nagel Committed by Dmitri Naumov
Browse files

[T/SD] Guenther Salzer model triaxial test.

parent fb00536d
No related branches found
No related tags found
No related merge requests found
Hide whitespace changes
Inline Side-by-side
Showing
with 465 additions and 0 deletions
MaterialLib/SolidModels/MFront/CMakeLists.txt
+ 1
− 0
View file @ caec7a3d
...@@ -9,6 +9,7 @@ mfront_behaviours_check_library( ...@@ -9,6 +9,7 @@ mfront_behaviours_check_library(
BDT BDT
DruckerPrager DruckerPrager
Elasticity Elasticity
GuentherSalzer
Lubby2 Lubby2
Lubby2mod Lubby2mod
ModCamClay_semiExplParaInit ModCamClay_semiExplParaInit
......
ProcessLib/SmallDeformation/Tests.cmake
+ 1
− 0
View file @ caec7a3d
...@@ -76,6 +76,7 @@ if (OGS_USE_MFRONT) ...@@ -76,6 +76,7 @@ if (OGS_USE_MFRONT)
OgsTest(PROJECTFILE Mechanics/ModifiedCamClay/square_1e0_shear.prj) OgsTest(PROJECTFILE Mechanics/ModifiedCamClay/square_1e0_shear.prj)
OgsTest(PROJECTFILE Mechanics/ModifiedCamClay/square_1e0_biax.prj) OgsTest(PROJECTFILE Mechanics/ModifiedCamClay/square_1e0_biax.prj)
OgsTest(PROJECTFILE Mechanics/ModifiedCamClay/model_triaxtest.prj) OgsTest(PROJECTFILE Mechanics/ModifiedCamClay/model_triaxtest.prj)
OgsTest(PROJECTFILE Mechanics/GuentherSalzer/model_triaxtest.prj)
# Linear elastic, no internal state variables, no external state variables. # Linear elastic, no internal state variables, no external state variables.
AddTest( AddTest(
......
Tests/Data/Mechanics/GuentherSalzer/geometry_bottom.vtu 0 → 100644
+ 34
− 0
View file @ caec7a3d
<?xml version="1.0"?>
<VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" compressor="vtkZLibDataCompressor">
<!--This file was created by meshio v4.3.5-->
<UnstructuredGrid>
<Piece NumberOfPoints="5" NumberOfCells="4">
<Points>
<DataArray type="Float64" Name="Points" NumberOfComponents="3" format="binary">
AQAAAACAAAB4AAAAJgAAAA==eJxjYMAHLB3QRf61/AcCCQxxnvkgcQ0M8YxbQOH9RhjiABHwEM8=
</DataArray>
</Points>
<Cells>
<DataArray type="Int64" Name="connectivity" format="binary">
AQAAAACAAABAAAAAFgAAAA==eJxjYIAAJjSaGY1mQaMZoTQAApAAFA==
</DataArray>
<DataArray type="Int64" Name="offsets" format="binary">
AQAAAACAAAAgAAAAEwAAAA==eJxjYoAAFijNBqU5oDQAAWAAFQ==
</DataArray>
<DataArray type="Int64" Name="types" format="binary">
AQAAAACAAAAgAAAADgAAAA==eJxjZoAAZhw0AAEQAA0=
</DataArray>
</Cells>
<PointData>
<DataArray type="UInt64" Name="bulk_node_ids" format="binary">
AQAAAACAAAAoAAAAFgAAAA==eJxjYIAARijNAqVZoTQblAYAASgAEQ==
</DataArray>
</PointData>
<CellData>
<DataArray type="UInt64" Name="bulk_elem_ids" format="binary">
AQAAAACAAAAgAAAAEwAAAA==eJxjYIAAYSitBqUtoTQABhAAcw==
</DataArray>
</CellData>
</Piece>
</UnstructuredGrid>
</VTKFile>
Tests/Data/Mechanics/GuentherSalzer/geometry_left.vtu 0 → 100644
+ 34
− 0
View file @ caec7a3d
<?xml version="1.0"?>
<VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" compressor="vtkZLibDataCompressor">
<!--This file was created by meshio v4.3.5-->
<UnstructuredGrid>
<Piece NumberOfPoints="20" NumberOfCells="19">
<Points>
<DataArray type="Float64" Name="Points" NumberOfComponents="3" format="binary">
AQAAAACAAADgAQAAoQAAAA==eJxjYCAGRDqgi1ipnsrWWB+OIV7iNeV6QFwYhvi6/DjnSt5QDPEXUzTWL9wTjCGutOuT1KnsIAzxmPt72j5JBWKIa7PzPTWd4o8hLmi7CKjBB0P8S5EZ0KFeGOK3V4D85Y4hvv8eyP2uGOJLRT4D3emEIf47H+QeewzxJZtA9lphiPt/BZlviiH+AWyOPoa4O1i9Koa4A1hcFC4OACQZPiE=
</DataArray>
</Points>
<Cells>
<DataArray type="Int64" Name="connectivity" format="binary">
AQAAAACAAAAwAQAANQAAAA==eJxdxTcSgCAAADDEgiBY8P9/ZfBckiVT+ESeeeGVN068c+bCB1dufPLFNz/c+eXfAKwoAXw=
</DataArray>
<DataArray type="Int64" Name="offsets" format="binary">
AQAAAACAAACYAAAANQAAAA==eJwtxdEGgDAAAMDJTDLJZCbJTPr/T+xhdy+3hCk6efXm7N2Hi09XN1++/bh7+PXnH1O4AX0=
</DataArray>
<DataArray type="Int64" Name="types" format="binary">
AQAAAACAAACYAAAADwAAAA==eJxjZoAA5kFGAwASaAA6
</DataArray>
</Cells>
<PointData>
<DataArray type="UInt64" Name="bulk_node_ids" format="binary">
AQAAAACAAACgAAAAMwAAAA==eJwtxckNgCAAADAS10AFQcFr//V40H4awrQ4evXm3cnZh4urT19u7r79+PXn3wO2UAKV
</DataArray>
</PointData>
<CellData>
<DataArray type="UInt64" Name="bulk_elem_ids" format="binary">
AQAAAACAAACYAAAAMQAAAA==eJxVxUkCgBAAAECpiKLl/4/tYC7mMl8YXj++3d18+XR18eHs5N2bV0cvYfYDR9gArA==
</DataArray>
</CellData>
</Piece>
</UnstructuredGrid>
</VTKFile>
Tests/Data/Mechanics/GuentherSalzer/geometry_right.vtu 0 → 100644
+ 34
− 0
View file @ caec7a3d
<?xml version="1.0"?>
<VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" compressor="vtkZLibDataCompressor">
<!--This file was created by meshio v4.3.5-->
<UnstructuredGrid>
<Piece NumberOfPoints="20" NumberOfCells="19">
<Points>
<DataArray type="Float64" Name="Points" NumberOfComponents="3" format="binary">
AQAAAACAAADgAQAAqwAAAA==eJxjYAABSwcGrAAmHumALn7iU6xzJa8ohnjcD5C4KoZ4+huep6ZT9DHE49+A1JtiiHclmU65HmCFqf4myBx7DPF5hp+kTmU7YYj/+QYy3xVDPHbPyWyN9e4Y4nsaQfZ6YYhLuy/c0/bJB0O8kocX6B5/DHGTIqByqUAMce14kDuDMMSVfDTWL9wTjCEuZRkHdH8ohriQGtCZcWEY4hzCp4D+CoeLAwCUPkQ7
</DataArray>
</Points>
<Cells>
<DataArray type="Int64" Name="connectivity" format="binary">
AQAAAACAAAAwAQAANAAAAA==eJxdxTECQCAAAMAQRSL5/18Nme6WC2GYeeHIK2+cOPPOBxc+ufLFNzd+uPPL0/8HqwABfA==
</DataArray>
<DataArray type="Int64" Name="offsets" format="binary">
AQAAAACAAACYAAAANQAAAA==eJwtxdEGgDAAAMDJTDLJZCbJTPr/T+xhdy+3hCk6efXm7N2Hi09XN1++/bh7+PXnH1O4AX0=
</DataArray>
<DataArray type="Int64" Name="types" format="binary">
AQAAAACAAACYAAAADwAAAA==eJxjZoAA5kFGAwASaAA6
</DataArray>
</Cells>
<PointData>
<DataArray type="UInt64" Name="bulk_node_ids" format="binary">
AQAAAACAAACgAAAAMgAAAA==eJwtxbcBgCAAADBksSAIFuT/Sx1MlkzhFz178erNybuziw9XN5++fPtx9+vhD0YgARs=
</DataArray>
</PointData>
<CellData>
<DataArray type="UInt64" Name="bulk_elem_ids" format="binary">
AQAAAACAAACYAAAAMAAAAA==eJwtxUECQCAAALC+pYgUiv//x6HtsiVM0cmrN2fvPlx8urr58u3H3cOvP/92twTn
</DataArray>
</CellData>
</Piece>
</UnstructuredGrid>
</VTKFile>
Tests/Data/Mechanics/GuentherSalzer/geometry_top.vtu 0 → 100644
+ 34
− 0
View file @ caec7a3d
<?xml version="1.0"?>
<VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" compressor="vtkZLibDataCompressor">
<!--This file was created by meshio v4.3.5-->
<UnstructuredGrid>
<Piece NumberOfPoints="5" NumberOfCells="4">
<Points>
<DataArray type="Float64" Name="Points" NumberOfComponents="3" format="binary">
AQAAAACAAAB4AAAAKwAAAA==eJxjYAABSwcwxRAJpdEBQvyKAZA4YISh/nkviNTEEPc5DCIlMcQB72MI8g==
</DataArray>
</Points>
<Cells>
<DataArray type="Int64" Name="connectivity" format="binary">
AQAAAACAAABAAAAAFgAAAA==eJxjYIAAJjSaGY1mQaMZoTQAApAAFA==
</DataArray>
<DataArray type="Int64" Name="offsets" format="binary">
AQAAAACAAAAgAAAAEwAAAA==eJxjYoAAFijNBqU5oDQAAWAAFQ==
</DataArray>
<DataArray type="Int64" Name="types" format="binary">
AQAAAACAAAAgAAAADgAAAA==eJxjZoAAZhw0AAEQAA0=
</DataArray>
</Cells>
<PointData>
<DataArray type="UInt64" Name="bulk_node_ids" format="binary">
AQAAAACAAAAoAAAAFgAAAA==eJxjYoAAZigtCaWloLQ0lAYABagAVA==
</DataArray>
</PointData>
<CellData>
<DataArray type="UInt64" Name="bulk_elem_ids" format="binary">
AQAAAACAAAAgAAAAEwAAAA==eJzzZoAACyitCqWFoDQAEaAAuw==
</DataArray>
</CellData>
</Piece>
</UnstructuredGrid>
</VTKFile>
Tests/Data/Mechanics/GuentherSalzer/model.vtu 0 → 100644
+ 29
− 0
View file @ caec7a3d
<?xml version="1.0"?>
<VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" compressor="vtkZLibDataCompressor">
<!--This file was created by meshio v4.3.5-->
<UnstructuredGrid>
<Piece NumberOfPoints="100" NumberOfCells="76">
<Points>
<DataArray type="Float64" Name="Points" NumberOfComponents="3" format="binary">
AQAAAACAAABgCQAAEQMAAA==eJx91W1IU1EYB/CHMpS5LdPMnBJiaDPFqTVLQbwtcuBLlpoa5h1IL6KEIhbYh6VhVpJBtJBYb1MTIVLQsLChoRZrX6QIrCQrwjKRqJUaVtq9Ppg8O0fPh/Pht8O5557/8+wCrDQShJX94DK/L/lc7bw0NjLrlLdk1zJe/Ebivrhln+twFe6uUvkL7i7+kj2M8WOTyjG9Rce4aVJer2e8vkhvGd6XyK5/Le+TzPjNWJfGWWpg/M+0vP8exgvtz0q1HUbG7TXyc1MZDzLa7HWudMarlCrpPJmMb6+Qlmv2Mx5pks+ZxXhourbDZs9mXJMgSuc/wLhvuHRMMZdxLz+n9F55//1ljDQ9XsxxqR4+N8hzBOPpA/IcyPjiSAyj+y+OylTeeQDay3jnBxi38N4XILSHdz8Ah97x7hMg0lPNuX+AdUlNnLwAflbEc/IFGGlzcuoBoG9U5NQPwJ31Pzj1BvC7TM2pT4CWznhOPQNkTomc+gf4trCPe78AGBfWu/cXgLDgS/3YexX7vek+9epWdHU33Ud4gK5cS5+7yoHu10XP2f8K/YZI36v6C3qOgt6DYRb9wwjtUw9veQ4UhlroPT8NQn90nOZyNgq9LZ7mmJKEfmWe9qnXXnSzg/apQ0T3HaR1db4M/UgzrcO0avTuM7RuFZfRFUW0zp029IJdtC/qO9HvhdA+un0X/4c9Kmle0Q/Rh07SvPoH0bXtKpJX7nP04XKa19hb9EYFzcs8gd7eoiJ5qWbQQ5tpXtbV8hwhvC+heel80K1xNK+BYPT8Wfq/mheBvqGf5vVJj/7iAs3rlAHd0UbzUmeit16keV0vQK8rp3nFFqMfzqF5PalEN+ykeWXXoIcE07ymR/H7eHSbW399RG/cQfPyGUdPzaB5WSfRrdE0r7Dv6Je66Xewawp9TTLNS5hFN5XQvJxz6F9jaF75co7Sd+H0DP0Ojnmie/fSvCqU6NdqaV5/fdDD02he5/zRzQ00rwAN+sQJmlfTJvQskeal24zem0Lz6tmCvlVH8zJGoVsCaF7/AIA38IE=
</DataArray>
</Points>
<Cells>
<DataArray type="Int64" Name="connectivity" format="binary">
AQAAAACAAACACQAAcgEAAA==eJxd0sVWFQAARVEEREJQFJRGygCku+s9urvr//+BAedM7p3stc74lpS8rxyH8H9oH8bB0D6CA6F9FPtD+xj+C+3j+De0T+Cf0D6Jv0P7FPaF9mnsDe0z2BPaZ7E7tM9hV2ifx1+hfQE7Q/sidoT2JWwP7cvYFtpbsQz91UdcwaHQvorDoX0NR0L7Oo6G9g0cC+0FHA/tRZwI7Zs4Gdq3cCq0b+N0aN/BmdC+i7OhfQ/nQvs+zof2A1wI7Ye4GNqPcCm0H+NyaG9Bf+avKvAEV0L7Ka6G9jNcC+3nuB7aL3AjtF9iIbRfYTG0X+NmaL/BrdB+i9uh/Q53Qvs97ob2B9wL7Y+4H9qf8CC0P+NhaH/Bo9D+isehvRn9mb/6gJ/wJLRX4mlor8Kz0F6N56G9Bi9C+2e8DO21eBXa6/A6tH/Bm9D+FW9Dez3ehfZveB/av+NDaG/Ax9DeiE+h/Qc+h/af+BLam/A1tJeiP3sDGe9FPQ==
</DataArray>
<DataArray type="Int64" Name="offsets" format="binary">
AQAAAACAAABgAgAAqAAAAA==eJwtxRF0QgEAAMB6LwiCIPgQBEEQBEEQBEEQBMEgCAaDIAiCIAiCIAiCIAiCYDAIgkEQBMEgCAZBEARBEATdyUVCb1HHHHfCgZNOOe2Ms84574KLLrnsiquuue4PN9z0p7/cctsdd91z3wMPPfLYE08989wLL73yt3+89sa/3nrnvQ/+89En//vsi6+++e6Hnw6F30UcdcxxJxw46ZTTzjjrnF9UqSDG
</DataArray>
<DataArray type="Int64" Name="types" format="binary">
AQAAAACAAABgAgAAEgAAAA==eJzjZIAAzlF6lKYBDQA5fQKt
</DataArray>
</Cells>
<CellData>
<DataArray type="Int32" Name="MaterialIDs" format="binary">
AQAAAACAAAAwAQAADQAAAA==eJxjYBgFpAAAATAAAQ==
</DataArray>
</CellData>
</Piece>
</UnstructuredGrid>
</VTKFile>
Tests/Data/Mechanics/GuentherSalzer/model_triaxtest.prj 0 → 100644
+ 259
− 0
View file @ caec7a3d
<?xml version="1.0" encoding="ISO-8859-1"?>
<!-- units: kg, m, s, N -->
<OpenGeoSysProject>
<meshes>
<mesh axially_symmetric="true">model.vtu</mesh>
<mesh axially_symmetric="true">geometry_left.vtu</mesh>
<mesh axially_symmetric="true">geometry_right.vtu</mesh>
<mesh axially_symmetric="true">geometry_top.vtu</mesh>
<mesh axially_symmetric="true">geometry_bottom.vtu</mesh>
</meshes>
<processes>
<process>
<name>SD</name>
<type>SMALL_DEFORMATION</type>
<integration_order>2</integration_order>
<constitutive_relation>
<type>MFront</type>
<behaviour>GuentherSalzer</behaviour>
<material_properties>
<material_property name="YoungModulus" parameter="YoungModulus"/>
<material_property name="PoissonRatio" parameter="PoissonRatio"/>
<material_property name="PrimaryPowerLawFactor" parameter="Ap"/>
<material_property name="PrimaryPowerLawExponent" parameter="np"/>
<material_property name="SecondaryPowerLawFactor1" parameter="As1"/>
<material_property name="SecondaryPowerLawExponent1" parameter="ns1"/>
<material_property name="SecondaryActivationEnergy1" parameter="Q1"/>
<material_property name="SecondaryPowerLawFactor2" parameter="As2"/>
<material_property name="SecondaryPowerLawExponent2" parameter="ns2"/>
<material_property name="SecondaryActivationEnergy2" parameter="Q2"/>
<material_property name="HardeningExponent" parameter="mup"/>
<material_property name="InitialHardening" parameter="epsV0"/>
<material_property name="ReferenceStress" parameter="sref"/>
</material_properties>
</constitutive_relation>
<solid_density>rho_sr</solid_density>
<specific_body_force>0 0</specific_body_force>
<process_variables>
<process_variable>displacement</process_variable>
</process_variables>
<secondary_variables>
<secondary_variable internal_name="sigma" output_name="sigma"/>
<secondary_variable internal_name="epsilon" output_name="epsilon"/>
<secondary_variable internal_name="ElasticStrain" output_name="ElasticStrain"/>
<secondary_variable internal_name="HardeningStrain" output_name="HardeningStrain"/>
</secondary_variables>
<reference_temperature>T_ref</reference_temperature>
</process>
</processes>
<time_loop>
<processes>
<process ref="SD">
<nonlinear_solver>basic_newton</nonlinear_solver>
<convergence_criterion>
<type>DeltaX</type>
<norm_type>NORM2</norm_type>
<abstol>1e-12</abstol>
</convergence_criterion>
<time_discretization>
<type>BackwardEuler</type>
</time_discretization>
<time_stepping>
<type>IterationNumberBasedTimeStepping</type>
<t_initial>0</t_initial>
<t_end>200</t_end>
<initial_dt>1</initial_dt>
<minimum_dt>1.e-3</minimum_dt>
<maximum_dt>10.</maximum_dt>
<number_iterations>1 5 10 15</number_iterations>
<multiplier>1.2 1.0 0.8 0.6</multiplier>
</time_stepping>
</process>
</processes>
<output>
<type>VTK</type>
<prefix>triaxtest_output</prefix>
<timesteps>
<pair>
<repeat>10000</repeat>
<each_steps>1</each_steps>
</pair>
</timesteps>
<variables>
<variable>displacement</variable>
<variable>sigma</variable>
<variable>epsilon</variable>
</variables>
</output>
</time_loop>
<parameters>
<parameter>
<name>YoungModulus</name>
<type>Constant</type>
<value>1e5</value>
</parameter>
<parameter>
<name>PoissonRatio</name>
<type>Constant</type>
<value>0.27</value>
</parameter>
<parameter>
<name>Ap</name>
<type>Constant</type>
<value>6.5e-24</value>
</parameter>
<parameter>
<name>np</name>
<type>Constant</type>
<value>11.88</value>
</parameter>
<parameter>
<name>As1</name>
<type>Constant</type>
<value>0.001</value>
</parameter>
<parameter>
<name>ns1</name>
<type>Constant</type>
<value>2.7</value>
</parameter>
<parameter>
<name>Q1</name>
<type>Constant</type>
<value>40e3</value>
</parameter>
<parameter>
<name>As2</name>
<type>Constant</type>
<value>0.001</value>
</parameter>
<parameter>
<name>ns2</name>
<type>Constant</type>
<value>6.8</value>
</parameter>
<parameter>
<name>Q2</name>
<type>Constant</type>
<value>65e3</value>
</parameter>
<parameter>
<name>mup</name>
<type>Constant</type>
<value>2.95</value>
</parameter>
<parameter>
<name>sref</name>
<type>Constant</type>
<value>1.0</value>
</parameter>
<parameter>
<name>epsV0</name>
<type>Constant</type>
<value>1.e-4</value>
</parameter>
<parameter>
<name>T_ref</name>
<type>Constant</type>
<value>293.15</value>
</parameter>
<!-- Initial and boundary values -->
<parameter>
<name>rho_sr</name>
<type>Constant</type>
<value>0</value>
</parameter>
<parameter>
<name>displacement0</name>
<type>Constant</type>
<values>0 0</values>
</parameter>
<parameter>
<name>zero</name>
<type>Constant</type>
<value>0.0</value>
</parameter>
<parameter>
<name>axial_pressure</name>
<type>CurveScaled</type>
<curve>ax_loading_curve</curve>
<parameter>loading_value_top</parameter>
</parameter>
<parameter>
<name>loading_value_top</name>
<type>Constant</type>
<value>-1</value> <!--Pa-->
</parameter>
</parameters>
<curves>
<curve>
<name>ax_loading_curve</name>
<coords>0.0 0.1 60.0 60.1 200</coords>
<values>0.0 16.0 16.0 25.0 25.0</values>
</curve>
</curves>
<process_variables>
<process_variable>
<name>displacement</name>
<components>2</components>
<order>1</order>
<initial_condition>displacement0</initial_condition>
<boundary_conditions>
<!--fix left in radial direction-->
<boundary_condition>
<mesh>geometry_left</mesh>
<type>Dirichlet</type>
<component>0</component>
<parameter>zero</parameter>
</boundary_condition>
<!--fix bottom in axial direction-->
<boundary_condition>
<mesh>geometry_bottom</mesh>
<type>Dirichlet</type>
<component>1</component>
<parameter>zero</parameter>
</boundary_condition>
<!--compression in axial direction -->
<boundary_condition>
<mesh>geometry_top</mesh>
<type>Neumann</type>
<component>1</component>
<parameter>axial_pressure</parameter>
</boundary_condition>
</boundary_conditions>
</process_variable>
</process_variables>
<nonlinear_solvers>
<nonlinear_solver>
<name>basic_newton</name>
<type>Newton</type>
<max_iter>60</max_iter>
<linear_solver>general_linear_solver</linear_solver>
</nonlinear_solver>
</nonlinear_solvers>
<linear_solvers>
<linear_solver>
<name>general_linear_solver</name>
<eigen>
<solver_type>SparseLU</solver_type>
<scaling>true</scaling>
</eigen>
</linear_solver>
</linear_solvers>
<test_definition>
<!--primary field-->
<vtkdiff>
<file>triaxtest_output_ts_199_t_199.000000.vtu</file>
<field>displacement</field>
<absolute_tolerance>2e-14</absolute_tolerance>
<relative_tolerance>0</relative_tolerance>
</vtkdiff>
<!--secondary field-->
<vtkdiff>
<file>triaxtest_output_ts_199_t_199.000000.vtu</file>
<field>sigma</field>
<absolute_tolerance>9e-8</absolute_tolerance>
<relative_tolerance>0</relative_tolerance>
</vtkdiff>
</test_definition>
</OpenGeoSysProject>
Tests/Data/Mechanics/GuentherSalzer/triaxtest_output_ts_199_t_199.000000.vtu 0 → 100644
+ 39
− 0
View file @ caec7a3d
<?xml version="1.0"?>
<VTKFile type="UnstructuredGrid" version="1.0" byte_order="LittleEndian" header_type="UInt64" compressor="vtkZLibDataCompressor">
<UnstructuredGrid>
<FieldData>
<DataArray type="Int8" Name="IntegrationPointMetaData" NumberOfTuples="97" format="appended" RangeMin="34" RangeMax="125" offset="0" />
<DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="20" format="appended" RangeMin="45" RangeMax="103" offset="160" />
<DataArray type="Float64" Name="sigma_ip" NumberOfComponents="4" NumberOfTuples="304" format="appended" RangeMin="25" RangeMax="25" offset="244" />
</FieldData>
<Piece NumberOfPoints="100" NumberOfCells="76" >
<PointData>
<DataArray type="Float64" Name="ElasticStrain" NumberOfComponents="4" format="appended" RangeMin="0.00026760511953" RangeMax="0.00026760511953" offset="10840" />
<DataArray type="Float64" Name="HardeningStrain" format="appended" RangeMin="0.10547872198" RangeMax="0.10547872198" offset="13172" />
<DataArray type="Float64" Name="MaterialForces" NumberOfComponents="2" format="appended" RangeMin="3.1622776602e+149" RangeMax="-nan" offset="13464" />
<DataArray type="Float64" Name="NodalForces" NumberOfComponents="2" format="appended" RangeMin="7.6509855571e-11" RangeMax="18407.769455" offset="13544" />
<DataArray type="Float64" Name="displacement" NumberOfComponents="2" format="appended" RangeMin="0" RangeMax="10.782104917" offset="15224" />
<DataArray type="Float64" Name="epsilon" NumberOfComponents="4" format="appended" RangeMin="0.1309887793" RangeMax="0.1309887793" offset="16308" />
<DataArray type="Float64" Name="sigma" NumberOfComponents="4" format="appended" RangeMin="25" RangeMax="25" offset="18208" />
</PointData>
<CellData>
<DataArray type="Int32" Name="MaterialIDs" format="appended" RangeMin="0" RangeMax="0" offset="21880" />
<DataArray type="Float64" Name="principal_stress_values" NumberOfComponents="3" format="appended" RangeMin="25" RangeMax="25" offset="21944" />
<DataArray type="Float64" Name="principal_stress_vector_1" NumberOfComponents="3" format="appended" RangeMin="1" RangeMax="1" offset="23960" />
<DataArray type="Float64" Name="principal_stress_vector_2" NumberOfComponents="3" format="appended" RangeMin="1" RangeMax="1" offset="24956" />
<DataArray type="Float64" Name="principal_stress_vector_3" NumberOfComponents="3" format="appended" RangeMin="1" RangeMax="1" offset="25516" />
</CellData>
<Points>
<DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0" RangeMax="103.07764064" offset="26160" />
</Points>
<Cells>
<DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="27256" />
<DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="27796" />
<DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="28064" />
</Cells>
</Piece>
</UnstructuredGrid>
<AppendedData encoding="base64">
_AQAAAAAAAAAAgAAAAAAAAGEAAAAAAAAAVwAAAAAAAAA=eF5VjDEKgDAMAP+S2Umc+hWREDVKhiQlrYOU/t2ujncH10Cs8h1UxQ2zD0KKoLdAWtsvepwckOYJjJQhQZFbCSXDMI/uHOgXHq7Zja2OwdK3/gELTCQsAQAAAAAAAAAAgAAAAAAAABQAAAAAAAAAHAAAAAAAAAA=eF4z0zPRM9C1tDDUTU9OsUhNMrYwsQAAMMUE9w==AQAAAAAAAAAAgAAAAAAAAAAmAAAAAAAA6B4AAAAAAAA=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AQAAAAAAAAAAgAAAAAAAAIAMAAAAAAAAswYAAAAAAAA=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AQAAAAAAAAAAgAAAAAAAACADAAAAAAAAugAAAAAAAAA=eF510j0KwkAQhmFvlhNYeQePYCGiqKCFIqTQxN8k/mQTRYVg5+Vsvq95wephdmcns5Ntok47tL5RIUfwLO/yKlPsp8h7ypM8IC+Ra1nJUl5w/ijHMpcL5NmZ7MpY9mVPrtDXEvfYyY+s//Tr/Aax5xOw7vOeZ444ky+YIN9zcp9z3GuIe3sOU+l5uY7fwQN9sO8Mef6/e+h+N+h7ILfYd133VcKAvBvq+p0UWK8Ru/4E8Rvf+QFZHjcUAQAAAAAAAAAAgAAAAAAAAEAGAAAAAAAAGwAAAAAAAAA=eF5jYACBH/UMo/QoPUqP0qP0KE0CDQAVlyUIAQAAAAAAAAAAgAAAAAAAAEAGAAAAAAAAywQAAAAAAAA=eF41lHlQU1cUxp/IVgImmICsgiAEpFFBJCy+a1iCKQoiHcYWEBkpMxi1U2xpLQTNUEWUHbQ6UxW1lFItTBAGEH3XsChNVQIUIyCIUFnKBKWpWMAMduDcvv9+831nueee+zpzS2+GuqmYeb+tdkGzRSL7tyklEYkjtNeY0fWLc/dFb3OH/ylKFSBVu+ESK6deCqgi1Tzjl+O/5FfeNuuLrhbrGMfVVR9r/20U/ay2y+z10tFPZEvcIZpoaXzx9bMRplmF0d/z3SJJtoF71CFzRC19MyZY2ryvUBy3EdjUGl+9ybvOEvUzy0wJ0fOEvP7FQie8jNEUjpUwZq/8V4A/2we3ZsVZ7FB7AMu9kENobLHzMA/8VD1dUyCUfvCdHcnvgiUnzvzeGLqF+FfhjIOGbj2/zZF6T5gvLO2bvRyDIH5QiNqCFn/9ZNYPOD0EO4e3u+oC2cA1oejSrp501GoA+Y4F4Vsd3K0h8nWgm9rho/Z/CM/nh4EuFONV1oWWGpYTMBWGjrUeVFt2EL/IA3deanEbmnDEttLleSkfmPVZXRq3Qd47f1map/JCOZUeHO+OVfolblTSNyK7x9J5kC/NFJndv3jjZDIbmE9h/Tn9btmVQXK+QUb2Y73poIoFupKNkhbj1Q7lY0RPYk7WaixXDNhCP85NtCphs6MVu5Ze5s/nmFPuQ3c+sibz17+hCwsM6sq5r0HXvKEr5/6qOcmahHzfU7jtYHFmvGwa9EfTDDWTxS0LKP1/3nTuw3vZu488Bq4aYjI3Pk99aTRFeJTR0K+m8rZpgBXP6YHRgFHv6jfADiP0N9yGpyvzyPkUE0xubll5oPkAcBJmpJVZnH7FAqlXQade23dusWMB+nnFxa4xP3wb5TAOvJaDGgaetgT1GcL5tFxUwJvLGHUj/UvW4DhjJ7nazgr0F4aoOjChLamE7Fe+PRqvZ91dvDAD9a52MabSEvRhBLmPMBbOLCo9cDtlFvLRG1BFcUpEvKMzzJtni23ydnvoThmT+VI4fLtT/ulKI9DbXbCPRfJE7E5S74QAOftS7BiJEur12uJ8nsGXLdNu4Df3xA1OB7L49zjA1V6Il4L2JLUYA3fN0Ub3m/Iz15H+omdpKT96kn18LdlPDgpXdOeoP7MGntEzVWV1GeqSUehfxEXaNKS6c3kSmLMKt23aMWl+lwv5q4yxQ7JA4NMsAOa8Y7SH3moj9noDF2zGPQ/4Uz8Fk/fa5Immmkz2zrrbQD2P7bgrqiKAVpH3OeuNOrULoVc2WYA/2gdrTc7776n1BP8uISp8nJhc7e9K9lvPsLZN6eoNheBXrEVNZQHsNAl/WZffDMP7PWUm3joB8OFwVNP7buSxsQvEc7hIEeCefvmRK8TL1+AYaXudLM0HOMkGXeTn2R8NJPsl19OaaU/8/rAV6EpHfPeI4E/56zXA1Eoc96x/A9vKhegztCJBlbXXn/z/1nvgssiZ0y/o9cCpq5F4sLXh6gY++DW+SObytO+M5Xuyz1tQ4mSpAdNN/mf1vmjS+v0tXXQQ8OEQLBFHdCa+NID4zmD00Liz+XieL/AdMU7UR+63GPMGf04ImqgefpJmH0zuIwB/9am4p7ifBt4Riq5xUy+nn/UHdnZH/wHu6CT8AQAAAAAAAAAAgAAAAAAAAEAGAAAAAAAACgMAAAAAAAA=eF5d1H8slHEAx/EjodChCxs6cyS52FJN3RaTJuofLavlR2cxulhr1w9Xq9YRsvxoc1Y2/EWmq2Wmbgv3NU2Raq2sopTzYyoz7hiLfni+n+/32er+e93zPN/ned7f7/OVSP79nUrtIPbq+WjuDObYsDbZRFYw4f/vZo61ta8cHxDPL1ojnD8uWjle5m7vPCOaj//T1NCw4GAxa5i7OgRbzbnMzYb8fK3Tkvk08+VW4bg94d7kJ63YUeRI8pjV14XzXQi/fvz3SEZLiVQ8XtUuXO9Jcpgf647VVO+TkWzmjzuF8bzE65dt3QXvenxE+7cI4/uSk8yKK1vzPPf7kyzm4YOWlfvJSQpzf9mBsKaxAJLOvGVeuH+geP+SVElAfLCCpDKPdQvPE0ScIsppr72sr3EAPWN471WdtPee/+bjzFtcz910CeNzf1Y00vtzb+jH83FXT+L5uSW7wun7cbYW6+j7cxf3PKV9uJNXu9N+3CFxKbQv94K+kfbnLisYpfPDnTeio/PHPahyp/PLHV/dSOef+wQ9f8nMHUOPW0VHUVvMBrsO2msyHf4uheVqnK/aCGvLMV6lEq5Kw/1Gd8M/bFhvEQmwphTPW3gEVgfifYaz4PQkvG/4WfimB3pc0MOmN1hvLythyy30lNXDbofQO/s+HL8W82F6At/twnwt9sL6dsxn0gd4mw/m++EE/EWL9TA7B1e8xnpJlGF93Q5BH0c5/CsUfXpDYb0KfW5sh0eC0CcuGv5zD33cEuHsSPTpPwyr6PNKybXj8HM5+sRo4OlhfI9252CvOvTpvMrWfxr6XCxl4/uhT5QBrhzC97hQD5tq0OdBMzxrRB91G1zoij6RBPbORZ+vfXDzC/Tx+Ib9K2EG+5V1Ch62Yb8amoENk9ivzHNw+BT2q7pFWJqJPoXLcMYn7Fc5EnzvLmr0SXSAldPYr5TOcLIRfda5wjoN+lilcO1m9BlYD3dPYL965A0PGtHnji/8Sos+5+VwWi36HFXA7yXoExsCJ2WiT0AY3PcMff4C42mPXg==AQAAAAAAAAAAgAAAAAAAAIAMAAAAAAAAbwUAAAAAAAA=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AQAAAAAAAAAAgAAAAAAAAIAMAAAAAAAAoQoAAAAAAAA=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eF5jYBgFpAAAATAAAQ==AQAAAAAAAAAAgAAAAAAAACAHAAAAAAAAxQUAAAAAAAA=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AQAAAAAAAAAAgAAAAAAAACAHAAAAAAAAygIAAAAAAAA=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AQAAAAAAAAAAgAAAAAAAACAHAAAAAAAAwgEAAAAAAAA=eF5jYMAGPtjD6K3txw6lMLLaostzcC5Zvt7myx508dK6MwcM1Dkx1BtdbLmRp8myF1283yqON+vNbRt08f3Si11ECgzQzEEHCHfWflu4KohBF8Ne84NtiWdXGxJpDqniH+znvl2qwlCiiGFvzcb/zx1NzDH8W1/tmTcpyh9DnO9hQ/fR7dIY5iz8NUMn/psThni1k0NSz1dHDPGZog/WXZ7OjSGuvD3UjmOWAo3CYaiIf7D3VveYIhGsiRH+qfMNf3LrOxAZPrjsQQeE3dPrtXDBAWE2NPfgUk+q+Af7R7G5Ue/OKmD4F1MPNkDY/FtfXr1TCTbBSG//RJ4Kv3S3wBBfMCtiVZWIDYa46JKn2f4s5hji54TqenpLVDDEV0l79Z4yl8LwV3TzOa5rRbYY4o/k7F+KGqpjiC+bmz3tjwnx5QzrjoO933uUMdyT4X4nsSjtGUZ5+KrdeflXZUEMeyOTxLoihTHz+4fqkuxLCcTm0w/2K4x7BStOSmCYYyu6obGJQ5RG6YrW4h/s//Npy0xMkMAIN1FPvfs3JmOK8wt4bViubYwhHi/Tc5ZDxYDIcPhgv1NA2385lzM8PAEc2uhGAQAAAAAAAAAAgAAAAAAAAGAJAAAAAAAAFAMAAAAAAAA=eF591X9IU1EUB/BDGcrclmlmTgkxZjPFqTVrgvha5GBalpoa5hOkH6KEIhbYH6ZhVpJBtJBYv6Ymg0hBw8KGhlqs/SNFYCVZEZaJRFlqWGnveTA5uzfvH/ePz7vc3Xe/5+wBLDeMwvJ+4D/Pl3yudl4a65l1ypuy6xgvei1xbzzjOIyCazJ/Z6Uq0OO5URB/yq5l/OiEctRg1TNeMCGvNzBeX2iwDu1NZNe/kvdJZvxG3KTGXWJi/Pe0vP8uxvOdT0t07WbGnTXy71oYDzHbnXWTaYxXKlXSedIZ31ouLdfsYzyqQD5nBuPhabp2uzOTcY1RlM6/n3H/COmYYjbjPgFu6b1y/vmLWGl6tJjjUj18apDnSMbT+uU5mPHFkail+y+OCgvvPABtpbzzA4xZee8LEN7Nux+Ag2959wkQ5a3m3D/AmqQmTl4AP8oTOPkCDDvcnHoA6B0ROfUDcHvtd069AfwqVXPqE6ClI4FTzwDpUyKn/gG+Luzj2S8A5oX1nv0FICz4Uj/2XMF+b7pHvboVXd1F9xHuoytX099d4UIP6KTn7HuJfl2k71X9GT1LQe/BNIv+fpj2qZevPAcLgy30np+EoD88RnM5E43uSKA5piShX56nfeqzB73KRfvUJaL7D9C6OleKfriZ1mFqNXrXaVq3ikvoikJa5247et4O2hf1Heh3w2gf3bqD/8NeFTSvmAfogydoXn0D6Lo2Fckr+xn6UBnNa/QNeqOC5lU1jt7WoiJ5qWbQw5tpXraV8hwpvCumeen90G3xNK/+UPTcWfq/mhOJvq6P5vXRgP78PM3rpAnd5aB5qdPRWy/QvK7lodeV0bziitAPZdG8Hlegm7bTvDJr0MNCaV7TI/h9PLLFo78+oDduo3n5jaFbdtO8bBPothial/Yb+sUu+h3snEJflUzzEmbRC4ppXu459C+xNK9cOUfpu3Bqhn4HR73RfXtoXuVK9Ku1NK8/fugRqTSvs4HoVQ00ryAN+vhxmlfTBvQMkeal34jek0Lz6t6EvllP8zJHo1uDaF5/AYA38IE=AQAAAAAAAAAAgAAAAAAAAIAJAAAAAAAAcgEAAAAAAAA=eF5d0sVWFQAARVEEREJQFJRGygCku+s9urvr//+BAedM7p3stc74lpS8rxyH8H9oH8bB0D6CA6F9FPtD+xj+C+3j+De0T+Cf0D6Jv0P7FPaF9mnsDe0z2BPaZ7E7tM9hV2ifx1+hfQE7Q/sidoT2JWwP7cvYFtpbsQz91UdcwaHQvorDoX0NR0L7Oo6G9g0cC+0FHA/tRZwI7Zs4Gdq3cCq0b+N0aN/BmdC+i7OhfQ/nQvs+zof2A1wI7Ye4GNqPcCm0H+NyaG9Bf+avKvAEV0L7Ka6G9jNcC+3nuB7aL3AjtF9iIbRfYTG0X+NmaL/BrdB+i9uh/Q53Qvs97ob2B9wL7Y+4H9qf8CC0P+NhaH/Bo9D+isehvRn9mb/6gJ/wJLRX4mlor8Kz0F6N56G9Bi9C+2e8DO21eBXa6/A6tH/Bm9D+FW9Dez3ehfZveB/av+NDaG/Ax9DeiE+h/Qc+h/af+BLam/A1tJeiP3sDGe9FPQ==AQAAAAAAAAAAgAAAAAAAAGACAAAAAAAAqAAAAAAAAAA=eF4txRF0QgEAAMB6LwiCIPgQBEEQBEEQBEEQBMEgCAaDIAiCIAiCIAiCIAiCYDAIgkEQBMEgCAZBEARBEATdyUVCb1HHHHfCgZNOOe2Ms84574KLLrnsiquuue4PN9z0p7/cctsdd91z3wMPPfLYE08989wLL73yt3+89sa/3nrnvQ/+89En//vsi6+++e6Hnw6F30UcdcxxJxw46ZTTzjjrnF9UqSDGAQAAAAAAAAAAgAAAAAAAAEwAAAAAAAAADAAAAAAAAAA=eF7j5KQeAABnKgKt
</AppendedData>
</VTKFile>
0% or .
You are about to add 0 people to the discussion. Proceed with caution.
Finish editing this message first!
Please register or to comment