Skip to content
Snippets Groups Projects
Commit 07315ef7 authored by wenqing's avatar wenqing Committed by Dmitri Naumov
Browse files

[CTest/LD/F-bar] 3D Cook's membrane example

parent 5efcbd44
No related branches found
No related tags found
No related merge requests found
Expand all Hide whitespace changes
Inline Side-by-side
Showing
with 298 additions and 0 deletions
ProcessLib/LargeDeformation/Tests.cmake
+ 2
− 0
View file @ 07315ef7
......@@ -12,4 +12,6 @@ if (NOT OGS_USE_MPI)
OgsTest(PROJECTFILE LargeDeformation/CooksMembrane/CooksMembraneLDRefinedMesh20.xml RUNTIME 2)
OgsTest(PROJECTFILE LargeDeformation/CooksMembrane/CooksMembraneLDRefinedMesh25.xml RUNTIME 2)
OgsTest(PROJECTFILE LargeDeformation/CooksMembrane/CooksMembraneLDRefinedMesh30.xml RUNTIME 4)
OgsTest(PROJECTFILE LargeDeformation/CooksMembrane/3D/CooksMembraneLD_3D.prj RUNTIME 4)
endif()
Tests/Data/LargeDeformation/CooksMembrane/3D/CooksMembraneLD_3D.prj 0 → 100644
+ 209
− 0
View file @ 07315ef7
<?xml version='1.0' encoding='ISO-8859-1'?>
<OpenGeoSysProject>
<mesh>mesh3D_n10.vtu</mesh>
<geometry>boundary.gml</geometry>
<processes>
<process>
<name>LD</name>
<type>LARGE_DEFORMATION</type>
<integration_order>3</integration_order>
<specific_body_force>0 0 0</specific_body_force>
<f_bar> element_average </f_bar>
<constitutive_relation>
<type>MFront</type>
<behaviour>NeoHooke</behaviour>
<material_properties>
<material_property name="YoungModulus" parameter="E"/>
<material_property name="PoissonRatio" parameter="nu"/>
</material_properties>
</constitutive_relation>
<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_variables>
</process>
</processes>
<media>
<medium>
<phases>
<phase>
<type>Solid</type>
<properties>
<property>
<name>density</name>
<type>Constant</type>
<value>0.0</value>
</property>
</properties>
</phase>
</phases>
</medium>
</media>
<time_loop>
<processes>
<process ref="LD">
<nonlinear_solver>basic_newton</nonlinear_solver>
<convergence_criterion>
<type>DeltaX</type>
<norm_type>NORM2</norm_type>
<abstol>5e-7</abstol>
</convergence_criterion>
<time_discretization>
<type>BackwardEuler</type>
</time_discretization>
<time_stepping>
<type>FixedTimeStepping</type>
<t_initial>0</t_initial>
<t_end>1</t_end>
<timesteps>
<pair>
<repeat>2</repeat>
<delta_t>1.0</delta_t>
</pair>
</timesteps>
</time_stepping>
</process>
</processes>
<output>
<type>VTK</type>
<prefix>cooks_membrane_ld_3D_n10</prefix>
<timesteps>
<pair>
<repeat>1</repeat>
<each_steps>10000000</each_steps>
</pair>
</timesteps>
<variables>
<variable>displacement</variable>
<variable>sigma</variable>
<variable>epsilon</variable>
<variable>NodalForces</variable>
</variables>
<suffix>_ts_{:timestep}_t_{:time}</suffix>
</output>
</time_loop>
<parameters>
<parameter>
<name>E</name>
<type>Constant</type>
<value>240.565e6</value>
</parameter>
<parameter>
<name>nu</name>
<type>Constant</type>
<value>0.499</value>
</parameter>
<parameter>
<name>displacement0</name>
<type>Constant</type>
<values>0 0 0</values>
</parameter>
<parameter>
<name>Zero</name>
<type>Constant</type>
<value>0.</value>
</parameter>
<parameter>
<name>Dirichlet_bottom</name>
<type>Constant</type>
<value>0.</value>
</parameter>
<parameter>
<name>F</name>
<type>Constant</type>
<!-- F = 100/16/1 N/mm^2 -->
<value>6.25e6</value>
</parameter>
</parameters>
<process_variables>
<process_variable>
<name>displacement</name>
<components>3</components>
<order>1</order>
<initial_condition>displacement0</initial_condition>
<boundary_conditions>
<boundary_condition>
<geometrical_set>geometry</geometrical_set>
<geometry>z0</geometry>
<type>Dirichlet</type>
<component>2</component>
<parameter>Zero</parameter>
</boundary_condition>
<boundary_condition>
<geometrical_set>geometry</geometrical_set>
<geometry>z1</geometry>
<type>Dirichlet</type>
<component>2</component>
<parameter>Zero</parameter>
</boundary_condition>
<boundary_condition>
<geometrical_set>geometry</geometrical_set>
<geometry>left</geometry>
<type>Dirichlet</type>
<component>0</component>
<parameter>Zero</parameter>
</boundary_condition>
<boundary_condition>
<geometrical_set>geometry</geometrical_set>
<geometry>left</geometry>
<type>Dirichlet</type>
<component>1</component>
<parameter>Zero</parameter>
</boundary_condition>
<boundary_condition>
<geometrical_set>geometry</geometrical_set>
<geometry>right</geometry>
<type>Neumann</type>
<component>1</component>
<parameter>F</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>BiCGSTAB</solver_type>
<precon_type>ILUT</precon_type>
<max_iteration_step>10000</max_iteration_step>
<error_tolerance>1e-16</error_tolerance>
</eigen>
</linear_solver>
</linear_solvers>
<test_definition>
<vtkdiff>
<file>cooks_membrane_ld_3D_n10_ts_1_t_1.000000.vtu</file>
<field>displacement</field>
<absolute_tolerance>1e-14</absolute_tolerance>
<relative_tolerance>1e-12</relative_tolerance>
</vtkdiff>
<vtkdiff>
<file>cooks_membrane_ld_3D_n10_ts_1_t_1.000000.vtu</file>
<field>epsilon</field>
<absolute_tolerance>5e-13</absolute_tolerance>
<relative_tolerance>1e-12</relative_tolerance>
</vtkdiff>
<vtkdiff>
<file>cooks_membrane_ld_3D_n10_ts_1_t_1.000000.vtu</file>
<field>sigma</field>
<absolute_tolerance>7e-5</absolute_tolerance>
<relative_tolerance>5e-7</relative_tolerance>
</vtkdiff>
</test_definition>
</OpenGeoSysProject>
Tests/Data/LargeDeformation/CooksMembrane/3D/boundary.gml 0 → 100644
+ 35
− 0
View file @ 07315ef7
<?xml version="1.0" encoding="ISO-8859-1"?>
<?xml-stylesheet type="text/xsl" href="OpenGeoSysGLI.xsl"?>
<OpenGeoSysGLI xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:ogs="http://www.opengeosys.org">
<name>geometry</name>
<points>
<point id="0" x="0." y="0." z="0." />
<point id="1" x="48.0e-3" y="44.0e-3" z="0." />
<point id="2" x="48.0e-3" y="60.0e-3" z="0." name="pnt0" />
<point id="3" x="0." y="44.0e-3" z="0." />
<point id="4" x="0." y="0." z="0.001" />
<point id="5" x="48.0e-3" y="44.0e-3" z="0.001" />
<point id="6" x="48.0e-3" y="60.0e-3" z="0.001" name="pnt2" />
<point id="7" x="0." y="44.0e-3" z="0.001" />
</points>
<surfaces>
<surface id="0" name="left">
<element p1="0" p2="4" p3="3"/>
<element p1="4" p2="7" p3="3"/>
</surface>
<surface id="1" name="right">
<element p1="2" p2="6" p3="5"/>
<element p1="1" p2="2" p3="5"/>
</surface>
<surface id="3" name="z0">
<element p1="0" p2="1" p3="3"/>
<element p1="1" p2="2" p3="3"/>
</surface>
<surface id="4" name="z1">
<element p1="4" p2="5" p3="7"/>
<element p1="5" p2="6" p3="7"/>
</surface>
</surfaces>
</OpenGeoSysGLI>
Tests/Data/LargeDeformation/CooksMembrane/3D/mesh3D_n10.vtu 0 → 100644
+ 23
− 0
View file @ 07315ef7
<?xml version="1.0"?>
<VTKFile type="UnstructuredGrid" version="1.0" byte_order="LittleEndian" header_type="UInt64">
<UnstructuredGrid>
<Piece NumberOfPoints="242" NumberOfCells="100" >
<PointData>
</PointData>
<CellData>
<DataArray type="Int32" Name="MaterialIDs" format="appended" RangeMin="0" RangeMax="0" offset="0" />
</CellData>
<Points>
<DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0" RangeMax="0.076843997814" offset="544" />
</Points>
<Cells>
<DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="8300" />
<DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="16844" />
<DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="17924" />
</Cells>
</Piece>
</UnstructuredGrid>
<AppendedData encoding="base64">
_kAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAsBYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALpJDAIrh6Y/AAAAAAAAAAD6fmq8dJOoP7gehetRuK4/AAAAAAAAAAD6fmq8dJOoP7pJDAIrh6Y/AAAAAAAAAAAAAAAAAAAAALpJDAIrh6Y//Knx0k1iUD/6fmq8dJOoP7gehetRuK4//Knx0k1iUD/6fmq8dJOoP7pJDAIrh6Y//Knx0k1iUD8AAAAAAAAAAAAAAAAAAAAA/Knx0k1iUD8AAAAAAAAAAMTf14FzRqQ/AAAAAAAAAAAAAAAAAAAAAMl3owG8BaI/AAAAAAAAAAAAAAAAAAAAAIAk3gIJip8/AAAAAAAAAAAAAAAAAAAAAGBWdQKaCJs/AAAAAAAAAAAAAAAAAAAAAIyKDAIrh5Y/AAAAAAAAAAAAAAAAAAAAAFaiowG8BZI/AAAAAAAAAAAAAAAAAAAAAAdzdQKaCIs/AAAAAAAAAAAAAAAAAAAAAMCdowG8BYI/AAAAAAAAAAAAAAAAAAAAAOCYowG8BXI/AAAAAAAAAAD6fmq8dJOoP1k4LNSa5q0/AAAAAAAAAAD6fmq8dJOoPy9V07zjFK0/AAAAAAAAAAD6fmq8dJOoP1eCeqUsQ6w/AAAAAAAAAAD6fmq8dJOoP1WoIY51cas/AAAAAAAAAAD6fmq8dJOoP/bByHa+n6o/AAAAAAAAAAD6fmq8dJOoP5fbb18Hzqk/AAAAAAAAAAD6fmq8dJOoP3j7FkhQ/Kg/AAAAAAAAAAD6fmq8dJOoP3kWvjCZKqg/AAAAAAAAAAD6fmq8dJOoPxowZRniWKc/AAAAAAAAAABOClUwKqlzP3JJowG8BXI/AAAAAAAAAADwA1UwKqmDP5tDowG8BYI/AAAAAAAAAAAyfH9Iv32NP3/cdAKaCIs/AAAAAAAAAACz/FQwKqmTP/g8owG8BZI/AAAAAAAAAAB5OWq8dJOYPwMKDAIrh5Y/AAAAAAAAAAChlH9Iv32dP+nydAKaCJs/AAAAAAAAAADad0rqBDShP7nb3QIJip8/AAAAAAAAAADDI1UwKqmjP8dgowG8BaI/AAAAAAAAAABA0192Tx6mP/vW14FzRqQ/AAAAAAAAAADqGFUwKqlzP8MqZRniWKc/AAAAAAAAAABTD1UwKqmDPwELvjCZKqg/AAAAAAAAAABIen9Iv32NPz/pFkhQ/Kg/AAAAAAAAAACZ91QwKqmTP1TIb18Hzqk/AAAAAAAAAAB8OWq8dJOYP6OoyHa+n6o/AAAAAAAAAABDln9Iv32dP3GNIY51cas/AAAAAAAAAABNd0rqBDShP35xeqUsQ6w/AAAAAAAAAACCIVUwKqmjP+ZU07zjFK0/AAAAAAAAAADa0l92Tx6mP6w6LNSa5q0/AAAAAAAAAADqGFUwKqlzP8MqZRniWKc//Knx0k1iUD9TD1UwKqmDPwELvjCZKqg//Knx0k1iUD9Ien9Iv32NPz/pFkhQ/Kg//Knx0k1iUD+Z91QwKqmTP1TIb18Hzqk//Knx0k1iUD98OWq8dJOYP6OoyHa+n6o//Knx0k1iUD9Dln9Iv32dP3GNIY51cas//Knx0k1iUD9Nd0rqBDShP35xeqUsQ6w//Knx0k1iUD+CIVUwKqmjP+ZU07zjFK0//Knx0k1iUD/a0l92Tx6mP6w6LNSa5q0//Knx0k1iUD/6fmq8dJOoP1k4LNSa5q0//Knx0k1iUD/6fmq8dJOoPy9V07zjFK0//Knx0k1iUD/6fmq8dJOoP1eCeqUsQ6w//Knx0k1iUD/6fmq8dJOoP1WoIY51cas//Knx0k1iUD/6fmq8dJOoP/bByHa+n6o//Knx0k1iUD/6fmq8dJOoP5fbb18Hzqk//Knx0k1iUD/6fmq8dJOoP3j7FkhQ/Kg//Knx0k1iUD/6fmq8dJOoP3kWvjCZKqg//Knx0k1iUD/6fmq8dJOoPxowZRniWKc//Knx0k1iUD9A0192Tx6mP/vW14FzRqQ//Knx0k1iUD/DI1UwKqmjP8dgowG8BaI//Knx0k1iUD/ad0rqBDShP7nb3QIJip8//Knx0k1iUD+hlH9Iv32dP+nydAKaCJs//Knx0k1iUD95OWq8dJOYPwMKDAIrh5Y//Knx0k1iUD+z/FQwKqmTP/g8owG8BZI//Knx0k1iUD8yfH9Iv32NP3/cdAKaCIs//Knx0k1iUD/wA1UwKqmDP5tDowG8BYI//Knx0k1iUD9OClUwKqlzP3JJowG8BXI//Knx0k1iUD8AAAAAAAAAAOCYowG8BXI//Knx0k1iUD8AAAAAAAAAAMCdowG8BYI//Knx0k1iUD8AAAAAAAAAAAdzdQKaCIs//Knx0k1iUD8AAAAAAAAAAFaiowG8BZI//Knx0k1iUD8AAAAAAAAAAIyKDAIrh5Y//Knx0k1iUD8AAAAAAAAAAGBWdQKaCJs//Knx0k1iUD8AAAAAAAAAAIAk3gIJip8//Knx0k1iUD8AAAAAAAAAAMl3owG8BaI//Knx0k1iUD8AAAAAAAAAAMTf14FzRqQ//Knx0k1iUD90F1UwKqlzP51N4NbdPKU/AAAAAAAAAAAuDlUwKqmDP5S66CtIM6Y/AAAAAAAAAAB2en9Iv32NP54l8YCyKac/AAAAAAAAAAAe+FQwKqmTP4eR+dUcIKg/AAAAAAAAAAB5OWq8dJOYP3L+ASuHFqk/AAAAAAAAAAAXln9Iv32dP85wCoDxDKo/AAAAAAAAAABcd0rqBDShP37iEtVbA6s/AAAAAAAAAAC8IVUwKqmjP29TGyrG+as/AAAAAAAAAADk0l92Tx6mP9rGI38w8Kw/AAAAAAAAAAD9FVUwKqlzP5FyW5TZIKM/AAAAAAAAAAAMDVUwKqmDP2dsEyf3O6Q/AAAAAAAAAACqen9Iv32NP1Zky7kUV6U/AAAAAAAAAACf+FQwKqmTPzBdg0wycqY/AAAAAAAAAAB5OWq8dJOYP9lWO99Pjac/AAAAAAAAAADvlX9Iv32dP+NW83FtqKg/AAAAAAAAAABod0rqBDShP09WqwSLw6k/AAAAAAAAAAD2IVUwKqmjP+xUY5eo3qo/AAAAAAAAAADr0l92Tx6mPxZWGyrG+as/AAAAAAAAAACHFFUwKqlzP1eb1lHVBKE/AAAAAAAAAADoC1UwKqmDP2wjPiKmRKI/AAAAAAAAAADeen9Iv32NP6+ppfJ2hKM/AAAAAAAAAAAh+VQwKqmTP9kwDcNHxKQ/AAAAAAAAAAB5OWq8dJOYP6K4dJMYBKY/AAAAAAAAAADHlX9Iv32dP7xH3GPpQ6c/AAAAAAAAAAB4d0rqBDShP0zWQzS6g6g/AAAAAAAAAAAxIlUwKqmjP/ljqwSLw6k/AAAAAAAAAAD40l92Tx6mP0b0EtVbA6s/AAAAAAAAAAAUE1UwKqlzPxCEox6i0Z0/AAAAAAAAAADGClUwKqmDP87XaB1VTaA/AAAAAAAAAAAMe39Iv32NP8rrfyvZsaE/AAAAAAAAAACj+VQwKqmTP7oAlzldFqM/AAAAAAAAAAB5OWq8dJOYPxEWrkfheqQ/AAAAAAAAAACblX9Iv32dP6wzxVVl36U/AAAAAAAAAACGd0rqBDShP9BQ3GPpQ6c/AAAAAAAAAABnIlUwKqmjP/ps83FtqKg/AAAAAAAAAAAC0192Tx6mP9yLCoDxDKo/AAAAAAAAAACbEVUwKqlzPwfRmZmZmZk/AAAAAAAAAACiCVUwKqmDP0IVJzEIrJw/AAAAAAAAAAA6e39Iv32NPwBWtMh2vp8/AAAAAAAAAAAk+lQwKqmTP1jMILByaKE/AAAAAAAAAAB5OWq8dJOYP+ht5/up8aI/AAAAAAAAAABzlX9Iv32dP6cYrkfheqQ/AAAAAAAAAACTd0rqBDShPwTDdJMYBKY/AAAAAAAAAACkIlUwKqmjP1BsO99Pjac/AAAAAAAAAAAN0192Tx6mP24YAiuHFqk/AAAAAAAAAAAmEFUwKqlzP3UEkBSRYZU/AAAAAAAAAAB+CFUwKqmDPy9kfCdmvZg/AAAAAAAAAABue39Iv32NP4jAaDo7GZw/AAAAAAAAAACp+lQwKqmTP+UeVU0QdZ8/AAAAAAAAAAB5OWq8dJOYP6O+ILByaKE/AAAAAAAAAABIlX9Iv32dP/X3ljldFqM/AAAAAAAAAACid0rqBDShP/YwDcNHxKQ/AAAAAAAAAADcIlUwKqmjP9Fog0wycqY/AAAAAAAAAAAY0192Tx6mP5Sj+dUcIKg/AAAAAAAAAACvDlUwKqlzP5k4ho+IKZE/AAAAAAAAAABaB1UwKqmDPya10R3EzpQ/AAAAAAAAAACie39Iv32NP2kuHaz/c5g/AAAAAAAAAAAr+1QwKqmTP8SpaDo7GZw/AAAAAAAAAAB5OWq8dJOYP68ktMh2vp8/AAAAAAAAAAAflX9Iv32dP+XafyvZsaE/AAAAAAAAAACwd0rqBDShPzOjpfJ2hKM/AAAAAAAAAAAWI1UwKqmjP0Nqy7kUV6U/AAAAAAAAAAAh0192Tx6mP1Y08YCyKac/AAAAAAAAAAA6DVUwKqlzPzrU+BQA44k/AAAAAAAAAAA2BlUwKqmDP7MCJxQi4JA/AAAAAAAAAADQe39Iv32NPxGY0R3EzpQ/AAAAAAAAAACs+1QwKqmTP5svfCdmvZg/AAAAAAAAAAB8OWq8dJOYP03GJjEIrJw/AAAAAAAAAAD3lH9Iv32dP4q6aB1VTaA/AAAAAAAAAAC+d0rqBDShP74RPiKmRKI/AAAAAAAAAABQI1UwKqmjP6BnEyf3O6Q/AAAAAAAAAAAu0192Tx6mP5rA6CtIM6Y/AAAAAAAAAADDC1UwKqlzP0c65QrvcoE/AAAAAAAAAAATBVUwKqmDP42i+BQA44k/AAAAAAAAAAD+e39Iv32NP04Cho+IKZE/AAAAAAAAAAAu/FQwKqmTP5G1jxSRYZU/AAAAAAAAAAB5OWq8dJOYP45nmZmZmZk/AAAAAAAAAADMlH9Iv32dP4Qzox6i0Z0/AAAAAAAAAADLd0rqBDShP51/1lHVBKE/AAAAAAAAAACJI1UwKqmjPxZkW5TZIKM/AAAAAAAAAAA10192Tx6mP7tL4NbdPKU/AAAAAAAAAAB0F1UwKqlzP51N4NbdPKU//Knx0k1iUD8uDlUwKqmDP5S66CtIM6Y//Knx0k1iUD92en9Iv32NP54l8YCyKac//Knx0k1iUD8e+FQwKqmTP4eR+dUcIKg//Knx0k1iUD95OWq8dJOYP3L+ASuHFqk//Knx0k1iUD8Xln9Iv32dP85wCoDxDKo//Knx0k1iUD9cd0rqBDShP37iEtVbA6s//Knx0k1iUD+8IVUwKqmjP29TGyrG+as//Knx0k1iUD/k0l92Tx6mP9rGI38w8Kw//Knx0k1iUD/9FVUwKqlzP5FyW5TZIKM//Knx0k1iUD8MDVUwKqmDP2dsEyf3O6Q//Knx0k1iUD+qen9Iv32NP1Zky7kUV6U//Knx0k1iUD+f+FQwKqmTPzBdg0wycqY//Knx0k1iUD95OWq8dJOYP9lWO99Pjac//Knx0k1iUD/vlX9Iv32dP+NW83FtqKg//Knx0k1iUD9od0rqBDShP09WqwSLw6k//Knx0k1iUD/2IVUwKqmjP+xUY5eo3qo//Knx0k1iUD/r0l92Tx6mPxZWGyrG+as//Knx0k1iUD+HFFUwKqlzP1eb1lHVBKE//Knx0k1iUD/oC1UwKqmDP2wjPiKmRKI//Knx0k1iUD/een9Iv32NP6+ppfJ2hKM//Knx0k1iUD8h+VQwKqmTP9kwDcNHxKQ//Knx0k1iUD95OWq8dJOYP6K4dJMYBKY//Knx0k1iUD/HlX9Iv32dP7xH3GPpQ6c//Knx0k1iUD94d0rqBDShP0zWQzS6g6g//Knx0k1iUD8xIlUwKqmjP/ljqwSLw6k//Knx0k1iUD/40l92Tx6mP0b0EtVbA6s//Knx0k1iUD8UE1UwKqlzPxCEox6i0Z0//Knx0k1iUD/GClUwKqmDP87XaB1VTaA//Knx0k1iUD8Me39Iv32NP8rrfyvZsaE//Knx0k1iUD+j+VQwKqmTP7oAlzldFqM//Knx0k1iUD95OWq8dJOYPxEWrkfheqQ//Knx0k1iUD+blX9Iv32dP6wzxVVl36U//Knx0k1iUD+Gd0rqBDShP9BQ3GPpQ6c//Knx0k1iUD9nIlUwKqmjP/ps83FtqKg//Knx0k1iUD8C0192Tx6mP9yLCoDxDKo//Knx0k1iUD+bEVUwKqlzPwfRmZmZmZk//Knx0k1iUD+iCVUwKqmDP0IVJzEIrJw//Knx0k1iUD86e39Iv32NPwBWtMh2vp8//Knx0k1iUD8k+lQwKqmTP1jMILByaKE//Knx0k1iUD95OWq8dJOYP+ht5/up8aI//Knx0k1iUD9zlX9Iv32dP6cYrkfheqQ//Knx0k1iUD+Td0rqBDShPwTDdJMYBKY//Knx0k1iUD+kIlUwKqmjP1BsO99Pjac//Knx0k1iUD8N0192Tx6mP24YAiuHFqk//Knx0k1iUD8mEFUwKqlzP3UEkBSRYZU//Knx0k1iUD9+CFUwKqmDPy9kfCdmvZg//Knx0k1iUD9ue39Iv32NP4jAaDo7GZw//Knx0k1iUD+p+lQwKqmTP+UeVU0QdZ8//Knx0k1iUD95OWq8dJOYP6O+ILByaKE//Knx0k1iUD9IlX9Iv32dP/X3ljldFqM//Knx0k1iUD+id0rqBDShP/YwDcNHxKQ//Knx0k1iUD/cIlUwKqmjP9Fog0wycqY//Knx0k1iUD8Y0192Tx6mP5Sj+dUcIKg//Knx0k1iUD+vDlUwKqlzP5k4ho+IKZE//Knx0k1iUD9aB1UwKqmDPya10R3EzpQ//Knx0k1iUD+ie39Iv32NP2kuHaz/c5g//Knx0k1iUD8r+1QwKqmTP8SpaDo7GZw//Knx0k1iUD95OWq8dJOYP68ktMh2vp8//Knx0k1iUD8flX9Iv32dP+XafyvZsaE//Knx0k1iUD+wd0rqBDShPzOjpfJ2hKM//Knx0k1iUD8WI1UwKqmjP0Nqy7kUV6U//Knx0k1iUD8h0192Tx6mP1Y08YCyKac//Knx0k1iUD86DVUwKqlzPzrU+BQA44k//Knx0k1iUD82BlUwKqmDP7MCJxQi4JA//Knx0k1iUD/Qe39Iv32NPxGY0R3EzpQ//Knx0k1iUD+s+1QwKqmTP5svfCdmvZg//Knx0k1iUD98OWq8dJOYP03GJjEIrJw//Knx0k1iUD/3lH9Iv32dP4q6aB1VTaA//Knx0k1iUD++d0rqBDShP74RPiKmRKI//Knx0k1iUD9QI1UwKqmjP6BnEyf3O6Q//Knx0k1iUD8u0192Tx6mP5rA6CtIM6Y//Knx0k1iUD/DC1UwKqlzP0c65QrvcoE//Knx0k1iUD8TBVUwKqmDP42i+BQA44k//Knx0k1iUD/+e39Iv32NP04Cho+IKZE//Knx0k1iUD8u/FQwKqmTP5G1jxSRYZU//Knx0k1iUD95OWq8dJOYP45nmZmZmZk//Knx0k1iUD/MlH9Iv32dP4Qzox6i0Z0//Knx0k1iUD/Ld0rqBDShP51/1lHVBKE//Knx0k1iUD+JI1UwKqmjPxZkW5TZIKM//Knx0k1iUD810192Tx6mP7tL4NbdPKU//Knx0k1iUD8=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ZAAAAAAAAAAMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwM
</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