From 2f7741ce8f7047b3e19c8c1d100fceeb4507150f Mon Sep 17 00:00:00 2001
From: Wenqing Wang <wenqing.wang@ufz.de>
Date: Fri, 20 Nov 2020 11:38:43 +0100
Subject: [PATCH] [TRM] Update for the changes in RM for using drho_l/dp

---
 .../CreateThermoRichardsMechanicsProcess.cpp  |  3 +-
 .../ThermoRichardsMechanicsFEM-impl.h         | 20 ++++----
 .../flow_fully_saturated.prj                  |  5 --
 .../HeatTransportInStationaryFlow.prj         |  5 --
 .../LiakopoulosHM/liakopoulos.prj             | 14 +++---
 .../LiakopoulosHM/liakopoulos_t_300.vtu       | 46 +++++++++---------
 .../LiakopoulosHM/liakopoulos_t_600.vtu       | 48 +++++++++----------
 .../LiakopoulosHM/liakopoulos_t_7200.vtu      | 48 +++++++++----------
 .../LinearMechanics/mechanics_linear.prj      |  5 --
 .../RichardsFlow2D/RichardsFlow_2d_small.prj  |  5 --
 .../cube_1e3.prj                              |  5 --
 11 files changed, 90 insertions(+), 114 deletions(-)

diff --git a/ProcessLib/ThermoRichardsMechanics/CreateThermoRichardsMechanicsProcess.cpp b/ProcessLib/ThermoRichardsMechanics/CreateThermoRichardsMechanicsProcess.cpp
index c1d3dd5da16..a2c6ea7b445 100644
--- a/ProcessLib/ThermoRichardsMechanics/CreateThermoRichardsMechanicsProcess.cpp
+++ b/ProcessLib/ThermoRichardsMechanics/CreateThermoRichardsMechanicsProcess.cpp
@@ -36,8 +36,7 @@ void checkMPLProperties(
         MaterialPropertyLib::relative_permeability,
         MaterialPropertyLib::saturation};
     std::array const required_liquid_properties = {
-        MaterialPropertyLib::viscosity, MaterialPropertyLib::density,
-        MaterialPropertyLib::bulk_modulus};
+        MaterialPropertyLib::viscosity, MaterialPropertyLib::density};
     std::array const required_solid_properties = {MaterialPropertyLib::density};
 
     // Thermal properties are not checked because they can be phase property or
diff --git a/ProcessLib/ThermoRichardsMechanics/ThermoRichardsMechanicsFEM-impl.h b/ProcessLib/ThermoRichardsMechanics/ThermoRichardsMechanicsFEM-impl.h
index dd33ee87e91..ad7564c54a7 100644
--- a/ProcessLib/ThermoRichardsMechanics/ThermoRichardsMechanicsFEM-impl.h
+++ b/ProcessLib/ThermoRichardsMechanics/ThermoRichardsMechanicsFEM-impl.h
@@ -393,10 +393,6 @@ void ThermoRichardsMechanicsLocalAssembler<ShapeFunctionDisplacement,
         variables[static_cast<int>(MPL::Variable::grain_compressibility)] =
             beta_SR;
 
-        auto const K_LR =
-            liquid_phase.property(MPL::PropertyType::bulk_modulus)
-                .template value<double>(variables, x_position, t, dt);
-
         auto const rho_LR =
             liquid_phase.property(MPL::PropertyType::density)
                 .template value<double>(variables, x_position, t, dt);
@@ -625,13 +621,19 @@ void ThermoRichardsMechanicsLocalAssembler<ShapeFunctionDisplacement,
         laplace_p.noalias() +=
             dNdx_p.transpose() * k_rel * rho_Ki_over_mu * dNdx_p * w;
 
-        const double alphaB_minu_phi = alpha - phi;
-        double const a0 = alphaB_minu_phi * beta_SR;
-        double const specific_storage_a_p = S_L * (phi / K_LR + S_L * a0);
+        auto const beta_LR = 1 / rho_LR *
+                             liquid_phase.property(MPL::PropertyType::density)
+                                 .template dValue<double>(
+                                     variables, MPL::Variable::phase_pressure,
+                                     x_position, t, dt);
+
+        const double alphaB_minus_phi = alpha - phi;
+        double const a0 = alphaB_minus_phi * beta_SR;
+        double const specific_storage_a_p = S_L * (phi * beta_LR + S_L * a0);
         double const specific_storage_a_S = phi - p_cap_ip * S_L * a0;
 
         double const dspecific_storage_a_p_dp_cap =
-            dS_L_dp_cap * (phi / K_LR + 2 * S_L * a0);
+            dS_L_dp_cap * (phi * beta_LR + 2 * S_L * a0);
         double const dspecific_storage_a_S_dp_cap =
             -a0 * (S_L + p_cap_ip * dS_L_dp_cap);
 
@@ -695,7 +697,7 @@ void ThermoRichardsMechanicsLocalAssembler<ShapeFunctionDisplacement,
                 MPL::getLiquidThermalExpansivity(liquid_phase, variables,
                                                  rho_LR, x_position, t, dt);
             const double eff_thermal_expansion =
-                alphaB_minu_phi *
+                alphaB_minus_phi *
                     solid_linear_thermal_expansion_coefficient.trace() +
                 phi * fluid_volumetric_thermal_expansion_coefficient;
 
diff --git a/Tests/Data/ThermoRichardsMechanics/FullySaturatedFlowMechanics/flow_fully_saturated.prj b/Tests/Data/ThermoRichardsMechanics/FullySaturatedFlowMechanics/flow_fully_saturated.prj
index 6dde920e0b5..31341911023 100644
--- a/Tests/Data/ThermoRichardsMechanics/FullySaturatedFlowMechanics/flow_fully_saturated.prj
+++ b/Tests/Data/ThermoRichardsMechanics/FullySaturatedFlowMechanics/flow_fully_saturated.prj
@@ -32,11 +32,6 @@
                 <phase>
                     <type>AqueousLiquid</type>
                     <properties>
-                        <property>
-                            <name>bulk_modulus</name>
-                            <type>Constant</type>
-                            <value>1e100</value>
-                        </property>
                         <property>
                             <name>viscosity</name>
                             <type>Constant</type>
diff --git a/Tests/Data/ThermoRichardsMechanics/HeatTransportInStationaryFlow/HeatTransportInStationaryFlow.prj b/Tests/Data/ThermoRichardsMechanics/HeatTransportInStationaryFlow/HeatTransportInStationaryFlow.prj
index 5c46123ed77..b13c3f3f2f8 100644
--- a/Tests/Data/ThermoRichardsMechanics/HeatTransportInStationaryFlow/HeatTransportInStationaryFlow.prj
+++ b/Tests/Data/ThermoRichardsMechanics/HeatTransportInStationaryFlow/HeatTransportInStationaryFlow.prj
@@ -37,11 +37,6 @@
                 <phase>
                     <type>AqueousLiquid</type>
                     <properties>
-                        <property>
-                            <name>bulk_modulus</name>
-                            <type>Constant</type>
-                            <value>100e100</value>
-                        </property>
                         <property>
                             <name>specific_heat_capacity</name>
                             <type>Constant</type>
diff --git a/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos.prj b/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos.prj
index bf5b55a60a8..53cd980fbcc 100644
--- a/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos.prj
+++ b/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos.prj
@@ -39,11 +39,6 @@
                 <phase>
                     <type>AqueousLiquid</type>
                     <properties>
-                        <property>
-                            <name>bulk_modulus</name>
-                            <type>Constant</type>
-                            <value>2e9</value>
-                        </property>
                         <property>
                             <name>viscosity</name>
                             <type>Constant</type>
@@ -51,8 +46,13 @@
                         </property>
                         <property>
                             <name>density</name>
-                            <type>Constant</type>
-                            <value>1e3</value>
+                            <type>Linear</type>
+                            <reference_value>1e3</reference_value>
+                            <independent_variable>
+                                <variable_name>phase_pressure</variable_name>
+                                <reference_condition>0</reference_condition>
+                                <slope>5e-10</slope>
+                            </independent_variable>
                         </property>
                         <property>
                             <name>specific_heat_capacity</name>
diff --git a/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_300.vtu b/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_300.vtu
index e5e2a13930f..9febfd08ead 100644
--- a/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_300.vtu
+++ b/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_300.vtu
@@ -3,42 +3,42 @@
   <UnstructuredGrid>
     <FieldData>
       <DataArray type="Int8" Name="IntegrationPointMetaData" NumberOfTuples="465" format="appended" RangeMin="34"                   RangeMax="125"                  offset="0"                   />
-      <DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="20" format="appended" RangeMin="45"                   RangeMax="103"                  offset="232"                 />
-      <DataArray type="Float64" Name="epsilon_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="1.4907993665e-07"     RangeMax="0.0014481134587"      offset="316"                 />
+      <DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="26" format="appended" RangeMin="45"                   RangeMax="121"                  offset="232"                 />
+      <DataArray type="Float64" Name="epsilon_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="1.4829624264e-07"     RangeMax="0.0014481128207"      offset="320"                 />
       <DataArray type="Float64" Name="porosity_ip" NumberOfTuples="360" format="appended" RangeMin="0.2975"               RangeMax="0.2975"               offset="12336"               />
-      <DataArray type="Float64" Name="saturation_ip" NumberOfTuples="360" format="appended" RangeMin="0.98847713651"        RangeMax="0.99999999822"        offset="12432"               />
-      <DataArray type="Float64" Name="sigma_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="5575.8784125"         RangeMax="16654.883057"         offset="13628"               />
-      <DataArray type="Float64" Name="swelling_stress_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="0"                    RangeMax="0"                    offset="21976"               />
-      <DataArray type="Float64" Name="transport_porosity_ip" NumberOfTuples="360" format="appended" RangeMin="0.2975"               RangeMax="0.2975"               offset="22068"               />
+      <DataArray type="Float64" Name="saturation_ip" NumberOfTuples="360" format="appended" RangeMin="0.98847714907"        RangeMax="0.99999999822"        offset="12432"               />
+      <DataArray type="Float64" Name="sigma_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="5575.8762994"         RangeMax="16654.880873"         offset="13640"               />
+      <DataArray type="Float64" Name="swelling_stress_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="0"                    RangeMax="0"                    offset="22076"               />
+      <DataArray type="Float64" Name="transport_porosity_ip" NumberOfTuples="360" format="appended" RangeMin="0.2975"               RangeMax="0.2975"               offset="22168"               />
     </FieldData>
     <Piece NumberOfPoints="203"                  NumberOfCells="40"                  >
       <PointData>
-        <DataArray type="Float64" Name="HydraulicFlow" format="appended" RangeMin="-7.1106508263e-05"    RangeMax="5.0168914433e-17"     offset="22164"               />
-        <DataArray type="Float64" Name="NodalForces" NumberOfComponents="2" format="appended" RangeMin="1.1100376965e-16"     RangeMax="349.67091785"         offset="22588"               />
-        <DataArray type="Float64" Name="displacement" NumberOfComponents="2" format="appended" RangeMin="0"                    RangeMax="0.00054085007471"     offset="25636"               />
-        <DataArray type="Float64" Name="epsilon" NumberOfComponents="4" format="appended" RangeMin="2.1425341523e-06"     RangeMax="0.0014573756943"      offset="27604"               />
-        <DataArray type="Float64" Name="pressure" format="appended" RangeMin="-4107.8241262"        RangeMax="0"                    offset="34276"               />
-        <DataArray type="Float64" Name="pressure_interpolated" format="appended" RangeMin="-4107.8241262"        RangeMax="0"                    offset="34972"               />
-        <DataArray type="Float64" Name="saturation" format="appended" RangeMin="0.98829320267"        RangeMax="0.99999999146"        offset="36320"               />
-        <DataArray type="Float64" Name="sigma" NumberOfComponents="4" format="appended" RangeMin="5576.1229133"         RangeMax="16695.55746"          offset="37544"               />
-        <DataArray type="Float64" Name="velocity" NumberOfComponents="2" format="appended" RangeMin="1.4476297205e-07"     RangeMax="3.394922284e-06"      offset="42944"               />
+        <DataArray type="Float64" Name="HydraulicFlow" format="appended" RangeMin="-7.1106419811e-05"    RangeMax="4.9322728519e-17"     offset="22264"               />
+        <DataArray type="Float64" Name="NodalForces" NumberOfComponents="2" format="appended" RangeMin="1.5833156274e-16"     RangeMax="349.67087159"         offset="22688"               />
+        <DataArray type="Float64" Name="displacement" NumberOfComponents="2" format="appended" RangeMin="0"                    RangeMax="0.00054084992362"     offset="25736"               />
+        <DataArray type="Float64" Name="epsilon" NumberOfComponents="4" format="appended" RangeMin="2.1433270881e-06"     RangeMax="0.0014573750439"      offset="27680"               />
+        <DataArray type="Float64" Name="pressure" format="appended" RangeMin="-4107.8222399"        RangeMax="0"                    offset="34356"               />
+        <DataArray type="Float64" Name="pressure_interpolated" format="appended" RangeMin="-4107.8222399"        RangeMax="0"                    offset="35036"               />
+        <DataArray type="Float64" Name="saturation" format="appended" RangeMin="0.98829321572"        RangeMax="0.99999999146"        offset="36352"               />
+        <DataArray type="Float64" Name="sigma" NumberOfComponents="4" format="appended" RangeMin="5576.1206351"         RangeMax="16695.555252"         offset="37576"               />
+        <DataArray type="Float64" Name="velocity" NumberOfComponents="2" format="appended" RangeMin="1.4476250958e-07"     RangeMax="3.3949181908e-06"     offset="43016"               />
       </PointData>
       <CellData>
-        <DataArray type="Float64" Name="porosity_avg" format="appended" RangeMin="0.2975"               RangeMax="0.2975"               offset="46096"               />
-        <DataArray type="Float64" Name="saturation_avg" format="appended" RangeMin="0.98908963445"        RangeMax="0.9999998886"         offset="46168"               />
-        <DataArray type="Float64" Name="stress_avg" NumberOfComponents="4" format="appended" RangeMin="5576.1229133"         RangeMax="16515.122492"         offset="46640"               />
+        <DataArray type="Float64" Name="porosity_avg" format="appended" RangeMin="0.2975"               RangeMax="0.2975"               offset="46132"               />
+        <DataArray type="Float64" Name="saturation_avg" format="appended" RangeMin="0.98908964542"        RangeMax="0.9999998886"         offset="46204"               />
+        <DataArray type="Float64" Name="stress_avg" NumberOfComponents="4" format="appended" RangeMin="5576.1206351"         RangeMax="16515.120395"         offset="46680"               />
       </CellData>
       <Points>
-        <DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="2.2204460493e-17"     RangeMax="1.0049875621"         offset="48120"               />
+        <DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="2.2204460493e-17"     RangeMax="1.0049875621"         offset="48148"               />
       </Points>
       <Cells>
-        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="49336"               />
-        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="50068"               />
-        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="50240"               />
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="49364"               />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="50096"               />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="50268"               />
       </Cells>
     </Piece>
   </UnstructuredGrid>
   <AppendedData encoding="base64">
-   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 </VTKFile>
diff --git a/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_600.vtu b/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_600.vtu
index 0e899050ee8..918ba1c0547 100644
--- a/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_600.vtu
+++ b/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_600.vtu
@@ -3,42 +3,42 @@
   <UnstructuredGrid>
     <FieldData>
       <DataArray type="Int8" Name="IntegrationPointMetaData" NumberOfTuples="465" format="appended" RangeMin="34"                   RangeMax="125"                  offset="0"                   />
-      <DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="20" format="appended" RangeMin="45"                   RangeMax="103"                  offset="232"                 />
-      <DataArray type="Float64" Name="epsilon_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="7.4762067922e-07"     RangeMax="0.0018081464529"      offset="316"                 />
-      <DataArray type="Float64" Name="porosity_ip" NumberOfTuples="360" format="appended" RangeMin="0.2975"               RangeMax="0.2975"               offset="12244"               />
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kdP2yk5CP+L/9E7Dn1DJSNtQZoAaOz1JH++2Al/m3R83Yo2MmK98fZ6L9eH+NjqaMW4eMgaL1WPZ0CYPQtL/0canJAlRGfd+iuV8NXiVVPlOkL6LJYdfVMBKLXaSFWkLE4plRrqBO9oiBfS4xcUVqIw2ZM8YSSqo84VYsrWuF3EKQEIqp7VVlElGO+neF0rvoLv1TG7fyT7Hmz0cJeyWH4qeT+9lQ5brCqUcNrnCV7JEO9pEHRFuFqBAaNQgIA1VvmJ6as9HarYPkvi/boJfFJFLvpU77e7LDoJEZkxUsA4XR62ifPerKKdg9ChTltTyVQC/e+o5WphNMkD0IY9+fJtLbw6MPQXdsw83a3ECbEYr4eg1Rgual3Rf6mETnE9OWG668ILoyIqw9TRUFHhNxvR3ZRHXH7j9q+L10Qh0aUo62v/lkON9DIHaxC01n338zgQeNWyVn3axgR0Epa/VmA7RVUCuuaZUl8eZNlUPFRW44sPRUyPpCpX+fHz/ssoGKgs6L1EA++uT5sUgqbCV7CMWecfBbX6uFMVTh+SxRNnrJpB4KHIEYtjZLon3Asrq+nxPO/Mz7ne9GB2sJmfIvU93lUdg/Nolo9OmqwLq9y0u+cJnM9+COXSmKz+BZuiHka/KGJuYZwfDCEJExUV2UvXpZ/GlpK+Isv0nZvXvsIOyvVTS1zBIGJrRTxalfyxOw873Q3xdYrQTl2lqH3u3Shy9kD83YvQadnhRs0AedD5W19WfMYaVh1ZVYMWV0oud80KczVsTzqkOGPqU/WPY2u0/tsDH4dz7h2Nmudo04JMqAQN7XK/t2as73sB77z2+ujl2OakAXk9bIHqRCcc56B25uCeQessiGKmxNdD0xndg7+Y1ljF//Ld5/3t95ldZd4xD681xwQYOyxWS+Bwr25JmFvK8OSoMu7k9fpXuvVxdGCS6ZqyX8rImRuF7+3829rNxfvAM1inTIvPBYT0/3fXk29iTLWPGr7zlBlPAaD1xrDulkD/MeNvba6OBBUXAObbWcCGHAl5tbyq6cZ0fD74Zu1bZaE3ujlvnZXWtj7SHSoj9f1/l3PrzvSWe3335ygm2aNVx+5HOImAUMkT1M4f7JzphcZxcucMLzy0zPS/6M/kBP2MKcjfKwIcJru/wtc++zruH9b0wkVYYv6KQGYic0hIuPS3WwfF9NfTKxYEAB2bPksPMatK63sv3EsjCKfSsjaAu3rkncUHRmR4zwueSaDBui+4PVd7pzG+tFzff965yXg3WppViRyEj5vG+5vOG6ftYUy/yVKNf4EhsoJHtIwP5Enql6c4ITdt2i85SNOcHJQJHe5ScVUeYes698UrZErk5Eas/DSVaOw/os5elF/87nPPbQW5q2l80k4dO4oE3nSSakkv2f53PSrbhlxdaFKIPg5LPs3XFW0On0fHOOlR6SO7XHxuOCLaFSai26UoITmPvKYxMmjSDI/9vzPnUeWncq6Rd2rP1e5qAMvD/feLxqZ0A32UM1dr7eJUW36gyAG89PGTh1c7ebHur2fqtL77MlnmQnvVuuzAnTzVWOWjrWICC0N2p31iA1G3uJ2LgCl78ySN1s7Hx2kjrfQwL2rRSrMEarAaiFzmnDAz0I8sspdp9URINDZvvWhdoR+4VFlzqhKdZ41po+79cO/86nG/vWtx/jgh9Lggmev5bsYQC7foaV2Jt3ypCk/UBdTUMVEtfsVs035kJyR7Oa/vw/Ip7vdZpVu9PO+rplbu+efW5wWZDcf96/myXnja77yTrfXxuQsVtvvodA7JzPOcObnHnB2JfjfdLxRYiimeNiJ9VGTzjFs9vIyJ44GCTaKZ+azyqWCuZQ2WALPevt0mhKTeUM7GtqQ2rdzJ+xrM6Obnc4bgSzGn97ViD26TiOo06a7az2k8LJd1iddEpBHI/VvlZW0a8o8cOV9kTQpSGzks48+vz8+fPJx05zHzurs72BzsDzf+b/7emPsHvtMXKr2PWablY9PLo7XgUNm9sXhvIPsygb35S+snAgRD6zzvSI1NCdVnlIs97+v/tLtYiAT7fL5bAbSKbDzQV9dITnC1r87enVG0hXyew8GvnkO50zvkzzpJAJOvGlJUgohoLkOMX0o5IdCPT7beZGpRZWn+eiuq4XnpBxwlZuh9V3aiB2b7WFfOr0CRZVQWjZimYrSCZ7YGC3PBp5L/MVOyQzh+86pJui/JoPhyON1NGWrk8SVHFHQoAZ4pObOMdqlS9dy7Pjf/fPgdi3H10mOPBVDhbKWImsOmQNd8keVmHfvzH15RUubTiN5x+0KcjQUqGi6sqK37+zHAnlnKdsi5fyw+MRzx/acmsgCu+fjZ24Ld0Zo60DD4RuToUM28Apsod5D9jZa9p84891F89/+cr8rHKRKcoOnVp6f8SReLM846mrkBCUKKcf8UG+MDspFKec8bm8GrtksafSXpoeWMneF2fTpwPuQQ67oXRMpPApc1BP1el9qEdFFn73V0X7UFF3Zaq0/V4nImBjR/eQJz/cxfPnz2cEe23JgJjWRh2QnrrhJxbBAHOyh2bs1EMvqS+66OBjy8UyEf1Bv9WhpQg/jVCgkLrkGz5norNQYjr5LB/UrBgb1DrtDkon3U1zlLqoctjduQx71gZpws+R906SCkzIJ3vIxm40rMuerE2DsyJ5+fztNjCWW7Hm+20DlMDF2P9+lTNhWbu7QqCfG9gOd6FOU3MwWJjdc7OprZyCfTZdomk8TA2M/5NzOqilCz/JHgKx06S/LB47ZgxK/Vl8J77qg6JT2/WbNE00LeETlDboTAhc25RqGUGB2VNC1DOPrf93Ptgbkg/FKVMV/s1XI3sYw/5LcsfyeHVd4L408ymtWAA5uZukxorLo2rNjQzbeBeiZGHZ86G+MRZHGjlfCu8/7/qLPloVCy8BCzzfjewhAfsRPcGNoqcVoTWTnM8KTXKSFJBC1fevn2lqcSFcDaithZ5DrNFcn8I+ljscuiBwLUGsopxSRnoVzSmht1kYTLatU8mJZ8BDsof5vmazkHLk66XgPNZnLeQwRNfYeWlL6FoxxLve05mywZVIetKllHn/M2sMz58/Hwp2601tcQIuC6B8clU4Nd0CdMke5n0smjZG8xWHzAHdGAFQAj/xEMWwYAHEEJljN5hzJWpWH9l2VKqHFej/WEyO6g/c8/tjXxAsNuwzzQ5b3TPeVIE1WJE9zPdKccHVnG3CYCzmN+BTaASvM1aYyzf+oDN6Wydifd2IXdWH9grxPGdFLGja3MztDmtcVsv7Dz8sr8a+/dDb5NHrI6wen+E0fwMmLLv4t2dRPpB+wpNXm+PkL9aex08+mYSZot1eiiWphsJw43bFi6QRN+JRefnOV2976X3fM2l9bzz/9/sG9juJp9zrvnGiDWw8HREJVNhB9ugJ9nUbVyZqpIqiMhdn9kZDQUSxG+oQ26IICeiFt6uNO9EatWFD+aVJupUr6aKu5P6B2BdesR/fv1gSHTP/7Ye26MGQ7d8eyWEvjpX+/IypjGrc25+9Ul4GmbEDbLN66iDHOMr3NebP/LnHw5f2ztHbh9+3yDk7wtTyX+murAlqtwXpsjNDVXf65dDrTYXDWVpGf56v/vZovhcw/EgUsWmjn1y/Bbzz9GHg2P1Dg4IGEDFitOl8jTuR0Xz+zqQ2NxLmJn3+fBKwsxEy+jczVFH4wfcKJ/z/9egA9qKrXwIaW42QEO4Pdm5f8I6TBpSc3kZbUQ+iMcd10zJZATR9xZx5Zcrs3/4M7CPMa56eyrpoNZ5/guyRHHbvou7X1fkISeL5e2rC2aLUadB9VcRuD9ODCJbXKXzjKIDqXaZh09EVEHjyWJTy/Qkq5RrpATa7fNPNdZEB78aZlD4EMWSP5nvade0Vz1oQenYguLrFyhQO+KbNZN0zgO83djVynfYgpr8xmudGuFH92uhFtBj7f+fTjz3uVG5hV7QaelqH9u48aANJZI+msZduzWgl0o0RsSIiJOzuMqTZFvc5K1ETKHc+eKR88iCS73uOKpyjoFo8f37/6mLS9c+7F58PVUC3h2n1V8otwJbsUTd2bSa3510vXfR+Zej2AiF3tLud51LQDVWQO7iRsU/ck3AeNrzbeG+WPnhr+eb1L33BNWLjMkvHmPIE7EhscUPra1m0wqrbbLheCQ6QPQrEPrUt2UCaqYluNbQHtkf6Ivbjpv6SQcqQfMgxYmmEJ0EP87A9zj9D51/WGK3ObvfvfIqxQ99zddQng+r7E+xTLJYBL9mjQ9j3l3HW3MhVQ85xH90OvzNCh8wiFr8U//Oce0Q9g1XjSWh2RbQ7BE/Ri1OoLezB/az5/bsPk25xL+n4lRFJJNG+lsugWx+OkD2a74V/7HI35VRBgni/BfE7KYX/SUCCar1X0oQnsTbdsvpu3wA9/gKj87eoHMhuLX8sH89HY2CPFLE5P8gljHi2J1B/piNYS/ZITo108ebE89aRMmjm3YPvSFsLFbrYn/IIFUdf3jslxrl6EcvddwlcQN9Y25NkvZfdMP/f9Qd7bs/11jgjQQi3yjXrSZaHY2QPI9jtzk2V9DVJQVDpUK7WgAsKP1xj3/pZDzHONBeG5nkRXxub7u98/ef+f5/dk1cznvB7U3S92QPeikDsST+23S9ZqgLUdgbXrT/PFQFkD9mnSS+wyNz3aL8hlKiKbzK/7I1e3zGh+sT/+f7VJ2obvvUi5PitChNvCYCTqMO6F5N+ULc9Od6pTolGwb7StO9lZawuVAT2tn1ZbQKtZA8M7C9FKVs+GphBkaZG7nFrF+S/amfKg4dWiH/48Z5SqjcRxvCelfi9BJ72i66huPx/vx9iD9ic/PxAIg06PgV66GpYw0qyh+kh0n9/4CjKzrGFG4+Khu6mqKOmrlf73WsdEUV8wTP9M94EMXNY/ruKLDTi+ce+HAgOKeSlMbBru2WGKNsx4ROe/5LsoXoJ6eerePJcC1yBhfvNS1/3y045okDps6eVG70JXj3D2MX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 </VTKFile>
diff --git a/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_7200.vtu b/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_7200.vtu
index 44e682debd8..ef61388b383 100644
--- a/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_7200.vtu
+++ b/Tests/Data/ThermoRichardsMechanics/LiakopoulosHM/liakopoulos_t_7200.vtu
@@ -3,42 +3,42 @@
   <UnstructuredGrid>
     <FieldData>
       <DataArray type="Int8" Name="IntegrationPointMetaData" NumberOfTuples="465" format="appended" RangeMin="34"                   RangeMax="125"                  offset="0"                   />
-      <DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="20" format="appended" RangeMin="45"                   RangeMax="103"                  offset="232"                 />
-      <DataArray type="Float64" Name="epsilon_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="1.5455309316e-05"     RangeMax="0.0030141607995"      offset="316"                 />
-      <DataArray type="Float64" Name="porosity_ip" NumberOfTuples="360" format="appended" RangeMin="0.2975"               RangeMax="0.2975"               offset="12208"               />
-      <DataArray type="Float64" Name="saturation_ip" NumberOfTuples="360" format="appended" RangeMin="0.91830090575"        RangeMax="0.99999994956"        offset="12304"               />
-      <DataArray type="Float64" Name="sigma_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="11574.294442"         RangeMax="16611.463277"         offset="13624"               />
-      <DataArray type="Float64" Name="swelling_stress_ip" NumberOfComponents="4" NumberOfTuples="360" format="appended" RangeMin="0"                    RangeMax="0"                    offset="21900"               />
-      <DataArray type="Float64" Name="transport_porosity_ip" NumberOfTuples="360" format="appended" RangeMin="0.2975"               RangeMax="0.2975"               offset="21992"               />
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mzRldRNmbdMpvkw9BDz4r9LORAzxaU+v7D1nB9FUPxcNjfGaje0j/+HA5LfGbMvil2ews7woBP7IHdr/5rej2w5sNgHF1pdeeO2vgktfWO2ejLFFo1lmfonEf4lN922lUKQzBeD77fAKxWxdc5151xgAKg3vBllgFJWQP4djXFE0mBsRYg3lJo0me6lr4FbiV/qDfHlVmPuH7vMmXON28ymA2bTH44vkr98dXbrUnaoqwH3LzGuG0RxCTuSi3VCUEJsgeWNiPeverRIs7A+Vhzq6k4SjgtluvJipmj+SfNh7ZQvgSkotXug7tlYKBPUEeRnQ1lFIiFPV9eoEZBbt9k12auzEVCq+ceP0rwQkEyB7Y/SR3h7eushMY3VVSejkaAqYRkoGzciZorG92tZ+VH5G81vVG/TAfvOoYFMn7+/mcfT6D2DPQ8P0rnVpgeNL42oI8F9Ane/iKXe45Y5F/ujnc7fDxJ5YE/X0f4JkctEoIsWaMzQwIP2IiM9aqdNFHZv0WVYfeAlfQPRwp1XlBprYXe3+ehv18JS6YOxJbwu/gCnpkD0XYo6wtu7XuikATnv86ln5KpH6MWeTDmk3n9SeeHkzXu3XuPvWWUg7fWKs/iCBHmWDxR6Ys7AbNxOCOgQHqi/1I+mOVH9SQPZXt3ktybR57jVOf9Q7IyguHQ8v2VpUwi3Lq+IU7iQN7/Qn5qYfvPhmnMU8tPH3VlsPxv/PBXpnWICvpepbJno975jvs9PQmRfP7l5jnv2uVSaWGwq3MZxsGaT+olGkY8OAJIFYKpF5TWtvIZPl+jX+s5gUceH957DNcl4P1ugaZd/e+ORzN7w81ZM9k96r3oY9/0U+mfOdMvKbHKmhfcPv2Lwonkr9fN+HtHUAcj1ZLve7UxnRSmdANrnOE1TwDf2q4R0zZrh5u7a/8coq54MJK3fuuAeweaNjdDKe5BYe5IeVTGtFvGQ7XMiI6nI0kkXqByC6L1gDCw+2Ywh6Oz0y/AL/j+iI2/85HF3uV2KNijZ8CoHZF3YI45g8XyR5MsP9wOVpfd1QaNn9Su3774iq4QWy6tNBIEdHXxYqoegYSQ98X7gzWm2DmOg9vjwnyhYoGhUPjc0M1bI8EE7eIDElYXHG/2nrMH2rJHuSx91i8+WPctQyS8XyjlY9z7lQrIfkFZht6CwMJtDQ/wu37T+bGIP1tXleUIfD+n4rplBpTGvaU/vUXvJIWQ2cQcTFFwhtMyB7o2EuLZWR4jqrApg23IkLVQ+EG3xutJ86KaJ3vcIqdVBCR3lQ6w3CeYBY1tY9Oqhj/O5+92B1nLNdrnJIEp5lFI7cqXaGa7OEi9qc7s93/fF8GGWfFHxtm+oPe7Q9P297KI0rJyZ3lx4KIO1tuFdwq+sEswfPj1Rqe25a11vQWky4hLmTA9UAcRBTbzAoSHUGf7IGBfSJ6asdXT6V/+wt59Ph4NIqjXvFABaHeIGJ7w0r3lYFDzMeDkzJFdz0gUmx30wOPH6ZF2LtnjT5FL+GHS8FZ+Y9NPdg90LFbqGQvDR6TAtd8qrVcVTCsmN6U55MgBD1PE7/1hQUTTlLhlFylj9QRl5pBzwTb/+7v2P1sDuaZmHOhbR4jKS9LVoAH2aMO7MvkMvIevBZBnnh+sFIUM9VXA2i7DtbXdgUTvKlCy4nnc9RveL4M3p+OvVf+iI1RmQJaXJAuUqDiCEFkj9hO03coSvTQQfSGkxcmefygjSNvxbi+PsifsNn+ZFkI8ZpVGfZZmwv9PjgYGyAihPjD/LvsP1Jq2f7HYEbl2vblqO7kVe0OXRq8IntEx14l48hsbTdEX6+3fEs56wfSZuWSr81MoT3EX5OnJITYlg95T/T5kXgOOZ99Pr3YS8Ikp/c46KDfVe5hKyz0QZzsEV8o6YuevNunzaIiPnXFrT5n7MB3A/HuFs0SipbGdtrJhRJC+n0f/E4KIwupB/t5TumDfa2NVaPP+xq2lzUUxOjuMUCv8PxVZI8Y2E0t0OUHPtaIB8/XWDokvOKtGdDOzez7syaUWDEwva1v8SK0c9EXvqEKd3gksGpMlkExY2D309gkFVWliwour2jmHXYDTbJHbD9VG1O8/6wFyo2/3FYYbAOeR7PzYUIE9M9eFT/eF0oMW62yKRMeoGq9EZc7le777/qhYX8bpViqnMqDduH5nGSPLLBXpL2RHrstjk643MhTV9OE8helj+LDdZF84api/fAwItjhWbCIMAeo4Pln8f69BaRTlwWsuqWsDOvxfBbZA9vtts2IHm7Qh514/+TbcvFHXA0Ri0txcu/FMMLHo1w+++wCGLjqHOEgYge87jfecdM4ahnY/zQ5/9psoA63KTu9nGdM2D3QsM+yDG9mWZnAF9wfV5htlLJWQ66SZUapyisJ6WPR582jZ5jByVFRiUF+/87HE/vuBtcaA3d5yFIvnBjqs4dcsgdH7NyvmmRYI5oQhPtd5VtDhN+IIpaqyqa44pWEpNyExD2JT8xP+PHFVV9dzF49Zcp2w1Hj93dP8oL1oLdsWKs5+JI9MNRIl3YLPDNUIwFOdpyzhfNC4HGo0X4DMQqiFUYsDB1aSbzIELqjfvsF01vEoHdwxW8qZ8Y5zmveDTVs90yvNZ+9O85MONBDc32+BLrJHhjY+9dNfpCKmw/U0nQ5uWZ70N2551O7RTdzJcfWwsKoVUR+yxexq5xV1Kt8ae1n/xj+O59c7CcmZn9J9r6gLv8sd2Ds7/+d8cz/9dRd2INDwo0ziV5qjzC5X42F5IOLkQuAsf7Q8rZ3q4glw7sfZZh1UYNeMa4sTXJEIwxyfxbbf5ma8OnPUpmGGZH7do9Tb5M9Yvd50qqzHU18yArvX5mX+maBTDOVdqPT/KoonXjUJEaJySpm3uDVLf2WroG4BiyebYkbMaVjj99q87l7QwPT96FqnbWmDcgf+F/PZGAffWf1Wdeyldm1vlnNvUEBnucI9qxaqoGQ33fvr550wiXVW/TkoTnmIJ7PPh9V7EclEr1KGQogzGuzSd7QGGrJHth+oHsrzUdQB8oSV/+xy7SCPYURzWrvzZH8JG+cdg6dkF/unZTlLAiVPmlnL4lFQHw/uT8Fe3HeyaMPgvTAPoGyYI+IG5SSPfT+JJ2v52lacJMlFOL5cl/vxtqcpSLK0p2Ha6roxB1vvpkoUSEo/5CZ1hXkAW2v3vIdE/h7f1xC+vX9pZtSX+nBibIX5h/cqaBC9kDD/apMzgqZMiugx6R3zTV4o988i0T5O3VRq4AGx9GvdOKGwFDGptMcYCSYMYbS//t+YxC7i9teg7V3leEGv4qgyh8d+En28At7qLpraZ27AUTi+dk5MSP+PlKINfsiMUEjnKhum1BJ8/zCDDVZmrx8XSDKeI33ZzunymTyGkE4V/JEI/OkCeoke2Bgj3d2TFzdLQMhJxcFjvdpg4+T1vRmbb6/9zN5DZZHOPHC4qx61tYepnN5vnFY1ydmB82jZtyjpYbtHftjldYNUOByI1V2W4MhopM9FGEv0ckovjAjABpjZWO61g7ogpL3r9BcYTQ8t7XJYH84QfOprqlI6GP2XyDns89nFPvqmh3nH17mBpfr9ar9vDR2D73YH4zErMiXFYMh3MuXHkzcziuBWOjl2gsPw4ljC5a+zT8/xOy68P/vz8A+2ndETSmJHwRUuCf7gtVhOdkDHXu1rXCzp+ViiNsd1LWQ4gjajsyrlTf/vv95IllyezicaBf+qtltO8Tc4y+guq+TDq8u3Pnl7vumhu17n/ycusDFD17p4rsFXAxBieyBhX0Bb5CvZrcUKAt2LWmI8od8yYCHClJ/Px8FaQvWq0QQJ0csftczPzAZH4xfflJ1+Hf9tGP/nj9gL/yQE272HQkfMPaB42QPz7Fzvz6zu3CjCKjg+Twt/YTyJCdifLJLuxcRQUC+zCGLNe3MD94SL8pGRqjs/VnYq25eVpoQ+sM8FOry0y/ZHhTJHnqxC9o8ThDg5AHJow+nfKUckfHPz3rTSX/3p/rNz8uKIMwc1qJylY/MvJtfChc0OwH3JYW1X+VP1LCd5chtfd6CC564thq8uUsDKtlDEXaQ3WrW2i4CCxuEDYyS7FD2893uyS7KSPdszxnFuxFEcev2EONHv5iCjXEnneOE/8/9nfSRnav7MtNk/s0/RfaggT324k+ptEhVyMX78b9YaL1ZSw+x5sdQb05HECKMKLcDsxwQt+PR06F9fujf/thnxpb5LtZSAXuDYsrwUVsQJ3voxV4fXtDkeMUA5gqDb/zSWAPXxKftXlsZIto35i0LuUiC7nm+oztvAfjUro3+Ou6HDjdnyORzjpnSsd+4GM10W6YOjKzqNv8rJnCZ7KEXe+g7XYqwvgl4rKhUpGzmgi3L0l0n7E3R2xXSBX7BkUSl472mQRo/+OH57PNpwe5RrbVdx18HDlZLWOpw6UMK2cMj7LPrXkeJNFOhjlYRMzvpCA4Gs17ibghRKlNS1x+NJHbIfeue2iIE+R7k4zdcrpJu3jlaQ8Oe9D5VntdOH24Lb+N6ud0abMgeiq6RvmIG+niNaFCJ5zs52cfnHrZGNNEr9Ku3I4l7bvm5UcliMK3221lmlQ/iETl0MeG7phnbQ7rWHhmqNIaeCNDiKPIEB7IHOvaMvID5Fop20DChEGJaGAHF6a8eLA50RWAg7OzwPZLYtXCp0c+XcpCao9onxa/+7/ppwa7Xe/Di/vPWMITnl5E9NLN72ZQDBd4roNCdc6fChyDI7Kg66JXjjRi+yXo9mlGEUv/LL7aFyqAmlaxVsJSGOBrPbJjWEzajY7/1YmBvybgjfP/ZfrfnuCtkkT1QsD/wc1uYau0HTLx/zqr5Jv6uXojRo9D4wiOKeDjYHeytsAzKWb1HxBpDUcGdUU9hox+mrG7Sqztqn1X4OEDS1IWbc7G26ADZAw33AUtWZjKe+8AX37C4LU9CYLFe7wdnFRri9VAR69sbRey2vRVi+lQEnojsrm0/avrv+hl1J30g49l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   </AppendedData>
 </VTKFile>
diff --git a/Tests/Data/ThermoRichardsMechanics/LinearMechanics/mechanics_linear.prj b/Tests/Data/ThermoRichardsMechanics/LinearMechanics/mechanics_linear.prj
index db710a9a91f..fb045ac904e 100644
--- a/Tests/Data/ThermoRichardsMechanics/LinearMechanics/mechanics_linear.prj
+++ b/Tests/Data/ThermoRichardsMechanics/LinearMechanics/mechanics_linear.prj
@@ -45,11 +45,6 @@
                 <phase>
                     <type>AqueousLiquid</type>
                     <properties>
-                        <property>
-                            <name>bulk_modulus</name>
-                            <type>Constant</type>
-                            <value>1e100</value>
-                        </property>
                         <property>
                             <name>viscosity</name>
                             <type>Constant</type>
diff --git a/Tests/Data/ThermoRichardsMechanics/RichardsFlow2D/RichardsFlow_2d_small.prj b/Tests/Data/ThermoRichardsMechanics/RichardsFlow2D/RichardsFlow_2d_small.prj
index f2043e12278..5f52797c64d 100644
--- a/Tests/Data/ThermoRichardsMechanics/RichardsFlow2D/RichardsFlow_2d_small.prj
+++ b/Tests/Data/ThermoRichardsMechanics/RichardsFlow2D/RichardsFlow_2d_small.prj
@@ -32,11 +32,6 @@
                 <phase>
                     <type>AqueousLiquid</type>
                     <properties>
-                        <property>
-                            <name>bulk_modulus</name>
-                            <type>Constant</type>
-                            <value>2.2e300</value>
-                        </property>
                         <property>
                             <name>viscosity</name>
                             <type>Constant</type>
diff --git a/Tests/Data/ThermoRichardsMechanics/Simple3DThermoMechanicsFromTM/cube_1e3.prj b/Tests/Data/ThermoRichardsMechanics/Simple3DThermoMechanicsFromTM/cube_1e3.prj
index a0a75a3fd49..02a9d225a4c 100644
--- a/Tests/Data/ThermoRichardsMechanics/Simple3DThermoMechanicsFromTM/cube_1e3.prj
+++ b/Tests/Data/ThermoRichardsMechanics/Simple3DThermoMechanicsFromTM/cube_1e3.prj
@@ -32,11 +32,6 @@
                 <phase>
                     <type>AqueousLiquid</type>
                     <properties>
-                        <property>
-                            <name>bulk_modulus</name>
-                            <type>Constant</type>
-                            <value>1e100</value>
-                        </property>
                         <property>
                             <name>viscosity</name>
                             <type>Constant</type>
-- 
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