From dde8f597a200830ca08d3f570526d83074b74cbc Mon Sep 17 00:00:00 2001
From: Wenqing Wang <wenqing.wang@ufz.de>
Date: Mon, 10 Jul 2023 17:46:28 +0200
Subject: [PATCH] [UnitTest] Added an unit test for function
zeroMeshFieldDataByMaterialIDs
---
.../MeshLib/2D_mesh_with_reset_sigma_ip.vtu | 37 ++++++
.../MeshLib/3D_mesh_with_reset_sigma_ip_1.vtu | 37 ++++++
.../MeshLib/3D_mesh_with_reset_sigma_ip_2.vtu | 37 ++++++
.../TestZeroMeshFieldDataByMaterialIDs.cpp | 123 ++++++++++++++++++
4 files changed, 234 insertions(+)
create mode 100644 Tests/Data/MeshLib/2D_mesh_with_reset_sigma_ip.vtu
create mode 100644 Tests/Data/MeshLib/3D_mesh_with_reset_sigma_ip_1.vtu
create mode 100644 Tests/Data/MeshLib/3D_mesh_with_reset_sigma_ip_2.vtu
create mode 100644 Tests/MeshToolsLib/TestZeroMeshFieldDataByMaterialIDs.cpp
diff --git a/Tests/Data/MeshLib/2D_mesh_with_reset_sigma_ip.vtu b/Tests/Data/MeshLib/2D_mesh_with_reset_sigma_ip.vtu
new file mode 100644
index 00000000000..6ffa08402e3
--- /dev/null
+++ b/Tests/Data/MeshLib/2D_mesh_with_reset_sigma_ip.vtu
@@ -0,0 +1,37 @@
+<?xml version="1.0"?>
+<VTKFile type="UnstructuredGrid" version="1.0" byte_order="LittleEndian" header_type="UInt64">
+ <UnstructuredGrid>
+ <FieldData>
+ <DataArray type="Int8" Name="IntegrationPointMetaData" NumberOfTuples="237" format="appended" RangeMin="34" RangeMax="125" offset="0" />
+ <DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="20" format="appended" RangeMin="45" RangeMax="103" offset="328" />
+ <DataArray type="Float64" Name="epsilon_ip" NumberOfComponents="4" NumberOfTuples="6960" format="appended" RangeMin="0" RangeMax="0.0016052057305" offset="368" />
+ <DataArray type="Float64" Name="epsilon_m_ip" NumberOfComponents="4" NumberOfTuples="6960" format="appended" RangeMin="0" RangeMax="0.0015402060172" offset="297340" />
+ <DataArray type="Float64" Name="sigma_ip" NumberOfComponents="4" NumberOfTuples="6960" format="appended" RangeMin="0" RangeMax="13774458.426" offset="594312" />
+ </FieldData>
+ <Piece NumberOfPoints="1235" NumberOfCells="2320" >
+ <PointData>
+ <DataArray type="Float64" Name="HeatFlowRate" format="appended" RangeMin="-7.5902877365" RangeMax="12.547198676" offset="891284" />
+ <DataArray type="Float64" Name="NodalForces" NumberOfComponents="2" format="appended" RangeMin="5.2683560639e-09" RangeMax="285265383.51" offset="904468" />
+ <DataArray type="Float64" Name="T0" format="appended" RangeMin="310" RangeMax="320" offset="930828" />
+ <DataArray type="Float64" Name="displacement" NumberOfComponents="2" format="appended" RangeMin="0" RangeMax="1.0970830883" offset="944012" />
+ <DataArray type="Float64" Name="epsilon" NumberOfComponents="4" format="appended" RangeMin="0.0010070368661" RangeMax="0.014356426974" offset="970372" />
+ <DataArray type="Float64" Name="sigma" NumberOfComponents="4" format="appended" RangeMin="4671857.0384" RangeMax="26516695.212" offset="1023076" />
+ <DataArray type="Float64" Name="temperature" format="appended" RangeMin="300" RangeMax="320" offset="1075780" />
+ </PointData>
+ <CellData>
+ <DataArray type="Int32" Name="MaterialIDs" format="appended" RangeMin="0" RangeMax="1" offset="1088964" />
+ </CellData>
+ <Points>
+ <DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="460" RangeMax="854.40037453" offset="1101348" />
+ </Points>
+ <Cells>
+ <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="1140880" />
+ <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="1215132" />
+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="1239892" />
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+ </Piece>
+ </UnstructuredGrid>
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AGYDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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+ </AppendedData>
+</VTKFile>
diff --git a/Tests/Data/MeshLib/3D_mesh_with_reset_sigma_ip_1.vtu b/Tests/Data/MeshLib/3D_mesh_with_reset_sigma_ip_1.vtu
new file mode 100644
index 00000000000..3ba5ea70333
--- /dev/null
+++ b/Tests/Data/MeshLib/3D_mesh_with_reset_sigma_ip_1.vtu
@@ -0,0 +1,37 @@
+<?xml version="1.0"?>
+<VTKFile type="UnstructuredGrid" version="1.0" byte_order="LittleEndian" header_type="UInt64">
+ <UnstructuredGrid>
+ <FieldData>
+ <DataArray type="Int8" Name="IntegrationPointMetaData" NumberOfTuples="97" format="appended" RangeMin="34" RangeMax="125" offset="0" />
+ <DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="21" format="appended" RangeMin="45" RangeMax="103" offset="140" />
+ <DataArray type="Float64" Name="sigma_ip" NumberOfComponents="6" NumberOfTuples="75" format="appended" RangeMin="0" RangeMax="4550074.7896" offset="180" />
+ </FieldData>
+ <Piece NumberOfPoints="12" NumberOfCells="4" >
+ <PointData>
+ <DataArray type="Float64" Name="MaterialForces" NumberOfComponents="3" format="appended" RangeMin="20.391152381" RangeMax="1421.1205373" offset="4992" />
+ <DataArray type="Float64" Name="NodalForces" NumberOfComponents="3" format="appended" RangeMin="3.4798233402e-06" RangeMax="1377780.6868" offset="5388" />
+ <DataArray type="Float64" Name="displacement" NumberOfComponents="3" format="appended" RangeMin="0" RangeMax="0.0011215479269" offset="5784" />
+ <DataArray type="Float64" Name="epsilon" NumberOfComponents="6" format="appended" RangeMin="8.7590842414e-05" RangeMax="0.00077226285884" offset="6180" />
+ <DataArray type="Float64" Name="sigma" NumberOfComponents="6" format="appended" RangeMin="774089.85127" RangeMax="8538797.1856" offset="6960" />
+ </PointData>
+ <CellData>
+ <DataArray type="Int32" Name="MaterialIDs" format="appended" RangeMin="0" RangeMax="3" offset="7740" />
+ <DataArray type="Float64" Name="principal_stress_values" NumberOfComponents="3" format="appended" RangeMin="746876.71404" RangeMax="8563642.8742" offset="7772" />
+ <DataArray type="Float64" Name="principal_stress_vector_1" NumberOfComponents="3" format="appended" RangeMin="1" RangeMax="1" offset="7912" />
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+ <DataArray type="Float64" Name="principal_stress_vector_3" NumberOfComponents="3" format="appended" RangeMin="1" RangeMax="1" offset="8192" />
+ </CellData>
+ <Points>
+ <DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0" RangeMax="2.4494897428" offset="8332" />
+ </Points>
+ <Cells>
+ <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="8728" />
+ <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="8984" />
+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="9040" />
+ </Cells>
+ </Piece>
+ </UnstructuredGrid>
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+</VTKFile>
diff --git a/Tests/Data/MeshLib/3D_mesh_with_reset_sigma_ip_2.vtu b/Tests/Data/MeshLib/3D_mesh_with_reset_sigma_ip_2.vtu
new file mode 100644
index 00000000000..45b44ffb0fe
--- /dev/null
+++ b/Tests/Data/MeshLib/3D_mesh_with_reset_sigma_ip_2.vtu
@@ -0,0 +1,37 @@
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+<VTKFile type="UnstructuredGrid" version="1.0" byte_order="LittleEndian" header_type="UInt64">
+ <UnstructuredGrid>
+ <FieldData>
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+ <DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="21" format="appended" RangeMin="45" RangeMax="103" offset="140" />
+ <DataArray type="Float64" Name="sigma_ip" NumberOfComponents="6" NumberOfTuples="75" format="appended" RangeMin="0" RangeMax="8538797.1856" offset="180" />
+ </FieldData>
+ <Piece NumberOfPoints="12" NumberOfCells="4" >
+ <PointData>
+ <DataArray type="Float64" Name="MaterialForces" NumberOfComponents="3" format="appended" RangeMin="20.391152381" RangeMax="1421.1205373" offset="4992" />
+ <DataArray type="Float64" Name="NodalForces" NumberOfComponents="3" format="appended" RangeMin="3.4798233402e-06" RangeMax="1377780.6868" offset="5388" />
+ <DataArray type="Float64" Name="displacement" NumberOfComponents="3" format="appended" RangeMin="0" RangeMax="0.0011215479269" offset="5784" />
+ <DataArray type="Float64" Name="epsilon" NumberOfComponents="6" format="appended" RangeMin="8.7590842414e-05" RangeMax="0.00077226285884" offset="6180" />
+ <DataArray type="Float64" Name="sigma" NumberOfComponents="6" format="appended" RangeMin="774089.85127" RangeMax="8538797.1856" offset="6960" />
+ </PointData>
+ <CellData>
+ <DataArray type="Int32" Name="MaterialIDs" format="appended" RangeMin="0" RangeMax="3" offset="7740" />
+ <DataArray type="Float64" Name="principal_stress_values" NumberOfComponents="3" format="appended" RangeMin="746876.71404" RangeMax="8563642.8742" offset="7772" />
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+ <DataArray type="Float64" Name="principal_stress_vector_3" NumberOfComponents="3" format="appended" RangeMin="1" RangeMax="1" offset="8192" />
+ </CellData>
+ <Points>
+ <DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0" RangeMax="2.4494897428" offset="8332" />
+ </Points>
+ <Cells>
+ <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="8728" />
+ <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="8984" />
+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="9040" />
+ </Cells>
+ </Piece>
+ </UnstructuredGrid>
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+ </AppendedData>
+</VTKFile>
diff --git a/Tests/MeshToolsLib/TestZeroMeshFieldDataByMaterialIDs.cpp b/Tests/MeshToolsLib/TestZeroMeshFieldDataByMaterialIDs.cpp
new file mode 100644
index 00000000000..54d9882a56e
--- /dev/null
+++ b/Tests/MeshToolsLib/TestZeroMeshFieldDataByMaterialIDs.cpp
@@ -0,0 +1,123 @@
+/**
+ * \file
+ * \copyright
+ * Copyright (c) 2012-2023, OpenGeoSys Community (http://www.opengeosys.org)
+ * Distributed under a Modified BSD License.
+ * See accompanying file LICENSE.txt or
+ * http://www.opengeosys.org/project/license
+ *
+ * Created on July 10, 2023, 1:32 PM
+ */
+#include <gtest/gtest.h>
+
+#include <algorithm>
+#include <string>
+#include <vector>
+
+#include "InfoLib/TestInfo.h"
+#include "MeshLib/Elements/Element.h"
+#include "MeshLib/IO/VtkIO/VtuInterface.h"
+#include "MeshLib/IO/readMeshFromFile.h"
+#include "MeshLib/Mesh.h"
+#include "MeshToolsLib/ZeroMeshFieldDataByMaterialIDs.h"
+
+// Note: the two meshes are the same except the values of double type field
+// data.
+bool compareMeshDoubleTypeIpData(MeshLib::Mesh const& mesh_a,
+ MeshLib::Mesh const& mesh_b)
+{
+ MeshLib::Properties const& properties_a = mesh_a.getProperties();
+ MeshLib::Properties const& properties_b = mesh_b.getProperties();
+
+ for (auto const& [name, property] : properties_a)
+ {
+ auto const item_type = property->getMeshItemType();
+
+ if (item_type != MeshLib::MeshItemType::IntegrationPoint)
+ {
+ continue;
+ }
+
+ // For special field data such as OGS_VERSION,
+ // IntegrationPointMetaData,
+ // etc., which are not "real" integration points:
+ if (property->getPropertyName().find("_ip") == std::string::npos)
+ {
+ continue;
+ }
+
+ if (properties_a.template hasPropertyVector<double>(
+ name, MeshLib::MeshItemType::IntegrationPoint))
+ {
+ auto const& pv_a =
+ *properties_a.template getPropertyVector<double>(name);
+ auto const& pv_b =
+ *properties_b.template getPropertyVector<double>(name);
+ if (!std::equal(pv_a.begin(), pv_a.end(), pv_b.begin()))
+ {
+ return false;
+ }
+ }
+ }
+
+ return true;
+}
+
+void compareMeshes(std::string const& mesh_file_name,
+ std::string const& ref_mesh_file_name,
+ std::vector<int> const& material_ids)
+{
+ auto mesh = std::unique_ptr<MeshLib::Mesh>(
+ MeshLib::IO::readMeshFromFile(mesh_file_name));
+ MeshToolsLib::zeroMeshFieldDataByMaterialIDs(*mesh, material_ids);
+
+ auto const ref_mesh = std::unique_ptr<MeshLib::Mesh>(
+ MeshLib::IO::readMeshFromFile(ref_mesh_file_name));
+
+ ASSERT_TRUE(compareMeshDoubleTypeIpData(*mesh, *ref_mesh));
+}
+
+TEST(MeshLib, ZeroMeshFieldDataByMaterialIDs)
+{
+ // 2D
+ {
+ std::string const mesh_file_name =
+ TestInfoLib::TestInfo::data_path +
+ "/ThermoMechanics/CreepBGRa/CreepAfterExcavation/"
+ "CreepAfterExcavation_ts_61_t_4320000.000000.vtu";
+ std::string ref_mesh_file_name =
+ TestInfoLib::TestInfo::data_path +
+ "/MeshLib/2D_mesh_with_reset_sigma_ip.vtu";
+
+ std::vector<int> const material_ids = {1};
+ compareMeshes(mesh_file_name, ref_mesh_file_name, material_ids);
+ }
+
+ // 3D
+ {
+ std::string const mesh_file_name =
+ TestInfoLib::TestInfo::data_path +
+ "/NodePartitionedMesh/WithIntegrationPointStress/MixedElements/"
+ "mesh_with_3D_different_elements_sigma_ip.vtu";
+
+ // reset the elements with materialIDs 0, 2:
+ {
+ std::vector<int> const material_ids = {0, 2};
+ std::string ref_mesh_file_name =
+ TestInfoLib::TestInfo::data_path +
+ "/MeshLib/3D_mesh_with_reset_sigma_ip_1.vtu";
+
+ compareMeshes(mesh_file_name, ref_mesh_file_name, material_ids);
+ }
+
+ // reset the elements with materialIDs 1, 3:
+ {
+ std::vector<int> const material_ids = {1, 3};
+ std::string ref_mesh_file_name =
+ TestInfoLib::TestInfo::data_path +
+ "/MeshLib/3D_mesh_with_reset_sigma_ip_2.vtu";
+
+ compareMeshes(mesh_file_name, ref_mesh_file_name, material_ids);
+ }
+ }
+}
\ No newline at end of file
--
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