From b2a4eb5a658b34c79bc2014f79bd3d67db273e56 Mon Sep 17 00:00:00 2001
From: Vahid Ziaei Rad <vahidzrad@gmail.com>
Date: Fri, 6 Jan 2023 18:52:03 +0100
Subject: [PATCH] PhF: Add ctest for energy_split_model OrthoMasonry

---
 ProcessLib/PhaseField/Tests.cmake             |  15 +
 ...ted_AT2_OrthoMasonry_ts_100_t_1.000000.vtu |  35 ++
 .../masonry-ortho/shear.gml                   |  38 +++
 .../masonry-ortho/shear.prj                   | 316 ++++++++++++++++++
 .../masonry-ortho/shear.vtu                   |  24 ++
 .../masonry-ortho/shear_bottom.vtu            |  24 ++
 .../masonry-ortho/shear_top.vtu               |  24 ++
 7 files changed, 476 insertions(+)
 create mode 100644 Tests/Data/PhaseField/single_edge_notched/masonry-ortho/expected_AT2_OrthoMasonry_ts_100_t_1.000000.vtu
 create mode 100644 Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.gml
 create mode 100644 Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.prj
 create mode 100644 Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.vtu
 create mode 100644 Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear_bottom.vtu
 create mode 100644 Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear_top.vtu

diff --git a/ProcessLib/PhaseField/Tests.cmake b/ProcessLib/PhaseField/Tests.cmake
index 8413d8ecece..70465c52361 100644
--- a/ProcessLib/PhaseField/Tests.cmake
+++ b/ProcessLib/PhaseField/Tests.cmake
@@ -137,6 +137,21 @@ AddTest(
     expected_AT2_vd_tensile_ts_10_t_1.000000.vtu AT2_vd_tensile_ts_10_t_1.000000.vtu phasefield phasefield 1e-6 0
 )
 
+AddTest(
+    NAME PhaseField_2D_square_tens_AT2_masonry_ortho
+    PATH PhaseField/single_edge_notched/masonry-ortho
+    EXECUTABLE ogs
+    EXECUTABLE_ARGS shear.prj
+    WRAPPER mpirun
+    WRAPPER_ARGS -np 1
+    TESTER vtkdiff
+    REQUIREMENTS OGS_USE_MPI
+    RUNTIME 600
+    DIFF_DATA
+    expected_AT2_OrthoMasonry_ts_100_t_1.000000.vtu AT2_OrthoMasonry_ts_100_t_1.000000.vtu displacement displacement 1e-5 0
+    expected_AT2_OrthoMasonry_ts_100_t_1.000000.vtu AT2_OrthoMasonry_ts_100_t_1.000000.vtu phasefield phasefield 1e-6 0
+)
+
 if(OGS_USE_PETSC)
     NotebookTest(NOTEBOOKFILE PhaseField/surfing_jupyter_notebook/surfing_pyvista.ipynb RUNTIME 25)
     NotebookTest(NOTEBOOKFILE PhaseField/beam_jupyter_notebook/beam.ipynb RUNTIME 500 PROPERTIES PROCESSORS 3)
diff --git a/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/expected_AT2_OrthoMasonry_ts_100_t_1.000000.vtu b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/expected_AT2_OrthoMasonry_ts_100_t_1.000000.vtu
new file mode 100644
index 00000000000..8826f7b00e7
--- /dev/null
+++ b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/expected_AT2_OrthoMasonry_ts_100_t_1.000000.vtu
@@ -0,0 +1,35 @@
+<?xml version="1.0"?>
+<VTKFile type="UnstructuredGrid" version="1.0" byte_order="LittleEndian" header_type="UInt64" compressor="vtkZLibDataCompressor">
+  <UnstructuredGrid>
+    <FieldData>
+      <DataArray type="Int8" Name="OGS_VERSION" NumberOfTuples="19" format="appended" RangeMin="45"                   RangeMax="103"                  offset="0"                   />
+    </FieldData>
+    <Piece NumberOfPoints="474"                  NumberOfCells="876"                 >
+      <PointData>
+        <DataArray type="Float64" Name="NodalForces" NumberOfComponents="2" format="appended" RangeMin="3.3306690739e-16"     RangeMax="301.5377412"          offset="80"                  />
+        <DataArray type="Float64" Name="displacement" NumberOfComponents="2" format="appended" RangeMin="0"                    RangeMax="1.0078025375e-06"     offset="4492"                />
+        <DataArray type="Float64" Name="eps_tensile" NumberOfComponents="4" format="appended" RangeMin="0"                    RangeMax="0.010133566648"       offset="13772"               />
+        <DataArray type="Float64" Name="epsilon" NumberOfComponents="4" format="appended" RangeMin="1.257883526e-07"      RangeMax="0.010157748377"       offset="32928"               />
+        <DataArray type="Int64" Name="gmsh:dim_tags" NumberOfComponents="3" format="appended" RangeMin="1"                    RangeMax="7784.0000642"         offset="48232"               />
+        <DataArray type="Float64" Name="phasefield" format="appended" RangeMin="0"                    RangeMax="1"                    offset="48556"               />
+        <DataArray type="Float64" Name="sigma" NumberOfComponents="4" format="appended" RangeMin="757.53047257"         RangeMax="7606460.6839"         offset="53168"               />
+        <DataArray type="Float64" Name="sigma_compressive" NumberOfComponents="4" format="appended" RangeMin="0"                    RangeMax="0"                    offset="72776"               />
+        <DataArray type="Float64" Name="sigma_tensile" NumberOfComponents="4" format="appended" RangeMin="0"                    RangeMax="166863177.78"         offset="72872"               />
+      </PointData>
+      <CellData>
+        <DataArray type="Int64" Name="gmsh:geometrical" format="appended" RangeMin="1"                    RangeMax="7"                    offset="91836"               />
+      </CellData>
+      <Points>
+        <DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0"                    RangeMax="0.0011180339887"      offset="91948"               />
+      </Points>
+      <Cells>
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="101028"              />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="106988"              />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="108872"              />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
+  <AppendedData encoding="base64">
+   _AQAAAAAAAAAAgAAAAAAAABMAAAAAAAAAGwAAAAAAAAA=eF4z0zPRM9Y1NzDUTU9NtTBONTGwBAAqogSKAQAAAAAAAAAAgAAAAAAAAKAdAAAAAAAAzAwAAAAAAAA=eF5dWWl0lEUWLZbRVkEaCRhQsEUMYRHCHiGBYjFGCNCBGMIithg0yGITFgMGKQExbNpsGjXgNyOLB2ekRcSMbAXi0AMoLQTNKMIHJDkRUHqAQRSUGerecg7mR+55tX31Xr16777qq8GlS5fffKcuDFRGV6zvqMd6Bp+++fn+OjgjbU/+uVzZcuHe5DGj+ug3N6S1W1dvuD5zduJ962sOkGOjp0qGZo3Q4vrfuFdSr4M7KLzdyHqYkYVoBJyTi/bMCWyvTbySYuatHWL69YxHDcpFew2qzXswLicL80UPyLFnIbu5qYMP1j8Z/UzI1Z980qRTQoo07XE5GNcoBFxWA+ODN0OufgpyymMGnUYPQo5vjf6SZ4HhJ9EeDvJ7U7fPfevD4+W5w+T+5VsOND2Uo49c+eCFuGOPy7fO1zlxOGOcnvnk1tEfiAFyelzTe4oX5usdgXuP/bintT54bsmdA1+dpM06i4uwvhyLdYtGcH9PAO+eSn37AgvQr56ZjHkPAAPbC9GfRT0jtH+c4r6fo52fhuzld/yTgS3S+V3qt7g3xnup9+LngMkL0B6dBFS90b5wGu0yB/u7rYDfG0lMMjh7827Ibjowr4MZr29ZATkwn/t4CvL7K4H71xhUredCPvAmMMT9uY8b2duQ+7yUze86xq9EUjfIOont8Lf/+1815fPEe9geh/VEfWJ4G9ALubP1bz+xNsfRTwOPUp6K/uhMyDpk0Nn0HeQe35v+nLKLRnb/XWkwpwr3KXftO0YuyF9l5EDBO1gv7MP84EDghDzgrzzXYD/gSu4j8DTmJU0Elg8HxngPztLfY0OBpbgXYp+9by0glyRQr6bU+yztdhNk3x3Uk3LoTsi+cUD3GaBDvxedMa56DNDeA9ULGOpEOd6gWjQQ407DjiKyHHIK/cNDv0kZy/3MBh6Yxf0u5b7GAyfw3iTOoJ4cl8v9+aZB1o253zmc9wK/V2hQ71CQk6CHqqA/5uKe+5O4v5wg0DsJ/cmIe8LPe6eaAKu7oV13N6gz+nAffdDeOYV6DIIcaAM5OBRy6aOQI09Qb2Igk/MYHzcPYX8U5xjom1o2pMvO0t1Xe3VKfsMdf7a3rO3PyI6VX9155Kv9uyc3S5Pe2IL3am2uo+Xcaeez9z8iHz469Nr6RvdqZ9k7s7ssz5BXVw9L8Fa10ivOjBjveWSwTGuT/vnqmh11SerhjXmZfjmyfeOLt2R21U1OfH5kU51MOWRSZlWbmj302T5nXmzVPlNeG7ho1aKKnvrH1d10g6GZstus0h3HDvbWG4dM7X3fxCGy9HAoqcUFqedc+dMGz4FsGb10V9MN+b31qJ9mJfygA7LV1WnTd025VR66a3dl+YKustI9tPb1ynqytGpO0+QunWR2JOmJwWnXeg2bkPhrrLylFCumJhQ0eK1Xbn793aea15VLD038NMtTT89oltF/YFUzbezizOb5026jeJ4+nI/wIv4JRf+M5gIzptAvGI9VKtdB/BMScVn1YJz+B++tHM3zzoScPA9YPYHrdOe5HUVcSu4CeUxL9Fe0AuqmHF8f/S9zv6IusNjuowP3ncH+xlzfByxNAKZTHsw4EmQcyWO8lw8Bz9PfPNlYb8l0yHHPAx3yAP88g+6slyBnvcJ+3k81jPthfBDMD90Zz8K8h05b6imBftorjPykvmFe0javcv8O1lEDFrNdqOv/5AuMAz6g8xHlZJy7PhWgvtzPzrmYr/md2Ezur5DfZb8YDvTMo36MT93HsL/AoG8897+O8W2XzTe0c94r1BfjxWe0pxoADJInCJsPlgJ9tOPZKZBj9OMo41civyfHAb3Mz5n03wB5XOGLaC9lPI28xP4lnJ/H/XAfBcwnXvp5BxvPeF9sXPUvAh7J5zq8P7KI++d6Xt4D2x8LQP6uGPI22icKv1L59Bcx2uqH/mR+tyfXj/De2jgteT6n2X7yZYxrPJ/7YH6fT7tMpT+uIS/TzB+f8j64zG+a67vTIa+gPdUI4CjaL7gQuIf71ORfMd4XwXuiG3D+bVivjHm875McV8487ZDH3M7v23wOv/+fY3I95h8n8Q/9mvPJo2PNuf4FtpNHOWeAivzJdwvHNeN6tYgVmKcasv8K17k79Yb57h/6A/Vu1Fv8gnYtKF+9ka/Z/an7KHM/irxG1mE7v1PQCXi0M9sZNxXtpX6mPWPAMvLAEvKx33mR5ZHkRYXkNTbfJpHfCPIL5w7un/xUsV1ZvWLU6wLtewmy2472aAss/pH6kn/Zc5PNIf9ut1uJp6w+GOcwzot2Znx6zVNG1llVmJ9BPw/zHoj+RN4HZf3Rb8bLlrsMqsMHMd+fBizF/dL77H1D3NRbPwXe/yVwG/3cw+859/J78D+99A2sd5z3vh/9vi3qA3FsPzD5W4OBD/Zj3E/fAh3yogDjScMvDKrIcaxf40uM20Hevgb7kkWnMW7EMeiXD/4uu5407cU1LhgMJbjon1KB+cvW4juVGnhyM9r1RuC1QxhPe8lM1MMisQxYpIHnoJfz3hdGDi84ifaZ/8T8y9BXjy7HOoVn0B8hXxG0V/zrwLaoN0SUdWiMeauIdZ6P48veMqi/OYv9y1Sgj+NKGN89L0LuyfrOxTwRZH4MlQBFS6DLOjRA/uoyrkvy3DDzYucVQM96oOJ7gEBdIP9DPdZ8aND3d9hLCp7jg/nAYvIRP+OtRF2pap0wsvwV+unh8AO1vRLjCugvPltX2/xM/jGP+pbDrrrd+6a/9LldWO+eY8DD57gO1yM/cCN8/0ihv038DHI+zl+Hcd4qC/4bSEf9KEbW2GFwjeX1D6E9iXW3YF3TjrwgMguYRXvbuv5d1tHvcn6i1Y+8M8R8p1hvLF4CLFoF1IwH8eQHF74Gfoz3HPU4/TeZqCx/5P2+jLwofZvQvwX3Q23g+V1kXu64EHJ4FGSXcSQnjfrg/cTLeyGvxAxuWlK/53V0GjcwKKKDMN7WyfHMy7ZO9ZHflPwNWPMjg7rqBOQQ+WPwz8AYebHiuRbRz4p5f5avgT6F0N+38zSw/2/8HuvXADHZ8t++1JP6Kp5LK/I4xfp3Mb9rebZmvPWRx3j53pX4ANdlfVDEezAvYvqdoZXUy/IXxseQ9VfarTN4utN8OcZvoR+4fK9RtE8/B3gecSXQ/q+QE3Bf5dvVkCfwvUlz/lHGq+Pwg0A25+1g3NxLXlaM9aVknln1GtchT5ajgTm0g7J1Vk+0i8eoF/mP8FB/+lU185BgPlas1yL2fnU0uKbiNuNXas+tBsvqCIPBPucxLpdxw09+6JD3XX4b7Q7vp/OaQd3mZfSHWEfVoT8p+mmEWPI+0NYVbZmPpdWLeJJ1SR/G9208xxDrggry/wLazfIeyfimGN9lDuQw9Y/wHcUlr89lnH+X35HsD/C9SZAPl/K+CvKtdeQXqh9wPu1j+YqH8SnBz3WzIGvekwDrB839fcG6QsGO4d/+gvZvNxq5z8ha1+PmljEJ9RA/Yw+n3rDuZs7X8KcWtyN/+zK3GlSLmfcuLgIuoH0FeKQ7GXkk6UAt4weXB10xst5b18heH/2+4y9AW++O2WNk+cZW6sv4M/ZVYE2+9yrGW/vuHsf4L7lOkq1DWUdE7bsf6w7HvhMlo30O/cxZxnmW55OvBnkusj0wQH8QfJ+SHK96QI7xnc++ezxEPZZvBWr7/oX8+69KnENR87oG1RjE2eTWyHOyQ9SMz2v6M/fHdwaX9yawDdidvGw/7fTxOqDiu4oP99pdeQDjph7nOozfmnW+Q1R8r7N8J4/1crAj1yWv8FIfwfdX65ca+UStRPwXScxrNchzj/4A/B7538kjb8zmO4N9r07hd2yedW1dzPO077p7VmP+m1sgfwgeoftWmHGqP/ipyvkI8y6Ad4vPN2DcpK8NVg9hHm+B+B4Yifzg/418w8t4oeh3DnlbLcbhdMarPIf7a4J2P+OAj3FUEIsZj3L4juWl/prfuch4Uht82de1FO037YA+Kfug975TGGfP0cu4MIpxzcd7kcP4r2C31rllpt2tsvH0POsp1HeqH3h19IQH/GEF1xMTr6Nq7zF2Ub3W0T6a/tTa/l4Qz33wfSuPfLs131sE75VgHHTt/X6E+4Y9fLvoB5LxR1o/GAxM4ntLV64b47tTjPnMh7zqriZ/KANfr2h/zWDsMvnIJdZTAd4v+3uYGAWMY3z8iu/popT1JN8NCpgfyu3vWbSDy/PUXYHVtn4kz1D23WYA5mn6i30vl8wbfr5/Kp6jB3aRM78yGImvY84p8TB4n4gn3w3RDsX8vs37LuNhmPcpNB7tUepfl78/lLN++Zg8zdrFR96ouF91P2SH9aiPecnyZ0V/b0FeIhpS34Hb/wvUHtXaAQAAAAAAAAAAgAAAAAAAAKAdAAAAAAAADRsAAAAAAAA=eF7tV+k3lWG0R5RIZUrmkPFIxoxnm4nMjnl2HPOckClCoRIZkiJEUnHeUiJ5TEVkypBZSaKJTJmie77cu9b9cO/9B+7+ttd617ue/Xv28xuoqP73uvbredF6Gwb/U6/bZdcyZo2Btddw81K8PQjdEaafTsHAkUjqObDPEqh7u0cZWDGYmKimyt/SgE5Go8PyxrrQxIwYnSNx4C0fObmyF4MPU1s2l9c1QN66UfhDcxU0s7XwyZmSgFimRZ9sYgKsPqL4t/rSaI0nQzAckcGbKao1tMv9v87xn1X80Y9uUBqDlyvbcu4GnhDGtcOFJ5+GzbGFgBtXcDA3JrDE+IMM5/9R+x+p0YZGz83bnw1NgPvju/dt5nLIXei4vpcCBjEzvm33SzXhyoU0O+oADGhGxdhcB1Xh/8Lj/+odnmWUeM5j8DzqapnYjjIMK7EL+U1g0Fq++j7/jQ5ozvI8MqF8z6EAmYtJhtByM73JhUzpY5TK/pmaQq7R1mmDfAweb1o2/I40h2v6lpxcgWRwKLXpOhFFAs0vJbORuWT4w1x15ZaYB2R+NvjR5kyGSAPBqcxmG3hNXL82QCZD6OSkEsZjAWYpPSOqw2Rws2Z5M9ptCDUHj6zaMmPQzCB+gKYYByO4bpekfRh88RA+pfRLCozsBux4f5MhufTyFTlHLTA9XnBq/C0ZqlcStzpHzCBk7pF++wsyXLtJN3I03AGO1mfcfrOgA006Mk+N0//gjXd69NJLzUF/o9I25a8yqlt2CeM9Yg5fmSamMvCnUB6a63lgi8HndA0+krodlJX7CbW7UPDh/9LclGMDXPuk3rf5YUAd21AA21YQs1vB030eg6AkM/UnZwnwmTb5G5XgGXi5q17zbFgE5alt6QvmnAa2YKp4XONRFIp3/xH8SA+W45cMs4V/Npz342BRjdCFHOmY7eUqVqi8Exe6IK8GVev+2rk3xOB+zZ3nd2ZwoGQ79GSZyA+rK69sru11gF9LFUmM3uYo1cc9g8/EC275WMh1zzkh0qRd5EpHCAzenwuv6PRAjJnFgqKnzkN++8DwCUFf5PUcc7tYdREGPBU++WQHIWmNS+2luhlwXXgWW44JQQ2CnnT3DckQtd1A4gs9iMI7VT+6mGAwmV4lJrDPHiw9S6i3e42gpOxmT+GqEJx8f/4dlZUe3Ei52SeVjUN72e+6KT4xBJJfaZIsnRxKSGchqPwjg0eXnk1toBp8a898JUV5b+Mn/10rMZYBXemw7gzK/V40cXUiaIlAk+L+PjlKzx7Xb4NKpCFp1+gAt6sJPFSfPtcaIIka49fy1eqM4OrAJ949NcdQ+Kd6VvlCQwhwGCaQR6hRjfXnklhVAyA3nxt/4coCavsuvlYtIEPzlmyguZoznNALq/ydT4bclIsNIcVWcG+YWkmBsj8T/oYVnUpGIC4WcWPopAlk2UaQkqTlUFHDwBW6YRMo7U0R/IOXRbPRTomc02S4V2Eac/MyCZhxh64FUWOQO7Y6+DbJE/58OLm6fAiD0/0lGfeGPUG583iE+jEMHij3lfM0eUJcTkSeFGBgVpo4sLZNAutmwlj0GQwKk+e+D+mSYFNmcaKdsn8tp2c4FdU9QGF/b1EKCYPIS5ErSj/dYahrKNQrBINv3y5xM6i5wZ1Wq2eK0RhI5+681Ih1Bvm7mQllFzHws1vst3e1hxRPX0X8JQxUhstv7Mu0hoxRhSa8jzE43/219xiSRI/wz18uiBnCSiTNVRdTHGK02td4zFcXaPhtL9AoSyLtIWnPmigKLxIfLth7nEDOSrUHRu2U4HpLcetgpxQyd771U1xcGrSOyLF6uUmh1m+MdKc5BIFRvfhLzB8cklr0NMpVOwjsdkaEWmFR5KrX/T7zTic+98uq/IDHMdR5nUdMlWetYbgym8FGjxlR/X/9t2o896RZ2osMCfHmJMYGZ8AKFys7GsigZC/yYeWBGRzcnC79J0UGY/yb5iqKHgVevJ6Z8pcMHXRCTkf7FYEhyvdGyyQZFAnzEl1ndGEy+jn9bCUZ0mqawmlVrUHgcGHHuwMYVFjlptQEKwHe9hGn4ksyaJi0HrO0NoNG3COWW3QYOOcyvU7ei4NHndGrEurGYMm/eTa0WQq9e+1XP6l8Bg73d2gM/hZC84bG5189MICWF0beuTOHUfXBJ+9E+PWB+PSHvGqxIIS9FSE9/qUPKSqiGdVDW3ifZY4x17fGMGGTFksykEZ9zat2yhNGsH/cvy3vmyTa0DowSFg2guHjrmvj6uLo1PEj8j9XTEFJZtPQX0oR3cR3tilm6oOW4GXHyOL9KPODxfOH9CYQ8v5wBIOxAiIXuRNZvDG4Os4z+DLLHTJaLsuwmGOga7too/WACAmaXsmLOAw03IhhJVc8gDmuYJ1tlQw8iWybVS8p+u5t3Gz6gQyvuhPMq+Ot4I37zo+GeAz4ePFY8rILHJ87VyHSjkGXmkck/T5TeNuzfJ+XgidzvhjLkLoycE0Um4ZnYmArXNvFTm8Hw+5HBXGmGAis7UkL9ReHSrl8ptAiDJ7dVhmvWDsDSpyaIkPVlPMx19UHhVpA4lLbc7pHGLzzGnD6FWwN3Xy+IYX1GNA53p9ZE7eAeOsab/9bGJwr657W1bWHb/Txiib+GJjafF9TAT2wGt0wY6bwyZ2AkyefZqlAVZPeiRxXDH5PrRRfuGILLeR5wuIQBnWCsucyrugBB5+Vc18eBn/FQ5TYpgnAUzylEd6MQRmBiyO7ywC+v4jPLJXBgNcBc+wSNQY2TpaPbnwYTO8qjEoSJeF60KsPc+tksGTrZr/Uewb6bR/UdQxisPbxwJdJGnlQJ+1ciFOn8Fmm3N9geQ8w5J5xfeaGgY9nCFWdmBt4MZPy3UIx2Fzev571xRWOvHr96E4yRY/Zj/qFBjuAFC77uaQRBsZ/vAIDXdzg6Ydw/hIpDHpLd4hsVW4QLDZV2i2LAcEs6tKSsB1ct+QU7kjFQO/3mGrlgCNsMu4Qn9zFILyxjtsyywY+kOPjTXko8xXRbjQ3akP9VIJM0DkMlI14uTjc3IC/4jHd9hgZ6CeTjj21cYbyjwNrJyn6JBE2f7wmyRpIHJxf7xzEYHkZn5WGEeFFnpMZxolBSaFWlGafB0VHpV/uy8AAtyRnI9bgCEkj5qeOqGKwN/DvmyeWMlA0k3xgRQSDuY46ZU9WOZBo8t4TTtGPt4lvjw0ZusK5AX9Om3sYJOKFmhbyCXBDk5nc+gCDRgG5eNevlnBYyMOnhHK/zz9wJ/m8IIL7+5dGlhS/GNdRrhALjkC8aurqm0P5n4+sxbaEA7yNkMiricGgnsHKlmZXCO6InVZLoJwvNuH4JM8fDsg/yNjykbLfEeya78MOu0KOYYTZaCtl3uZgj851FXD0jx9cv4ZBaXIe5wnVM1CRWBr6Nl4DjLbGEz59O4aIzGa4OnEhaOS1GtziFUDvWF62bzuwAPP41m336I/4HqFugWcROmDR1pvTXkGDWjLSWm5pZuOJjP6DaolH0YNwv9/7TU6D1X1N39+sQohf85BNxsR8w12REs7Gpe0GR8/K4j4KnxyfueJaFMiNRARmbXZWNGFLspn3APN+xFKelUOQUQfP0d89BT1NeG6OCrnKUSWwGL8jYN+62vDc52/UJK0CHN1flZuRtob/0Xgb9YWoAfvDbVGVuwxgVsA+ES0tCtwmvD9bJgfxxQTtu1INJ4FRcEeCcYIKRSyFv/CT5YQchoWI2PKVBm0asD75eBovfUs4VlJhvmH69o9Dp2y2G0pWQldphelRZ9fJPvlCOah7+7kuLoMZfM1kvgkMH4R8Ky1nhm98qDViTHESscLuHI+fdNxhRNPy+/zmjBK0df65+ixHAO1pN4xPbdQBmXyNHQVmAfSs1YZpioK3b4AuaewsCyqidj4a1i4Nt/U5JGhmBNCteez3WT8u+PSZc76W4S8+PSdfiLdGC+otQ6Njlbfx3bbB7nfHNeDT9aYf0nd5QVujv4QYYwgit7cL9vKLoDS+/UxoQBSm1Y9lGT/dwF+Ua6m+F/EdH9JD1/CK5TDiP1RA+JO7i68aKlYcuk6NSOOF84vFIqAgPum3dpQZZZ7d+LBuqgMiBrONa00cyCXjqSTdQyWwIjUJTeOZ0bVgTav+9gOAX1D89ICc1kAMxV27rrDacLYmJpbZfy+iKqSvZQqVhfExJtW2TjbUk2b2q5oDg+xzm1miU27ggoh+lXKUfLV6fvNdiBfgus5KyRKkocMv9gC7lyBKYw3h9WRUhpfSVYU0gcqIPo7w8ZtCJDRa25bvYyWijG+NSn7nNOHjPtJSxF4R9Fvh3FF6Cv/0vjVNavFyh4pXqbKa4VFwm3h/bp7JDYX1hxnU0FDeG7e16P06b/BVnrr7k+EI8M/e603SPolGA1Ky+40pfLvF8WvN2xHMR5Tb424YQr92TwnLuALyrKIvD5yuhDNzze52o75Q7iz25oZTNDzzuZnXqOyL2LcDFQoVBOCQQuR7+ocCyDWbLYORrQoiyluuMU0HgImh1DFDqjiIuM9HXXjZF23nUxN+c1bBmv3c0PDRQOCMcj4vTh0PXjErzHpJPoil1Prh+EQlYL9pUxeog2DvXburtofiwfmZqGqSnC96uMOz5BgZAjLWhVyRUl7o0qRFJtvtUEjfM19A3eiFWFeesLy7HQ+9unns+4/6obCYwD/Z9Wdh4OdiZ7yNN/pxHf/0nVUCcOBSDqQ980WtdfPRceth4Hv65235JS9UfyG7edL8Igj+jj0y+MsbeSafiKMTCQcf57BTrHWeKO1F7neflUD4ee9SULaLB9Krt5e6mBAM4vwGi70BRPSQQbaS7Zg31N+wTS3YckVVEfd1ZzZ8wNhgyFFMyhX1E6J1nGQS4eToAw5xGm+UOfXwSqowESK5rjFyPHFAbkWrZo11HvAkPKAbZO1Rp+C4Qf8zP5goOiQQdtsZJXRWG63beYMzfjD/Th0RNQmMmez3cAPnmid8ArGOyMfrsQC3lwM8yJk4cKrPmpIvtFs5+D2h/fH4PS5/W1TXfbJn0T0AnMJSb0bcdkRiZSuJfz284OtsxIcyV2vkFtGnVCceBI34zRGV5/YoDL1+F553Fqq2l3waW1wRzk4yWPS3NvQ6WC09jhNG7Um5LEJOrrAU2XzrkC8BSd3h68StVMK8UfhWd1swNG0pN+LnKiH4pPAky4VgCOahmU2wswWmS/8+O85ao0oOh+SsRgvI+keouUJlgfYRpJgqb3nDWj/5ZgeegEL3/Zp5kOUHaacYDabUSKgQ550/9L0SSL9+8UjIhMBRl49PWHjdIeltEmtBmhkqb6ciUimQwfMQcym3VBB475vVD9UiQ9JHz70pQYGgZczR/XwjDEzNBxJTqF2R081rXX9io4EjynzryjIRxTX/lHruawbjYn+5hSvMkaz4a7ZyYyuwVi/8gZOzRvRn760shlH0+E1MeV2HPdjY0kr84j4N7i6hOYaiZ9ANy603BsNn4Bz1pbG7zGdQm2cOYaReA2gVPt1ifqWNaHbxhPxCd6B9etBh5pERYk2Me/bwmQ+EdJC6Q/ktEFOB4JwwRc9/ODmOChR5QzBLKDXrbCVkFyb7ZaoFQxubSjSVIxnSnTxVWQgBMH55/BRB1RskXVR/1wVboKLahDv6g2R4MOeQfYPsB950r55oyJJhwciLp7XbD06g7WcdbwiwxWIyxXtfBWVnYJ+UKTnr6dyIa9MlPfR6ceVIlbUOFN1LrryWaIBa/GplYmXjoPHyK90kEhGFnvGe/uKRAg/YJy0VGL2RRZmGnL/OLl6+lpctE3EhHNs76fwmd1AJiR8U8ziNXqT0XHj1huI/P8y+IGT7w6N93xsDechw3u/CCX7hQNjkKr8vUuQLvRGhL61/mKJFvZVmWwtt6I+cUHJY00Jjc1vRJ45iIDTFGKwn5AMrAoecUmNDwGl1eUyl3xoFx7Bkveo/D63vTLfYhT2QAMN4eM8Be2iwVN5YyDdERU/3LNwwMgWFne1YhscGKK4tiS3PSxeiXTs6D/Booijj77W/L5HgLuHq5dkH7gg7jh9Y2HGBVmKgeOCqMzJOv8s+kWAP0/MLb1Yz7ZHLfZIqcY4AQ0Z5aRKHrVH36lpdiqI7uDfM3wvIckXc5Z+/hB8mAy+urP3Z7SC4nv3oY9GAObzJ5vPee1gT0W/xyuwflQd/4Njju0cFiRnm6slT8vWx43wvZXe9gJE39vh6FgUvBhuHnAJvwOvHzbhTesmrKl/O8QeAjJDR3YA7ZNAmspiNpgbAv9IrWkVblfCJ2WFlty0I2k62eHqkkGFuu/DVvgg/+B4FN3r2YKCmln3p1h1v+PmkPLiMokcvebNDY36Q4MUNusXZUxhkzdGuRW8QId71hZl6PxlOlL8IuxrjDSqRe47YWbpD+nFqt7+lOogb6K42HDSHouRd5c82+miSdldLqtQcOuDiUvEJM8Qg/Z7NhNMIeNR52cXun0FsSh/3f0i1BsMx8jGa85bI5/1bbTtbMwiRCHiG17VAVQGu19iOyIL/XQnZVB9VdIXvFDMP7hpEZPdQ+c96IZuVBYsNCp/rpRtF0n9zR317hfe/uGULfb84eL59wiPt8utZpdfIcNFwb5jbPz/AVxetJMb5QszDl4TY38ZohBX9CabkiZxi4hs9cVuIc56Sj+Si+PXXZraa7j7wzWXoay0ig7pF64vY7/5wcZggOa9E8esNy9J2w54wE6Tj7ftVD1p/dXzKogF0bTidzKONQTuSm+Z+QvGXQqyiigQMaF7c7uJncYUPwR02dyn56HSYP9+Mizv45KXK+JfoQnXN8K7CYz20Vhyg3GWvD2l5cVE0VkYorFfzw/JRMxjbbz0566aEHnzy8Lo0owWkm9eTM6KlUcCaeAN1hysEGBc5bdBpo+vVQ89zt+wgBibwlYbaqB6Sj1rG6UBB7VzozV1Ai5holRrYwZ9HDp3GlRqouvpESW+8DVSUzt9T3dFDB/+92rlQaAE+vfcF+/TUUKfCo7cBicowIiwp92ZMDjUoqArw7MdARrPg8vkEXzCban16URiDPmTI88/BGzRrO9u2KPPnOdrfGgh1hRGcr4nxVhW0cFtnTM35w/1q9pPXzAUgGjeLC9STRjc7TjCG1IeAX35Vw2ldW+Q+MhW8II3Bm+WSixJpbiC5VhFX6kjBU0VCuL/bHqw8apTABwNY98MOa7hCdn9WlO7RZEgW2/ZuavJEjhJDr4L/XILS/keivDKeSKtnmGOPXiQ4iep4Hx/1QObMVVYjamchas31xsprK8T41PVTeUUMPNFvVj2Z54Kuc5YNmH4jw0MpVnxjtC+YzwiNawwIwdqXgaz1FRwKNTGmsjizg+fV+ezdQyuEsvf2Vhl9JgPh6kgKKvWGxndhG5IH9AFXITLx+ogE6qL/RXwvZQWnLn/+l5Zvji7v/3tJLNEdWr0JU12jrgjrkRMZyRCGUO4cpkN68oi9vmXSZUoSsOfQsv5CGZk6WhnbMClBQWjdu4HHmkjbJ/Ee31UZsNdf+tjOpoT+ZpCnht/iQThCfNdFQxtVzAe9pL4eDJNWNqsBtbYonY/tm66KC/AK3MNxERxRnk30dGJxJihpTlMdV/VEIxpdzrlSERDZnP5d+gsJpeF3vNZ2EkG+w4DzBr0X2q/N1pAu4wnXKzc7jEluKOUMsWpKhgwpLLRX1BuCYPUmb1mlLgb69bVLffecwUAiviD9ix0ovAq46XNGC11/qqI/ExYOG3r+Grrczsg3pFbnJSiC3der6mNCimiUyqLJ1tkNWsc+JvIUWSB/K0y8/p4vhGY7lA57e6D3mD49lQYGFUcF6sJ7SDBVNjRLqnUADUcbW0FzB/TDVO79gdPOsGey4vTjH1Zo7Iz71vvwEPjUUlv2KMMd6fW0fx1lqAIs/kLe3EYw2Px6wWUjToZ3HxXvPScHAavRs5w9ljbg/zSG/3i6GTr0yYD74Vd/qGrLr1Pu90APnl0yCFsgQy07OeEDux+YVSOtqxIYiNGob4qZeoIcTihcIzYUPGpsxgTT3NA1k/HHg92V0LX2ru/unWCgsYtt+7AYBEMsf5uoHnuikveqvVRiZLAQWh/yIvvDt9UEoS/5ZGCkTSkbjPKF6vYpYUeJKpCpM1zNdAqEYPupzAP/bOHL0phirIAJUny1bo6zJcPj3b0VX+n84FLvVmxaGxniFPQt2J29weEdw5vHhoYwd7uMiaVQE/EWvMRNintAaTep7LiYG5oepRVtV1GDGWWrGyNEbYpfTP9x65s5HEvYAY40HTR4co82sYLiDy5vWacZBEDnWzo3nIgn2PQRj4medEHvUrkiwrnIoL8+f6eEKRiUmUdoBYx04HXNV8pKKSC6gMgKtzEy7HKE8Rg2+EJXzQTVepkZqJvcxo7EayKXPJ8UZgEM1r4O4RtFiPCe9rHDFQpfq9ivlR8qsEMsG6zMIn8SoWquG3hGSWjoSZTO6GkK33ypKNkS84AF9yjmSXYM3pvuC9rRJAFi3hZeNzeHFs2gvVxLcohFP7tqqMICpN4zNH18RUCEqNyfn5kp+b6PRqX6ujcUC3PPRjarQLkkC1OAsxBqNObudN0yAtrsfkG0YYb4L7DerXUyBen4s2xB83Iopbs/U0rMGm6PpJyaXFJET6KxoyXfRaCoqryDfeEYIr3+1/v0Mhk0RaYu1Gj5AkPSHXO0SQbHkLWqdmY/6K68fqU+EgMjNnHVljM2MBv37wzrvQzgE/WJO1dCRP12LKxm1hgU9gik/aPMl/bRblmpUxuY2qdazB9LIEpMKIxndgE2ydRxVSc7RDc/zi5iOdqgtVRJkzp/CM0Mc9BRrenC6dQf4tMZp1D3uFz1owJG4BTrtsik4kC47O9FXMfl4H59NrcYJX+lLao/HDTThdnLPz8cHJRFJkuImHqVotcdfOlFs6fQPxpxYj01L3TK+4vrucogNbE10cs66sBNPb4Ub6SElDcy0SIpAhaKiwLvNDkiTZmDioltybBNe+vST2YPlHp+AEvXw+DU11zuhHkSCIiQFqT+asPXcluOX24GqMxuYze9kwyuXXqbewV9wbatcYfWG4OlDamcbAcHmBUOoG95ToYPmxJcOE9PKIjo7GAkYlAjUF3oPu8MF3KDo5zfW4IFTd9w4YoCwtnzjJ2HXby0dyq12GdhRLB2yJN9SQCbQ/nOEib66J189SndflXo5FqnyWWSRf7aY8vF/Jpwt3xYx5NKG/0Hn/JjLg==AQAAAAAAAAAAgAAAAAAAAEA7AAAAAAAA/jcAAAAAAAA=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eF7t2DkOwjAUhOGwEzblBByGnkNA2K4Op6BAaUYMUYLjyMrv8rPkwh5b7znLPmOUfR9j4xPjU+Mz43PjC+NL47nxlfG18Y3xrfGD8dL402zcS7w6D93/OtflQ7uebyzXnNS55qeta95iuea5rWvOQ7vel9C+a+hF4n4M5Ll5T0L5ad+tnwN52dAvHfs1cb8NzO/4T39E9qruqeb/da2j+natu1Jzrd/auvYLOI7jQ3Xtc3Ec78/1vwjHcRzHcRzHcRzHcRzHcRzHh+xvEWUqLw==AQAAAAAAAAAAgAAAAAAAANAOAAAAAAAAYA0AAAAAAAA=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AQAAAAAAAAAAgAAAAAAAAEA7AAAAAAAATzkAAAAAAAA=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AQAAAAAAAAAAgAAAAAAAAEA7AAAAAAAAJQAAAAAAAAA=eF7twQENAAAAwqD3T20PBxQAAAAAAAAAAAAAAAAAAPwYO0AAAQ==AQAAAAAAAAAAgAAAAAAAAEA7AAAAAAAAbDcAAAAAAAA=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AQAAAAAAAAAAgAAAAAAAAGAbAAAAAAAAMwAAAAAAAAA=eF7txTkOABAAADC3///YYLRYkEi7NIYpXj59dv788uhq24dutpe7bdu2bdu2tx7HPxUBAQAAAAAAAAAAgAAAAAAAAHAsAAAAAAAAeBoAAAAAAAA=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AQAAAAAAAAAAgAAAAAAAACBSAAAAAAAAVREAAAAAAAA=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eF5jZR0Fo2AU0AMAAFOVER0=
+  </AppendedData>
+</VTKFile>
diff --git a/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.gml b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.gml
new file mode 100644
index 00000000000..fcace70baba
--- /dev/null
+++ b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.gml
@@ -0,0 +1,38 @@
+<?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" xsi:noNamespaceSchemaLocation="http://www.opengeosys.org/images/xsd/OpenGeoSysGLI.xsd" xmlns:ogs="http://www.opengeosys.org">
+    <name>shear</name>
+    <points>
+        <point id="0" x=".0" y="-0.0005" z="0." name="p_0"/>
+        <point id="1" x="0.001" y="-0.0005" z="0." name="p_1"/>
+        <point id="2" x="0.001" y="0.0005" z="0." name="p_2"/>
+        <point id="3" x=".0" y="0.0005" z="0" name="p_3"/>
+    </points>
+
+    <polylines>
+    <polyline id="0" name="bottom">
+        <pnt>0</pnt>
+        <pnt>1</pnt>
+    </polyline>
+
+    <polyline id="1" name="right">
+        <pnt>1</pnt>
+        <pnt>2</pnt>
+    </polyline>
+
+    <polyline id="2" name="top">
+        <pnt>2</pnt>
+        <pnt>3</pnt>
+    </polyline>
+
+    <polyline id="3" name="left">
+        <pnt>3</pnt>
+        <pnt>0</pnt>
+    </polyline>
+
+    </polylines>
+
+
+
+</OpenGeoSysGLI>
diff --git a/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.prj b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.prj
new file mode 100644
index 00000000000..31f37d598f5
--- /dev/null
+++ b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.prj
@@ -0,0 +1,316 @@
+<?xml version="1.0" encoding="ISO-8859-1"?>
+<OpenGeoSysProject>
+    <meshes>
+        <mesh>shear.vtu</mesh>
+        <mesh>shear_bottom.vtu</mesh>
+        <mesh>shear_top.vtu</mesh>
+    </meshes>
+    <processes>
+        <process>
+            <name>PhaseField</name>
+            <type>PHASE_FIELD</type>
+            <coupling_scheme>staggered</coupling_scheme>
+            <integration_order>2</integration_order>
+            <phasefield_model>AT2</phasefield_model>
+            <energy_split_model>OrthoMasonry</energy_split_model>
+            <irreversible_threshold>0.05</irreversible_threshold>
+            <constitutive_relation>
+                <type>LinearElasticOrthotropic</type>
+                <youngs_moduli>E</youngs_moduli>
+                <poissons_ratios>nu</poissons_ratios>
+                <shear_moduli>G</shear_moduli>
+            </constitutive_relation>
+            <phasefield_parameters>
+                <residual_stiffness>k</residual_stiffness>
+                <crack_resistance>gc</crack_resistance>
+                <crack_length_scale>ls</crack_length_scale>
+            </phasefield_parameters>
+            <solid_density>rho_sr</solid_density>
+            <process_variables>
+                <phasefield>phasefield</phasefield>
+                <displacement>displacement</displacement>
+            </process_variables>
+            <secondary_variables>
+                <secondary_variable type="static" internal_name="sigma" output_name="sigma"/>
+                <secondary_variable type="static" internal_name="sigma_tensile" output_name="sigma_tensile"/>
+                <secondary_variable type="static" internal_name="epsilon" output_name="epsilon"/>
+                <secondary_variable type="static" internal_name="eps_tensile" output_name="eps_tensile"/>
+                <secondary_variable type="static" internal_name="sigma_compressive" output_name="sigma_compressive"/>
+            </secondary_variables>
+            <specific_body_force>0 0 </specific_body_force>
+        </process>
+    </processes>
+    <time_loop>
+        <global_process_coupling>
+            <max_iter> 10000 </max_iter>
+            <convergence_criteria>
+                <!-- convergence criterion for the first process -->
+                <convergence_criterion>
+                    <type>DeltaX</type>
+                    <norm_type>NORM2</norm_type>
+                    <abstol>1.e-1</abstol>
+                    <reltol>1.e-1</reltol>
+                </convergence_criterion>
+                <!-- convergence criterion for the second process -->
+                <convergence_criterion>
+                    <type>DeltaX</type>
+                    <norm_type>INFINITY_N</norm_type>
+                    <abstol>1.e-4</abstol>
+                    <reltol>1.e-10</reltol>
+                </convergence_criterion>
+            </convergence_criteria>
+        </global_process_coupling>
+        <processes>
+            <process ref="PhaseField">
+                <nonlinear_solver>basic_newton_u</nonlinear_solver>
+                <convergence_criterion>
+                    <type>DeltaX</type>
+                    <norm_type>NORM2</norm_type>
+                    <reltol>1.e-12</reltol>
+                </convergence_criterion>
+                <time_discretization>
+                    <type>BackwardEuler</type>
+                </time_discretization>
+                <time_stepping>
+                    <type>FixedTimeStepping</type>
+                    <t_initial>0</t_initial>
+                    <t_end>1.0</t_end>
+                    <timesteps>
+                        <pair>
+                            <repeat>1</repeat>
+                            <delta_t>1.e-2</delta_t>
+                        </pair>
+                    </timesteps>
+                </time_stepping>
+            </process>
+            <process ref="PhaseField">
+                <nonlinear_solver>petsc_snes</nonlinear_solver>
+                <convergence_criterion>
+                    <type>DeltaX</type>
+                    <norm_type>NORM2</norm_type>
+                    <reltol>1.e-14</reltol>
+                </convergence_criterion>
+                <time_discretization>
+                    <type>BackwardEuler</type>
+                </time_discretization>
+                <time_stepping>
+                    <type>FixedTimeStepping</type>
+                    <t_initial>0</t_initial>
+                    <t_end>1.0</t_end>
+                    <timesteps>
+                        <pair>
+                            <repeat>1</repeat>
+                            <delta_t>1.e-2</delta_t>
+                        </pair>
+                    </timesteps>
+                </time_stepping>
+            </process>
+        </processes>
+        <output>
+            <variables>
+                <variable>displacement</variable>
+                <variable>phasefield</variable>
+                <variable>sigma</variable>
+                <variable>sigma_tensile</variable>
+                <variable>epsilon</variable>
+                <variable>epsilon_tensile</variable>
+            </variables>
+            <type>VTK</type>
+            <prefix>AT2_OrthoMasonry</prefix>
+            <timesteps>
+                <pair>
+                    <repeat>100</repeat>
+                    <each_steps>1</each_steps>
+                </pair>
+                <pair>
+                    <repeat>10</repeat>
+                    <each_steps>1</each_steps>
+                </pair>
+            </timesteps>
+        </output>
+    </time_loop>
+    <local_coordinate_system>
+        <basis_vector_0>e0</basis_vector_0>
+        <basis_vector_1>e1</basis_vector_1>
+    </local_coordinate_system>
+    <parameters>
+        <!-- Mechanics -->
+        <parameter>
+            <name>E</name>
+            <type>Constant</type>
+            <values>6.0e9 13.8e9 13.8e9</values>
+        </parameter>
+        <parameter>
+            <name>nu</name>
+            <type>Constant</type>
+            <values>0.22 0.44 0.22</values>
+        </parameter>
+        <parameter>
+            <name>G</name>
+            <type>Constant</type>
+            <values>3.2e9 1.6e9 3.2e9</values>
+        </parameter>
+        <parameter>
+            <name>gc</name>
+            <type>Constant</type>
+            <value>0.5</value>
+        </parameter>
+        <parameter>
+            <name>e0</name>
+            <type>Constant</type>
+            <values>1.0 0.0</values>
+        </parameter>
+        <parameter>
+            <name>e1</name>
+            <type>Constant</type>
+            <values>0.0 1.0</values>
+        </parameter>
+        <parameter>
+            <name>k</name>
+            <type>Constant</type>
+            <value>1e-8</value>
+        </parameter>
+        <parameter>
+            <name>ls</name>
+            <type>Constant</type>
+            <value>0.0001</value>
+        </parameter>
+        <parameter>
+            <name>rho_sr</name>
+            <type>Constant</type>
+            <value>0.0</value>
+        </parameter>
+        <parameter>
+            <name>displacement0</name>
+            <type>Constant</type>
+            <values>0 0</values>
+        </parameter>
+        <parameter>
+            <name>phasefield_ic</name>
+            <type>Constant</type>
+            <value>1</value>
+        </parameter>
+        <parameter>
+            <name>phasefield_bc</name>
+            <type>Constant</type>
+            <value>1</value>
+        </parameter>
+        <parameter>
+            <name>dirichlet0</name>
+            <type>Constant</type>
+            <value>0</value>
+        </parameter>
+        <parameter>
+            <name>dirichlet_top</name>
+            <type>Constant</type>
+            <value>1e-06</value>
+        </parameter>
+        <parameter>
+            <name>dirichlet_bottom</name>
+            <type>Constant</type>
+            <value>-1.0e-6</value>
+        </parameter>
+        <parameter>
+            <name>dirichlet_top_time</name>
+            <type>CurveScaled</type>
+            <curve>dirichlet_time</curve>
+            <parameter>dirichlet_top</parameter>
+        </parameter>
+        <parameter>
+            <name>dirichlet_bottom_time</name>
+            <type>CurveScaled</type>
+            <curve>dirichlet_time</curve>
+            <parameter>dirichlet_bottom</parameter>
+        </parameter>
+    </parameters>
+    <curves>
+        <curve>
+            <name>dirichlet_time</name>
+            <coords>0 1.0</coords>
+            <values>0 1.0</values>
+        </curve>
+    </curves>
+    <process_variables>
+        <process_variable>
+            <name>displacement</name>
+            <components>2</components>
+            <order>1</order>
+            <initial_condition>displacement0</initial_condition>
+            <boundary_conditions>
+                <boundary_condition>
+                    <mesh>shear_bottom</mesh>
+                    <type>Dirichlet</type>
+                    <component>1</component>
+                    <parameter>dirichlet0</parameter>
+                </boundary_condition>
+                <boundary_condition>
+                    <mesh>shear_bottom</mesh>
+                    <type>Dirichlet</type>
+                    <component>0</component>
+                    <parameter>dirichlet0</parameter>
+                </boundary_condition>
+                <boundary_condition>
+                    <mesh>shear_top</mesh>
+                    <type>Dirichlet</type>
+                    <component>0</component>
+                    <parameter>dirichlet_top_time</parameter>
+                </boundary_condition>
+                <boundary_condition>
+                    <mesh>shear_top</mesh>
+                    <type>Dirichlet</type>
+                    <component>1</component>
+                    <parameter>dirichlet0</parameter>
+                </boundary_condition>
+            </boundary_conditions>
+        </process_variable>
+        <process_variable>
+            <name>phasefield</name>
+            <components>1</components>
+            <order>1</order>
+            <initial_condition>phasefield_ic</initial_condition>
+            <boundary_conditions>
+                <boundary_condition>
+                    <mesh>shear_top</mesh>
+                    <type>Dirichlet</type>
+                    <component>0</component>
+                    <parameter>phasefield_bc</parameter>
+                </boundary_condition>
+                <boundary_condition>
+                    <mesh>shear_bottom</mesh>
+                    <type>Dirichlet</type>
+                    <component>0</component>
+                    <parameter>phasefield_bc</parameter>
+                </boundary_condition>
+            </boundary_conditions>
+        </process_variable>
+    </process_variables>
+    <nonlinear_solvers>
+        <nonlinear_solver>
+            <name>petsc_snes</name>
+            <type>PETScSNES</type>
+            <max_iter>50</max_iter>
+            <linear_solver>linear_solver_d</linear_solver>
+        </nonlinear_solver>
+        <nonlinear_solver>
+            <name>basic_newton_u</name>
+            <type>Newton</type>
+            <max_iter>200</max_iter>
+            <linear_solver>linear_solver_u</linear_solver>
+        </nonlinear_solver>
+    </nonlinear_solvers>
+    <linear_solvers>
+        <linear_solver>
+            <name>linear_solver_d</name>
+            <petsc>
+                <parameters>-ksp_type cg -pc_type bjacobi -ksp_atol 1e-10 -ksp_rtol 1e-8 -snes_type vinewtonrsls -snes_linesearch_type l2 -snes_atol 1.e-6 -snes_rtol 1.e-6 -snes_max_it 1000 -snes_monitor </parameters>
+            </petsc>
+        </linear_solver>
+        <linear_solver>
+            <name>linear_solver_u</name>
+            <petsc>
+                <prefix>u</prefix>
+                <parameters>-ksp_type cg -pc_type hypre -pc_hypre_type boomeramg -pc_hypre_boomeramg_strong_threshold 0.7 -ksp_atol 1e-8 -ksp_rtol 1e-8</parameters>
+            </petsc>
+        </linear_solver>
+    </linear_solvers>
+</OpenGeoSysProject>
diff --git a/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.vtu b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.vtu
new file mode 100644
index 00000000000..80fa1ff46ec
--- /dev/null
+++ b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear.vtu
@@ -0,0 +1,24 @@
+<?xml version="1.0"?>
+<VTKFile type="UnstructuredGrid" version="1.0" byte_order="LittleEndian" header_type="UInt64">
+  <UnstructuredGrid>
+    <Piece NumberOfPoints="474"                  NumberOfCells="876"                 >
+      <PointData>
+        <DataArray type="Int64" Name="gmsh:dim_tags" NumberOfComponents="3" format="appended" RangeMin="1"                    RangeMax="7784.0000642"         offset="0"                   />
+      </PointData>
+      <CellData>
+        <DataArray type="Int64" Name="gmsh:geometrical" format="appended" RangeMin="1"                    RangeMax="7"                    offset="15180"               />
+      </CellData>
+      <Points>
+        <DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0"                    RangeMax="0.0011180339887"      offset="24536"               />
+      </Points>
+      <Cells>
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="39716"               />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="67760"               />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="77116"               />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
+  <AppendedData encoding="base64">
+   _cCwAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOkDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOoDAAAAAAAAAAAAAAAAAAABAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAgAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAgAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAgAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAgAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAgAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAkAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAkAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAkAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAsAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAsAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAsAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAsAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAwAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAwAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAwAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAwAAAAAAAAAAAAAAAAAAAABAAAAAAAAAA4AAAAAAAAAAAAAAAAAAAABAAAAAAAAAA4AAAAAAAAAAAAAAAAAAAABAAAAAAAAABAAAAAAAAAAAAAAAAAAAAABAAAAAAAAABAAAAAAAAAAAAAAAAAAAAABAAAAAAAAABAAAAAAAAAAAAAAAAAAAAABAAAAAAAAABAAAAAAAAAAAAAAAAAAAAABAAAAAAAAABAAAAAAAAAAAAAAAAAAAAABAAAAAAAAABAAAAAAAAAAAAAAAAAAAAABAAAAAAAAABAAAAAAAAAAAAAAAAAAAAABAAAAAAAAABAAAAAAAAAAAAAAAAAAAAABAAAAAAAAAE0AAAAAAAAAAAAAAAAAAAABAAAAAAAAAE0AAAAAAAAAAAAAAAAAAAABAAAAAAAAAE0AAAAAAAAAAAAAAAAAAAABAAAAAAAAAAkDAAAAAAAAAAAAAAAAAAABAAAAAAAAAAkDAAAAAAAAAAAAAAAAAAABAAAAAAAAAAkDAAAAAAAAAAAAAAAAAAABAAAAAAAAAAkDAAAAAAAAAAAAAAAAAAABAAAAAAAAAGEeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGEeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGEeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGEeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGIeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGIeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGIeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGMeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGMeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGQeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGQeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGQeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGQeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGUeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGUeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGUeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGUeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGUeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGUeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGUeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGUeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGYeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGceAAAAAAAAAAAAAAAAAAABAAAAAAAAAGgeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGgeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGgeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGgeAAAAAAAAAAAAAAAAAAABAAAAAAAAAGgeAAAAAAAAAAAAAAAAAAACAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAMAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAUAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAcAAAAAAAAAAAAAAAAAAAA=`                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                          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bAMAAAAAAAAFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQU=
+  </AppendedData>
+</VTKFile>
diff --git a/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear_bottom.vtu b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear_bottom.vtu
new file mode 100644
index 00000000000..d35ac016352
--- /dev/null
+++ b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear_bottom.vtu
@@ -0,0 +1,24 @@
+<?xml version="1.0"?>
+<VTKFile type="UnstructuredGrid" version="1.0" byte_order="LittleEndian" header_type="UInt64">
+  <UnstructuredGrid>
+    <Piece NumberOfPoints="20"                   NumberOfCells="19"                  >
+      <PointData>
+        <DataArray type="UInt64" Name="bulk_node_ids" format="appended" RangeMin="0"                    RangeMax="113"                  offset="0"                   />
+      </PointData>
+      <CellData>
+        <DataArray type="UInt64" Name="bulk_element_ids" format="appended" RangeMin="227"                  RangeMax="843"                  offset="224"                 />
+      </CellData>
+      <Points>
+        <DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0.0005"               RangeMax="0.0011180339887"      offset="440"                 />
+      </Points>
+      <Cells>
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="1092"                />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="1508"                />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="1724"                />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
+  <AppendedData encoding="base64">
+   _oAAAAAAAAAABAAAAAAAAAGkAAAAAAAAAZwAAAAAAAABrAAAAAAAAAGYAAAAAAAAAcAAAAAAAAABlAAAAAAAAAGQAAAAAAAAAbQAAAAAAAABhAAAAAAAAAGgAAAAAAAAAbAAAAAAAAABuAAAAAAAAAGIAAAAAAAAAagAAAAAAAABjAAAAAAAAAAwAAAAAAAAAbwAAAAAAAABxAAAAAAAAAAAAAAAAAAAAmAAAAAAAAADjAAAAAAAAAOoAAAAAAAAA+AAAAAAAAADtAAAAAAAAAOcAAAAAAAAA6QAAAAAAAABHAwAAAAAAACYCAAAAAAAASwMAAAAAAAANAgAAAAAAADkDAAAAAAAA8gEAAAAAAAAGAwAAAAAAAN8CAAAAAAAA5wEAAAAAAADpAQAAAAAAANoBAAAAAAAA9AIAAAAAAAB7AgAAAAAAAA==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EwAAAAAAAAADAwMDAwMDAwMDAwMDAwMDAwMD
+  </AppendedData>
+</VTKFile>
diff --git a/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear_top.vtu b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear_top.vtu
new file mode 100644
index 00000000000..d349e0d0bbe
--- /dev/null
+++ b/Tests/Data/PhaseField/single_edge_notched/masonry-ortho/shear_top.vtu
@@ -0,0 +1,24 @@
+<?xml version="1.0"?>
+<VTKFile type="UnstructuredGrid" version="1.0" byte_order="LittleEndian" header_type="UInt64">
+  <UnstructuredGrid>
+    <Piece NumberOfPoints="6"                    NumberOfCells="5"                   >
+      <PointData>
+        <DataArray type="UInt64" Name="bulk_node_ids" format="appended" RangeMin="2"                    RangeMax="22"                   offset="0"                   />
+      </PointData>
+      <CellData>
+        <DataArray type="UInt64" Name="bulk_element_ids" format="appended" RangeMin="96"                   RangeMax="127"                  offset="76"                  />
+      </CellData>
+      <Points>
+        <DataArray type="Float64" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0.0005"               RangeMax="0.0011180339887"      offset="140"                 />
+      </Points>
+      <Cells>
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="344"                 />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="464"                 />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="528"                 />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
+  <AppendedData encoding="base64">
+   _MAAAAAAAAAADAAAAAAAAABMAAAAAAAAAFAAAAAAAAAAVAAAAAAAAABYAAAAAAAAAAgAAAAAAAAA=KAAAAAAAAABjAAAAAAAAAH8AAAAAAAAAcgAAAAAAAAB5AAAAAAAAAGAAAAAAAAAAkAAAAAAAAAAAAAAAAAAAAPyp8dJNYkA/AAAAAAAAAAATCBzr4jYqP/yp8dJNYkA/AAAAAAAAAABt/hvr4jY6P/yp8dJNYkA/AAAAAAAAAABAC1UwKqlDP/yp8dJNYkA/AAAAAAAAAAALMhzr4jZKP/yp8dJNYkA/AAAAAAAAAAD8qfHSTWJQP/yp8dJNYkA/AAAAAAAAAAA=UAAAAAAAAAAFAAAAAAAAAAQAAAAAAAAABAAAAAAAAAADAAAAAAAAAAMAAAAAAAAAAgAAAAAAAAACAAAAAAAAAAEAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAA==KAAAAAAAAAACAAAAAAAAAAQAAAAAAAAABgAAAAAAAAAIAAAAAAAAAAoAAAAAAAAABQAAAAAAAAADAwMDAw==
+  </AppendedData>
+</VTKFile>
-- 
GitLab