From: David Wells <wellsd2@rpi.edu>
Date: Wed, 18 Apr 2018 03:35:33 +0000 (-0400)
Subject: Fix a test by using two new manifold descriptions.
X-Git-Tag: v9.0.0-rc1~154^2~1
X-Git-Url: https://gitweb.dealii.org/cgi-bin/gitweb.cgi?a=commitdiff_plain;h=245296fcda8362d476567b0cb0a30137e2e8cba7;p=dealii.git

Fix a test by using two new manifold descriptions.

Since we shift the location of the inner circle we need to use a new
inner boundary manifold description and no manifold descriptions can be
easily extended into the volume.
---

diff --git a/tests/grid/grid_transform.cc b/tests/grid/grid_transform.cc
index ba3d89abf6..06c9beae37 100644
--- a/tests/grid/grid_transform.cc
+++ b/tests/grid/grid_transform.cc
@@ -38,10 +38,13 @@ int main ()
   const double inner_radius=1.;
   const double outer_radius=5.;
   GridGenerator::hyper_shell(tria, origin, inner_radius, outer_radius, 8);
-  GridTools::copy_boundary_to_manifold_id(tria);
-  SphericalManifold<dim> boundary(origin);
-  tria.set_manifold(0, boundary);
+  // restore compatibility with the pre-9.0 version of GridGenerator by resetting manifolds
+  tria.set_all_manifold_ids(numbers::flat_manifold_id);
+  tria.set_all_manifold_ids_on_boundary(0);
   tria.refine_global(2);
+  // We will move the boundary faces below in the laplace smoothing algorithm:
+  // for now reset all manifold IDs.
+  tria.set_all_manifold_ids(numbers::flat_manifold_id);
 
   // build up a map of vertex indices
   // of boundary vertices to the new
@@ -74,6 +77,7 @@ int main ()
                       // they are.
                       new_points.insert(std::pair<types::global_dof_index, Point<dim> > (
                                           face->vertex_index(vertex_no), v));
+                      face->set_manifold_id(0);
                     }
                   else if (std::fabs(std::sqrt(v.square())-inner_radius)<1e-12)
                     {
@@ -88,7 +92,7 @@ int main ()
                       // circle.
                       new_points.insert(std::pair<types::global_dof_index, Point<dim> > (
                                           face->vertex_index(vertex_no), n_radius/inner_radius*v+n_center));
-                      face->set_boundary_id(1);
+                      face->set_manifold_id(1);
                     }
                   else
                     Assert(false, ExcInternalError());
@@ -96,12 +100,14 @@ int main ()
           }
     }
   GridTools::copy_boundary_to_manifold_id(tria);
-  GridTools::laplace_transform (new_points, tria);
   SphericalManifold<dim> inner_ball(n_center);
   tria.set_manifold(1, inner_ball);
+  SphericalManifold<dim> outer_ball(origin);
+  tria.set_manifold(0, outer_ball);
+  GridTools::laplace_transform (new_points, tria);
 
-  GridOut grid_out;
   std::ofstream eps_stream2("output");
+  GridOut grid_out;
   grid_out.write_eps(tria, eps_stream2, &mapping);
 
   tria.clear();
diff --git a/tests/grid/grid_transform.output b/tests/grid/grid_transform.output
index 255ad180fc..718ef2d7ad 100644
--- a/tests/grid/grid_transform.output
+++ b/tests/grid/grid_transform.output
@@ -470,18 +470,18 @@ b 279.907 224.994 m 274.72 233.336 x
 b 274.72 233.336 m 268.999 241.32 x
 b 268.999 241.32 m 262.78 248.896 x
 b 262.78 248.896 m 256.066 256.066 x
-b 165 120 m 164.968 120.982 x
-b 164.968 120.982 m 164.872 121.957 x
-b 164.872 121.957 m 164.712 122.926 x
-b 164.712 122.926 m 164.489 123.883 x
-b 164.489 123.883 m 164.204 124.821 x
-b 164.204 124.821 m 163.858 125.74 x
-b 163.858 125.74 m 163.453 126.635 x
-b 163.453 126.635 m 162.991 127.499 x
-b 162.991 127.499 m 162.472 128.334 x
-b 162.472 128.334 m 161.9 129.132 x
-b 161.9 129.132 m 161.278 129.89 x
-b 161.278 129.89 m 160.607 130.607 x
+b 165 120 m 164.924 120.981 x
+b 164.924 120.981 m 164.828 121.957 x
+b 164.828 121.957 m 164.712 122.926 x
+b 164.712 122.926 m 164.44 123.87 x
+b 164.44 123.87 m 164.155 124.808 x
+b 164.155 124.808 m 163.858 125.74 x
+b 163.858 125.74 m 163.398 126.606 x
+b 163.398 126.606 m 162.936 127.47 x
+b 162.936 127.47 m 162.472 128.334 x
+b 162.472 128.334 m 161.839 129.083 x
+b 161.839 129.083 m 161.217 129.841 x
+b 161.217 129.841 m 160.607 130.607 x
 b 256.066 256.066 m 248.896 262.78 x
 b 248.896 262.78 m 241.32 268.999 x
 b 241.32 268.999 m 233.336 274.72 x
@@ -494,18 +494,18 @@ b 188.83 294.887 m 179.264 297.118 x
 b 179.264 297.118 m 169.572 298.717 x
 b 169.572 298.717 m 159.817 299.678 x
 b 159.817 299.678 m 150 300 x
-b 160.607 130.607 m 159.89 131.278 x
-b 159.89 131.278 m 159.132 131.9 x
-b 159.132 131.9 m 158.334 132.472 x
-b 158.334 132.472 m 157.499 132.991 x
-b 157.499 132.991 m 156.635 133.453 x
-b 156.635 133.453 m 155.74 133.858 x
-b 155.74 133.858 m 154.821 134.204 x
-b 154.821 134.204 m 153.883 134.489 x
-b 153.883 134.489 m 152.926 134.712 x
-b 152.926 134.712 m 151.957 134.872 x
-b 151.957 134.872 m 150.982 134.968 x
-b 150.982 134.968 m 150 135 x
+b 160.607 130.607 m 159.822 131.206 x
+b 159.822 131.206 m 159.064 131.828 x
+b 159.064 131.828 m 158.334 132.472 x
+b 158.334 132.472 m 157.43 132.895 x
+b 157.43 132.895 m 156.565 133.357 x
+b 156.565 133.357 m 155.74 133.858 x
+b 155.74 133.858 m 154.762 134.088 x
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+b 153.824 134.373 m 152.926 134.712 x
+b 152.926 134.712 m 151.933 134.745 x
+b 151.933 134.745 m 150.958 134.841 x
+b 150.958 134.841 m 150 135 x
 b 150 300 m 140.183 299.678 x
 b 140.183 299.678 m 130.428 298.717 x
 b 130.428 298.717 m 120.736 297.118 x
@@ -518,18 +518,18 @@ b 75.0062 279.907 m 66.6645 274.72 x
 b 66.6645 274.72 m 58.6803 268.999 x
 b 58.6803 268.999 m 51.1035 262.78 x
 b 51.1035 262.78 m 43.934 256.066 x
-b 150 135 m 149.018 134.968 x
-b 149.018 134.968 m 148.043 134.872 x
-b 148.043 134.872 m 147.074 134.712 x
-b 147.074 134.712 m 146.117 134.489 x
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-b 144.26 133.858 m 143.365 133.453 x
-b 143.365 133.453 m 142.501 132.991 x
-b 142.501 132.991 m 141.666 132.472 x
-b 141.666 132.472 m 140.868 131.9 x
-b 140.868 131.9 m 140.11 131.278 x
-b 140.11 131.278 m 139.393 130.607 x
+b 150 135 m 149.042 134.841 x
+b 149.042 134.841 m 148.067 134.745 x
+b 148.067 134.745 m 147.074 134.712 x
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+b 142.57 132.895 m 141.666 132.472 x
+b 141.666 132.472 m 140.936 131.828 x
+b 140.936 131.828 m 140.178 131.206 x
+b 140.178 131.206 m 139.393 130.607 x
 b 43.934 256.066 m 37.2195 248.896 x
 b 37.2195 248.896 m 31.0014 241.32 x
 b 31.0014 241.32 m 25.2796 233.336 x
@@ -542,18 +542,18 @@ b 5.1131 188.83 m 2.88221 179.264 x
 b 2.88221 179.264 m 1.28253 169.572 x
 b 1.28253 169.572 m 0.321791 159.817 x
 b 0.321791 159.817 m 0 150 x
-b 139.393 130.607 m 138.722 129.89 x
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-b 138.1 129.132 m 137.528 128.334 x
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-b 135.288 122.926 m 135.128 121.957 x
-b 135.128 121.957 m 135.032 120.982 x
-b 135.032 120.982 m 135 120 x
+b 139.393 130.607 m 138.783 129.841 x
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 b 0 150 m 0.321791 140.183 x
 b 0.321791 140.183 m 1.28253 130.428 x
 b 1.28253 130.428 m 2.88221 120.736 x
@@ -566,18 +566,18 @@ b 20.0928 75.0062 m 25.2796 66.6645 x
 b 25.2796 66.6645 m 31.0014 58.6803 x
 b 31.0014 58.6803 m 37.2195 51.1035 x
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-b 135 120 m 135.032 119.018 x
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-b 138.1 110.868 m 138.722 110.11 x
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+b 135 120 m 135.071 119.028 x
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 b 43.934 43.934 m 51.1035 37.2195 x
 b 51.1035 37.2195 m 58.6803 31.0014 x
 b 58.6803 31.0014 m 66.6645 25.2796 x
@@ -590,18 +590,18 @@ b 111.17 5.1131 m 120.736 2.88221 x
 b 120.736 2.88221 m 130.428 1.28253 x
 b 130.428 1.28253 m 140.183 0.321791 x
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-b 148.043 105.128 m 149.018 105.032 x
-b 149.018 105.032 m 150 105 x
+b 139.393 109.393 m 140.13 108.758 x
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+b 140.887 108.136 m 141.666 107.528 x
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 b 150 0 m 159.817 0.321791 x
 b 159.817 0.321791 m 169.572 1.28253 x
 b 169.572 1.28253 m 179.264 2.88221 x
@@ -614,18 +614,18 @@ b 224.994 20.0928 m 233.336 25.2796 x
 b 233.336 25.2796 m 241.32 31.0014 x
 b 241.32 31.0014 m 248.896 37.2195 x
 b 248.896 37.2195 m 256.066 43.934 x
-b 150 105 m 150.982 105.032 x
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+b 150 105 m 150.979 105.075 x
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 b 256.066 43.934 m 262.78 51.1035 x
 b 262.78 51.1035 m 268.999 58.6803 x
 b 268.999 58.6803 m 274.72 66.6645 x
@@ -638,16 +638,16 @@ b 294.887 111.17 m 297.118 120.736 x
 b 297.118 120.736 m 298.717 130.428 x
 b 298.717 130.428 m 299.678 140.183 x
 b 299.678 140.183 m 300 150 x
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