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David Seus
LDD-for-two-phase-flow-systems
Commits
606aaa81
Commit
606aaa81
authored
Jun 28, 2020
by
David
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delete five patch mesh definition from example script
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16ea3a3e
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Two-phase-Richards/multi-patch/five_patch_domain_with_inner_patch/TP-R-multi-patch-with-inner-patch.py
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...ain_with_inner_patch/TP-R-multi-patch-with-inner-patch.py
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Two-phase-Richards/multi-patch/five_patch_domain_with_inner_patch/TP-R-multi-patch-with-inner-patch.py
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View file @
606aaa81
...
@@ -162,103 +162,6 @@ subdomain_def_points = substructuring.subdomain_def_points
...
@@ -162,103 +162,6 @@ subdomain_def_points = substructuring.subdomain_def_points
outer_boundary_def_points
=
substructuring
.
outer_boundary_def_points
outer_boundary_def_points
=
substructuring
.
outer_boundary_def_points
# MODEL CONFIGURATION #########################################################
# MODEL CONFIGURATION #########################################################
# # subdomain1.
# sub_domain1_vertices = [interface23_vertices[0],
# interface23_vertices[1],
# interface12_vertices[1],
# sub_domain0_vertices[2],
# df.Point(0.0, 1.0)]
#
# # vertex coordinates of the outer boundaries. If it can not be specified as a
# # polygon, use an entry per boundary polygon. This information is used for
# # defining the Dirichlet boundary conditions. If a domain is completely inter-
# # nal, the dictionary entry should be 0: None
# subdomain1_outer_boundary_verts = {
# 0: [interface12_vertices[1],
# sub_domain0_vertices[2],
# df.Point(0.0, 1.0)]
# }
# # subdomain2
# sub_domain2_vertices = [interface24_vertices[1],
# sub_domain0_vertices[1],
# interface12_vertices[1],
# interface23_vertices[1],
# interface23_vertices[0]]
#
# subdomain2_outer_boundary_verts = {
# 0: [interface24_vertices[1],
# sub_domain0_vertices[1],
# interface12_vertices[1]]
# }
#
# sub_domain3_vertices = [interface23_vertices[0],
# interface23_vertices[1],
# interface13_vertices[0]]
#
# subdomain3_outer_boundary_verts = None
#
#
# sub_domain4_vertices = [sub_domain0_vertices[0],
# interface24_vertices[1],
# interface34_vertices[1],
# interface34_vertices[0],
# interface45_vertices[0]]
#
# subdomain4_outer_boundary_verts = {
# 0: [interface45_vertices[0],
# sub_domain0_vertices[0],
# interface24_vertices[1]]
# }
#
# sub_domain5_vertices = [interface45_vertices[0],
# interface15_vertices[0],
# interface15_vertices[1],
# sub_domain0_vertices[3]]
#
# subdomain5_outer_boundary_verts = {
# 0: [interface15_vertices[1],
# sub_domain0_vertices[3],
# interface45_vertices[0]]
# }
#
# # list of subdomains given by the boundary polygon vertices.
# # Subdomains are given as a list of dolfin points forming
# # a closed polygon, such that mshr.Polygon(subdomain_def_points[i]) can be used
# # to create the subdomain. subdomain_def_points[0] contains the
# # vertices of the global simulation domain and subdomain_def_points[i] contains
# # the vertices of the subdomain i.
# subdomain_def_points = [sub_domain0_vertices,
# sub_domain1_vertices,
# sub_domain2_vertices,
# sub_domain3_vertices,
# sub_domain4_vertices,
# sub_domain5_vertices]
# # in the below list, index 0 corresponds to the 12 interface which has global
# # marker value 1
# interface_def_points = [interface13_vertices,
# interface12_vertices,
# interface23_vertices,
# interface24_vertices,
# interface34_vertices,
# interface45_vertices,
# interface15_vertices,]
#
# # adjacent_subdomains[i] contains the indices of the subdomains sharing the
# # interface i (i.e. given by interface_def_points[i]).
# adjacent_subdomains = [[1, 3], [1, 2], [2, 3], [2, 4], [3, 4], [4, 5], [1, 5]]
#
# # if a subdomain has no outer boundary write None instead, i.e.
# # i: None
# # if i is the index of the inner subdomain.
# outer_boundary_def_points = {
# # subdomain number
# 1: subdomain1_outer_boundary_verts,
# 2: subdomain2_outer_boundary_verts,
# 3: subdomain3_outer_boundary_verts,
# 4: subdomain4_outer_boundary_verts,
# 5: subdomain5_outer_boundary_verts
# }
isRichards
=
{
isRichards
=
{
1
:
True
,
1
:
True
,
2
:
False
,
2
:
False
,
...
...
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