Python MeshInfo.regions[1]方法代码示例

# 需要导入模块: from meshpy.tet import MeshInfo [as 别名]
# 或者: from meshpy.tet.MeshInfo import regions[1] [as 别名]
    return [[pt+increment for pt in facet] for facet in facets]

mesh_info.set_facets(
    [[0,1,2,3]] # base
    +box_without_minus_z # first box
    +add_to_all_vertex_indices(box_without_minus_z, 4) # second box
    )

# set the volume properties -- this is where the tet size constraints are
mesh_info.regions.resize(2)
mesh_info.regions[0] = [0,0,2, # point in volume -> first box
        0, # region tag (user-defined number)
        1e-1, # max tet volume in region
        ]
mesh_info.regions[1] = [0,0,7, # point in volume -> second box
        0, # region tag (user-defined number, arbitrary)
        1e-2, # max tet volume in region
        ]

mesh = build(mesh_info, volume_constraints=True)

# this is a no-op, but it shows how to access the output data
for point in mesh.points:
    [x,y,z] = point

for element in mesh.elements:
    [pt_1, pt_2, pt_3, pt_4] = element

# this writes the mesh as a vtk file, requires pyvtk
mesh.write_vtk("test.vtk")

# 需要导入模块: from meshpy.tet import MeshInfo [as 别名]
# 或者: from meshpy.tet.MeshInfo import regions[1] [as 别名]
def make_extrusion_with_fine_core(rz, inner_r,
        max_volume_inner=1e-4, max_volume_outer=5e-2,
        radial_subdiv=20):

    min_z = min(rz_pt[1] for rz_pt in rz)
    max_z = max(rz_pt[1] for rz_pt in rz)

    from meshpy.tet import MeshInfo, build
    from meshpy.geometry import generate_surface_of_revolution

    MINUS_Z_MARKER = 1
    PLUS_Z_MARKER = 2

    inner_points, inner_facets, inner_holes, inner_markers = \
            generate_surface_of_revolution(
                    [
                        (0, min_z),
                        (inner_r, min_z),
                        (inner_r, max_z),
                        (0, max_z),
                        ],
                    ring_markers=[
                        MINUS_Z_MARKER,
                        0,
                        PLUS_Z_MARKER
                        ],
                    radial_subdiv=radial_subdiv,
                    )

    inner_point_indices = tuple(range(len(inner_points)))

    outer_points, outer_facets, outer_holes, outer_markers = \
            generate_surface_of_revolution(
                    [(inner_r,min_z)] + rz + [(inner_r, max_z)],
                    ring_markers=[MINUS_Z_MARKER] + [0]*(len(rz)-1) + [PLUS_Z_MARKER],
                    point_idx_offset=len(inner_points),
                    radial_subdiv=radial_subdiv,
                    ring_point_indices=
                    [ inner_point_indices[:radial_subdiv] ]
                    + [None]*len(rz)
                    + [inner_point_indices[radial_subdiv:]]
                    )


    mesh_info = MeshInfo()
    mesh_info.set_points(inner_points + outer_points)
    mesh_info.set_facets_ex(
            inner_facets + outer_facets,
            inner_holes + outer_holes,
            inner_markers + outer_markers,
            )

    # set regional max. volume
    mesh_info.regions.resize(2)
    mesh_info.regions[0] = [0, 0, (max_z+min_z)/2, 0,
            max_volume_inner]
    mesh_info.regions[1] = [inner_r+(rz[0][0]-inner_r)/2, 0, (max_z+min_z)/2, 0,
            max_volume_outer]

    # add periodicity
    mesh_info.pbc_groups.resize(1)
    pbcg = mesh_info.pbc_groups[0]

    pbcg.facet_marker_1 = MINUS_Z_MARKER
    pbcg.facet_marker_2 = PLUS_Z_MARKER

    pbcg.set_transform(translation=[0,0,max_z-min_z])

    mesh = build(mesh_info, verbose=True, volume_constraints=True)
    #print "%d elements" % len(mesh.elements)
    #mesh.write_vtk("gun.vtk")

    fvi2fm = mesh.face_vertex_indices_to_face_marker

    def zper_boundary_tagger(fvi, el, fn, points):
        face_marker = fvi2fm[frozenset(fvi)]
        if face_marker == MINUS_Z_MARKER:
            return ["minus_z"]
        elif face_marker == PLUS_Z_MARKER:
            return ["plus_z"]
        else:
            return ["shell"]

    vertices = numpy.asarray(mesh.points, dtype=float, order="C")

    from hedge.mesh import make_conformal_mesh_ext
    from hedge.mesh.element import Tetrahedron
    return make_conformal_mesh_ext(
            vertices,
            [Tetrahedron(i, el_idx, vertices)
                for i, el_idx in enumerate(mesh.elements)],
            zper_boundary_tagger,
            periodicity=[None, None, ("minus_z", "plus_z")])

# 需要导入模块: from meshpy.tet import MeshInfo [as 别名]
# 或者: from meshpy.tet.MeshInfo import regions[1] [as 别名]
    )

# figuring out what each of the volume constraints should be
# the edge length here is divided by four to make sure there are at least 3 nodes per layer

vc = lambda x: (x/4)**3/6


# set the volume properties -- this is where the tet size constraints are
mesh_info.regions.resize(3)
mesh_info.regions[0] = [0,0,1-delta_con/2,# point in volume -> first box
        10, # region tag (user-defined number)
        vc(delta_con), # max tet volume in region
        ]
mesh_info.regions[1] = [0,0,((1-delta_con)-delta_base/2), # point in volume -> second box
        20, # region tag (user-defined number, arbitrary)
        vc(delta_base), # max tet volume in region
        ]

mesh_info.regions[2] = [0,0,(1-delta_con-delta_base)/2, # point in volume -> second box
        30, # region tag (user-defined number, arbitrary)
        vc(1-delta_con-delta_base), # max tet volume in region
        ]

mesh = build(mesh_info, options=Options("pqnn"), volume_constraints=True, attributes=True)


for facet in mesh.facets:
  print facets
# this is a no-op, but it shows how to access the output data
#for point in mesh.points:
#     [x,y,z] = point