dolfinx.io.gmsh
Tools to extract data from Gmsh models.
Functions
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The permutation array for permuting Gmsh ordering to DOLFINx ordering. |
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Extract the mesh geometry from a Gmsh model. |
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Extract all entities tagged with a physical marker in the gmsh model. |
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Create a Mesh from a Gmsh model. |
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Read a Gmsh .msh file and return a |
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Create a UFL mesh from a Gmsh cell identifier and geometric dimension. |
Classes
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Data for representing a mesh and associated tags. |
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Physical group info. |
TopologyDict is a TypedDict for storing the topology of the marked cell. |
- class dolfinx.io.gmsh.MeshData(mesh: Mesh, cell_tags: MeshTags | None, facet_tags: MeshTags | None, ridge_tags: MeshTags | None, peak_tags: MeshTags | None, physical_groups: dict[str, PhysicalGroup])[source]
Bases:
NamedTupleData for representing a mesh and associated tags.
- Parameters:
mesh – Mesh.
cell_tags – MeshTags for cells.
facet_tags – MeshTags for facets (codim 1).
ridge_tags – MeshTags for ridges (codim 2).
peak_tags – MeshTags for peaks (codim 3).
physical_groups – Physical groups in the mesh, where the key is the physical name and the value is a tuple with the dimension and tag.
Create new instance of MeshData(mesh, cell_tags, facet_tags, ridge_tags, peak_tags, physical_groups)
- physical_groups: dict[str, PhysicalGroup]
Alias for field number 5
- class dolfinx.io.gmsh.PhysicalGroup(dim: int, tag: int)[source]
Bases:
NamedTuplePhysical group info.
- Parameters:
dim – dimension of the physical group
tag – tag of the physical group
Create new instance of PhysicalGroup(dim, tag)
- dim: int
Alias for field number 0
- tag: int
Alias for field number 1
- class dolfinx.io.gmsh.TopologyDict[source]
Bases:
TypedDictTopologyDict is a TypedDict for storing the topology of the marked cell.
- Parameters:
topology – 2D array containing the topology of the marked cell.
cell_data – List with the corresponding markers.
Note
The TypedDict is only used for type hinting, and does not enforce the structure of the dictionary, but rather provides a hint to the user and the type checker.
- dolfinx.io.gmsh.cell_perm_array(cell_type: CellType, num_nodes: int) list[int][source]
The permutation array for permuting Gmsh ordering to DOLFINx ordering.
- Parameters:
cell_type – DOLFINx cell type.
num_nodes – Number of nodes in the cell.
- Returns:
An array
psuch thata_dolfinx[i] = a_gmsh[p[i]].
- dolfinx.io.gmsh.extract_geometry(model, name: str | None = None) ndarray[tuple[int, ...], dtype[float64]][source]
Extract the mesh geometry from a Gmsh model.
Returns an array of shape
(num_nodes, 3), where the i-th row corresponds to the i-th node in the mesh.- Parameters:
model – Gmsh model
name – Name of the Gmsh model. If not set the current model will be used.
- Returns:
The mesh geometry as an array of shape
(num_nodes, 3).
- dolfinx.io.gmsh.extract_topology_and_markers(model, name: str | None = None) tuple[dict[int, TopologyDict], dict[str, PhysicalGroup]][source]
Extract all entities tagged with a physical marker in the gmsh model.
Returns a nested dictionary where the first key is the gmsh MSH element type integer. Each element type present in the model contains the cell topology of the elements and corresponding markers.
- Parameters:
model – Gmsh model.
name – Name of the gmsh model. If not set the current model will be used.
- Returns:
A tuple
(topologies, physical_groups), wheretopologiesis a nested dictionary where each key corresponds to a gmsh cell type. Each cell type found in the mesh has a 2D array containing the topology of the marked cell and a list with the corresponding markers.physical_groupsis a dictionary where the key is the physical name and the value is a tuple with the dimension and tag.
- dolfinx.io.gmsh.model_to_mesh(model, comm: ~mpi4py.MPI.Comm, rank: int, gdim: int = 3, partitioner: ~collections.abc.Callable[[~mpi4py.MPI.Comm, int, int, ~dolfinx.cpp.graph.AdjacencyList_int32], ~dolfinx.cpp.graph.AdjacencyList_int32] | None = None, dtype=<class 'numpy.float64'>) MeshData[source]
Create a Mesh from a Gmsh model.
Creates a
dolfinx.mesh.Meshfrom the physical entities of the highest topological dimension in the Gmsh model. In parallel, the gmsh model is processed on one MPI rank, and thedolfinx.mesh.Meshis distributed across ranks.- Parameters:
model – Gmsh model.
comm – MPI communicator to use for mesh creation.
rank – MPI rank that the Gmsh model is initialized on.
gdim – Geometrical dimension of the mesh.
partitioner – Function that computes the parallel distribution of cells across MPI ranks.
- Returns:
MeshData with mesh and tags of corresponding entities by codimension. Codimension 0 is the cell tags, codimension 1 is the facet tags, codimension 2 is the ridge tags and codimension 3 is the peak tags as well as a lookup table from the physical groups by name to integer.
Note
For performance, this function should only be called once for large problems. For reuse, it is recommended to save the mesh and corresponding tags using
dolfinx.io.XDMFFileafter creation for efficient access.
- dolfinx.io.gmsh.read_from_msh(filename: str | Path, comm: Comm, rank: int = 0, gdim: int = 3, partitioner: Callable[[Comm, int, int, AdjacencyList], AdjacencyList_int32] | None = None) MeshData[source]
Read a Gmsh .msh file and return a
dolfinx.mesh.Meshand cell facet markers.Note
This function requires the Gmsh Python module.
- Parameters:
filename – Name of
.mshfile.comm – MPI communicator to create the mesh on.
rank – Rank of
commresponsible for reading the.mshfile.gdim – Geometric dimension of the mesh
- Returns:
Meshdata with mesh, cell tags, facet tags, edge tags, vertex tags and physical groups.
- dolfinx.io.gmsh.ufl_mesh(gmsh_cell: int, gdim: int, dtype: dtype[Any] | None | type[Any] | _SupportsDType[dtype[Any]] | str | tuple[Any, int] | tuple[Any, SupportsIndex | Sequence[SupportsIndex]] | list[Any] | _DTypeDict | tuple[Any, Any]) Mesh[source]
Create a UFL mesh from a Gmsh cell identifier and geometric dimension.
See https://gmsh.info//doc/texinfo/gmsh.html#MSH-file-format.
- Parameters:
gmsh_cell – Gmsh cell identifier.
gdim – Geometric dimension of the mesh.
- Returns:
UFL Mesh using Lagrange elements (equispaced) of the corresponding DOLFINx cell.