#include <mesh.h>

Classes
struct	BoundaryFace
	A boundary face (2 nodes in 2D; 3 or 4 nodes in 3D) and its zone name. More...

struct	PeriodicPair
	A periodic pair of boundary zones: zone_b is zone_a translated by translation. More...

Public Member Functions
	Mesh ()
	Construct a new Mesh object.

	~Mesh ()
	Destroy the Mesh object.

void	init (const toml::value &input)
	Initialize the mesh.

MeshType	get_type () const
	Get the type of mesh.

void	set_type (MeshType type)
	Set the type of mesh.

uint32_t	n_face_zones () const
	Get the number of face zones.

std::vector< FaceZone > *	face_zones ()
	Get the face zones.

FaceZone *	get_face_zone (const std::string &name)
	Get face zone by name.

uint32_t	h_n_nodes_of_cell (uint32_t i_cell) const
	Get the number of nodes comprising a cell - host version.

uint32_t	h_n_faces_of_cell (uint32_t i_cell) const
	Get the number of faces comprising a cell - host version.

uint32_t	h_n_nodes_of_face (uint32_t i_face) const
	Get the number of nodes comprising a face - host version.

uint32_t	h_node_of_cell (uint32_t i_cell, uint32_t i_node_local) const
	Get the id of the i-th node of a cell - host version.

uint32_t	h_face_of_cell (uint32_t i_cell, uint32_t i_face_local) const
	Get the id of the i-th face of a cell - host version.

uint32_t	h_node_of_face (uint32_t i_face, uint32_t i_node_local) const
	Get the id of the i-th node of a face - host version.

CellType	h_cell_type (uint32_t i_cell) const
	Get the type of a cell.

void	h_neighbors_of_cell (uint32_t i_cell, uint8_t n_order, std::vector< uint32_t > &neighbors) const
	Get neighbors of a cell up to n_order graph distance.

void	compute_cell_centroids ()
	Compute cell centroids.

void	compute_cell_volumes ()
	Compute cell volumes.

void	compute_face_areas ()
	Compute face areas.

void	compute_face_normals ()
	Compute face normals.

void	compute_face_centroids ()
	Compute the face centroids.

void	compute_geometry ()
	Compute all derived geometry (face areas and normals, cell volumes and centroids, face centroids) and the vertex-neighbor adjacency from the node coordinates and connectivity.

void	make_axisymmetric ()
	Turn the planar 2D geometry into that of the solid of revolution about the x axis (y = r >= 0), per radian: cell_measure = int r dA, face_measure = r L (exact for straight edges), and cell_coords become the r-weighted centroids, where linear functions equal their r-weighted averages. Planar areas, lengths and normals are kept.

void	h_cell_tetrahedra (uint32_t i_cell, std::vector< std::array< std::array< double, 3 >, 4 > > &tets) const
	Tetrahedra of a 3D cell (see cell_tetrahedra).

void	compute_cell_neighbors ()
	Build the vertex-neighbor (cells sharing a node) adjacency on the device.

void	copy_host_to_device ()
	Copy mesh data from host to device.

void	copy_device_to_host ()
	Copy mesh data from device to host.

void	init_cart (uint32_t nx, uint32_t ny, rtype Lx, rtype Ly)
	Initialize the mesh as a cartesian grid.

void	init_cart_tri (uint32_t nx, uint32_t ny, rtype Lx, rtype Ly)
	Initialize the mesh as a cartesian grid, with each cell split into two triangles.

void	init_cart_3d (uint32_t nx, uint32_t ny, uint32_t nz, rtype Lx, rtype Ly, rtype Lz, MeshType kind, const std::vector< PeriodicPair > &periodic={}, const Stretching &stretching={})
	Initialize a 3D box [0, Lx] x [0, Ly] x [0, Lz] of nx x ny x nz blocks, each a hexahedron or split into tetrahedra (6, Kuhn), prisms (2) or pyramids (6, apex at the block center). The mixed type uses hexahedra, pyramids and prisms in thirds of x. Boundary zones: left/right (x), bottom/top (y), back/front (z). Nodes are uniform, or clustered toward both ends of each direction with a nonzero stretching factor (see stretched_coordinate).

void	init_from_connectivity (const std::vector< std::array< rtype, N_DIM > > &nodes, const std::vector< std::vector< uint32_t > > &cells, const std::vector< BoundaryFace > &boundary_faces, const std::string &unlisted_zone="unassigned", const std::vector< PeriodicPair > &periodic={})
	Build the mesh from nodes, cells (any orientation) and named boundary faces. Boundary faces without a named face go to the zone unlisted_zone. Cells are triangles and quadrilaterals in 2D; tetrahedra, pyramids, prisms and hexahedra (Gmsh/VTK node order) in 3D. The zones of each periodic pair are joined into interior faces (see docs/design/periodic.md).

void	init_from_connectivity (const std::vector< std::array< rtype, N_DIM > > &nodes, const std::vector< std::vector< uint32_t > > &cells, const std::vector< BoundaryFace > &boundary_faces, const std::string &unlisted_zone, const PeriodicNodes &classes)
	Build the mesh with periodic node classes found beforehand (e.g. across ranks); boundary faces of classes.zones, if given, are dropped.

void	init_from_block (const MeshBlock &block, const std::vector< PeriodicPair > &periodic={})
	Build the mesh from a block holding the whole mesh.

void	apply_curved (const curved::Surfaces &surfaces)
	Curve the faces on the given surfaces (see curved::Geometry): 3D area vectors of the curved faces, and the volumes and centroids of the cells touching them, on the host. Nothing changes for empty surfaces. Collective (checks the analytic shapes against the zones' nodes on every rank).

const std::vector< FaceZone > &	h_face_zones () const
	The face zones (host).

bool	is_periodic () const
	Whether some zones were joined periodically.

rtype	h_face_offset (uint32_t f, uint32_t c, int i) const
	Component i of the translation from face f's frame (that of its cell 0) to cell c's frame: the face seen from c is at h_face_coords(f) - h_face_offset(f, c, i).

void	init_file (const std::string &filename, const std::vector< PeriodicPair > &periodic={})
	Read a Mallard HDF5 mesh file (.h5, .hdf5), or an ASCII Gmsh mesh (format 2.2 or 4.1) whose named physical curves (surfaces in 3D) become boundary zones.

void	init_wedge (uint32_t nx, uint32_t ny, rtype Lx, rtype Ly)
	Initialize the supersonic wedge mesh.

uint64_t	h_global_cell (uint32_t i_cell) const
	Global id of local cell i_cell (i_cell itself unless distributed). Connectivity is ordered by global ids, so that every rank count builds bitwise identical faces and stencils.

uint32_t	n_owned () const

uint32_t	n_reconstructed () const

uint32_t	n_complete () const

uint8_t	shift_index (const std::array< int8_t, 3 > &lattice)
	Row of shifts for a lattice offset, added if new.

Static Public Member Functions
static std::vector< PeriodicPair >	periodic_pairs (const toml::value &input)
	Periodic pairs from [[periodic]] entries, and for generated meshes from [mesh] periodic: left/right for x, bottom/top for y, back/front for z.

Public Attributes
uint32_t	n_cells

uint32_t	n_nodes

uint32_t	n_faces

std::vector< curved::SurfaceFace >	high_order_faces

std::shared_ptr< const curved::Geometry >	curved_geometry

uint32_t	n_owned_cells = 0

uint32_t	n_reconstructed_cells = 0

uint32_t	n_complete_cells = 0

std::vector< uint64_t >	h_global_cell_id

uint64_t	n_global_cells = 0

std::vector< uint64_t >	h_global_node_id

uint64_t	n_global_nodes = 0

bool	axisymmetric = false

Kokkos::View< rtype * >	cell_measure

Kokkos::View< rtype * >	face_measure

Kokkos::View< rtype * >::host_mirror_type	h_cell_measure

Kokkos::View< rtype * >::host_mirror_type	h_face_measure

Kokkos::View< rtype *[3]>	cell_covariance

Kokkos::View< rtype *[3]>::host_mirror_type	h_cell_covariance

Kokkos::View< rtype *[N_DIM]>	node_coords

Kokkos::View< rtype *[N_DIM]>	cell_coords

Kokkos::View< rtype * >	cell_volume

Kokkos::View< rtype * >	face_area

Kokkos::View< rtype *[N_DIM]>	face_normals

Kokkos::View< rtype *[N_DIM]>	face_coords

Kokkos::View< uint32_t * >	nodes_of_cell

Kokkos::View< uint32_t * >	offsets_nodes_of_cell

Kokkos::View< uint32_t * >	faces_of_cell

Kokkos::View< uint32_t * >	offsets_faces_of_cell

Kokkos::View< uint32_t * >	nodes_of_face

Kokkos::View< uint32_t * >	offsets_nodes_of_face

Kokkos::View< int32_t *[2]>	cells_of_face

Kokkos::View< uint32_t * >	cells_of_cell

Kokkos::View< uint32_t * >	offsets_cells_of_cell

Kokkos::View< rtype *[N_DIM]>	shifts

Kokkos::View< uint8_t * >	face_shift

Kokkos::View< uint8_t * >	cells_of_cell_shift

Kokkos::View< rtype *[N_DIM]>::host_mirror_type	h_node_coords

Kokkos::View< rtype *[N_DIM]>::host_mirror_type	h_cell_coords

Kokkos::View< rtype * >::host_mirror_type	h_cell_volume

Kokkos::View< rtype * >::host_mirror_type	h_face_area

Kokkos::View< rtype *[N_DIM]>::host_mirror_type	h_face_normals

Kokkos::View< rtype *[N_DIM]>::host_mirror_type	h_face_coords

Kokkos::View< uint32_t * >::host_mirror_type	h_nodes_of_cell

Kokkos::View< uint32_t * >::host_mirror_type	h_offsets_nodes_of_cell

Kokkos::View< uint32_t * >::host_mirror_type	h_faces_of_cell

Kokkos::View< uint32_t * >::host_mirror_type	h_offsets_faces_of_cell

Kokkos::View< uint32_t * >::host_mirror_type	h_nodes_of_face

Kokkos::View< uint32_t * >::host_mirror_type	h_offsets_nodes_of_face

Kokkos::View< int32_t *[2]>::host_mirror_type	h_cells_of_face

Kokkos::View< uint32_t * >::host_mirror_type	h_cells_of_cell

Kokkos::View< uint32_t * >::host_mirror_type	h_offsets_cells_of_cell

Kokkos::View< rtype *[N_DIM]>::host_mirror_type	h_shifts

Kokkos::View< uint8_t * >::host_mirror_type	h_face_shift

Kokkos::View< uint8_t * >::host_mirror_type	h_cells_of_cell_shift

std::vector< std::array< rtype, N_DIM > >	periodic_translations

std::vector< std::string >	periodic_zones

std::vector< uint32_t >	h_node_key

std::vector< std::array< int8_t, 3 > >	h_node_lattice

std::vector< std::array< int8_t, 3 > >	shift_lattice

Constructor & Destructor Documentation

◆ Mesh()

Mesh::Mesh ( )

Construct a new Mesh object.

◆ ~Mesh()

Mesh::~Mesh ( )

Destroy the Mesh object.

Member Function Documentation

◆ apply_curved()

void Mesh::apply_curved ( const curved::Surfaces & surfaces )

Curve the faces on the given surfaces (see curved::Geometry): 3D area vectors of the curved faces, and the volumes and centroids of the cells touching them, on the host. Nothing changes for empty surfaces. Collective (checks the analytic shapes against the zones' nodes on every rank).

◆ compute_cell_centroids()

void Mesh::compute_cell_centroids ( )

Compute cell centroids.

◆ compute_cell_neighbors()

void Mesh::compute_cell_neighbors ( )

Build the vertex-neighbor (cells sharing a node) adjacency on the device.

◆ compute_cell_volumes()

void Mesh::compute_cell_volumes ( )

Compute cell volumes.

◆ compute_face_areas()

void Mesh::compute_face_areas ( )

Compute face areas.

◆ compute_face_centroids()

void Mesh::compute_face_centroids ( )

Compute the face centroids.

◆ compute_face_normals()

void Mesh::compute_face_normals ( )

Compute face normals.

◆ compute_geometry()

void Mesh::compute_geometry ( )

Compute all derived geometry (face areas and normals, cell volumes and centroids, face centroids) and the vertex-neighbor adjacency from the node coordinates and connectivity.

◆ copy_device_to_host()

void Mesh::copy_device_to_host ( )

Copy mesh data from device to host.

◆ copy_host_to_device()

void Mesh::copy_host_to_device ( )

Copy mesh data from host to device.

◆ face_zones()

std::vector< FaceZone > * Mesh::face_zones ( )

Get the face zones.

Returns: Pointer to the vector of face zones.

◆ get_face_zone()

FaceZone * Mesh::get_face_zone ( const std::string & name )

Get face zone by name.

Returns: Pointer to the face zone.

◆ get_type()

MeshType Mesh::get_type ( ) const

Get the type of mesh.

◆ h_cell_tetrahedra()

void Mesh::h_cell_tetrahedra	(	uint32_t	i_cell,
		std::vector< std::array< std::array< double, 3 >, 4 > > &	tets
	)		const

Tetrahedra of a 3D cell (see cell_tetrahedra).

◆ h_cell_type()

CellType Mesh::h_cell_type ( uint32_t i_cell ) const

Get the type of a cell.

Parameters

i_cell Index of the cell.

◆ h_face_of_cell()

uint32_t Mesh::h_face_of_cell	(	uint32_t	i_cell,
		uint32_t	i_face_local
	)		const

Get the id of the i-th face of a cell - host version.

Parameters

i_cell	Index of the cell.
i_face_local	Index of the face.

Returns: Face id.

◆ h_face_offset()

rtype Mesh::h_face_offset	(	uint32_t	f,
		uint32_t	c,
		int	i
	)		const

inline

Component i of the translation from face f's frame (that of its cell 0) to cell c's frame: the face seen from c is at h_face_coords(f) - h_face_offset(f, c, i).

◆ h_face_zones()

const std::vector< FaceZone > & Mesh::h_face_zones ( ) const

inline

The face zones (host).

◆ h_global_cell()

uint64_t Mesh::h_global_cell ( uint32_t i_cell ) const

inline

Global id of local cell i_cell (i_cell itself unless distributed). Connectivity is ordered by global ids, so that every rank count builds bitwise identical faces and stencils.

◆ h_n_faces_of_cell()

uint32_t Mesh::h_n_faces_of_cell ( uint32_t i_cell ) const

Get the number of faces comprising a cell - host version.

Parameters

i_cell Index of the cell.

Returns: Number of faces comprising the cell.

◆ h_n_nodes_of_cell()

uint32_t Mesh::h_n_nodes_of_cell ( uint32_t i_cell ) const

Get the number of nodes comprising a cell - host version.

Parameters

i_cell Index of the cell.

Returns: Number of nodes comprising the cell.

◆ h_n_nodes_of_face()

uint32_t Mesh::h_n_nodes_of_face ( uint32_t i_face ) const

Get the number of nodes comprising a face - host version.

Parameters

i_face Index of the face.

Returns: Number of nodes comprising the face.

◆ h_neighbors_of_cell()

void Mesh::h_neighbors_of_cell	(	uint32_t	i_cell,
		uint8_t	n_order,
		std::vector< uint32_t > &	neighbors
	)		const

Get neighbors of a cell up to n_order graph distance.

Parameters

i_cell	Index of the cell.
n_order	Maximum graph distance.
neighbors	Vector to store the neighbors.

◆ h_node_of_cell()

uint32_t Mesh::h_node_of_cell	(	uint32_t	i_cell,
		uint32_t	i_node_local
	)		const

Get the id of the i-th node of a cell - host version.

Parameters

i_cell	Index of the cell.
i_node_local	Index of the node.

Returns: Node id.

◆ h_node_of_face()

uint32_t Mesh::h_node_of_face	(	uint32_t	i_face,
		uint32_t	i_node_local
	)		const

Get the id of the i-th node of a face - host version.

Parameters

i_face	Index of the face.
i_node_local	Index of the node.

Returns: Node id.

◆ init()

void Mesh::init ( const toml::value & input )

Initialize the mesh.

Parameters

input TOML input data.

◆ init_cart()

void Mesh::init_cart	(	uint32_t	nx,
		uint32_t	ny,
		rtype	Lx,
		rtype	Ly
	)

Initialize the mesh as a cartesian grid.

Parameters

nx	Number of cells in the x-direction.
ny	Number of cells in the y-direction.
Lx	Length of the domain in the x-direction.
Ly	Length of the domain in the y-direction.

◆ init_cart_3d()

void Mesh::init_cart_3d	(	uint32_t	nx,
		uint32_t	ny,
		uint32_t	nz,
		rtype	Lx,
		rtype	Ly,
		rtype	Lz,
		MeshType	kind,
		const std::vector< PeriodicPair > &	periodic = `{}`,
		const Stretching &	stretching = `{}`
	)

Initialize a 3D box [0, Lx] x [0, Ly] x [0, Lz] of nx x ny x nz blocks, each a hexahedron or split into tetrahedra (6, Kuhn), prisms (2) or pyramids (6, apex at the block center). The mixed type uses hexahedra, pyramids and prisms in thirds of x. Boundary zones: left/right (x), bottom/top (y), back/front (z). Nodes are uniform, or clustered toward both ends of each direction with a nonzero stretching factor (see stretched_coordinate).

◆ init_cart_tri()

void Mesh::init_cart_tri	(	uint32_t	nx,
		uint32_t	ny,
		rtype	Lx,
		rtype	Ly
	)

Initialize the mesh as a cartesian grid, with each cell split into two triangles.

Parameters

nx	Number of cells in the x-direction.
ny	Number of cells in the y-direction.
Lx	Length of the domain in the x-direction.
Ly	Length of the domain in the y-direction.

◆ init_file()

void Mesh::init_file	(	const std::string &	filename,
		const std::vector< PeriodicPair > &	periodic = `{}`
	)

Read a Mallard HDF5 mesh file (.h5, .hdf5), or an ASCII Gmsh mesh (format 2.2 or 4.1) whose named physical curves (surfaces in 3D) become boundary zones.

◆ init_from_block()

void Mesh::init_from_block	(	const MeshBlock &	block,
		const std::vector< PeriodicPair > &	periodic = `{}`
	)

Build the mesh from a block holding the whole mesh.

◆ init_from_connectivity() [1/2]

void Mesh::init_from_connectivity	(	const std::vector< std::array< rtype, N_DIM > > &	nodes,
		const std::vector< std::vector< uint32_t > > &	cells,
		const std::vector< BoundaryFace > &	boundary_faces,
		const std::string &	unlisted_zone,
		const PeriodicNodes &	classes
	)

Build the mesh with periodic node classes found beforehand (e.g. across ranks); boundary faces of classes.zones, if given, are dropped.

◆ init_from_connectivity() [2/2]

void Mesh::init_from_connectivity	(	const std::vector< std::array< rtype, N_DIM > > &	nodes,
		const std::vector< std::vector< uint32_t > > &	cells,
		const std::vector< BoundaryFace > &	boundary_faces,
		const std::string &	unlisted_zone = `"unassigned"`,
		const std::vector< PeriodicPair > &	periodic = `{}`
	)

Build the mesh from nodes, cells (any orientation) and named boundary faces. Boundary faces without a named face go to the zone unlisted_zone. Cells are triangles and quadrilaterals in 2D; tetrahedra, pyramids, prisms and hexahedra (Gmsh/VTK node order) in 3D. The zones of each periodic pair are joined into interior faces (see docs/design/periodic.md).

◆ init_wedge()

void Mesh::init_wedge	(	uint32_t	nx,
		uint32_t	ny,
		rtype	Lx,
		rtype	Ly
	)

Initialize the supersonic wedge mesh.

Parameters

nx	Number of cells in the x-direction.
ny	Number of cells in the y-direction.
Lx	Length of the domain in the x-direction.
Ly	Length of the domain in the y-direction.

◆ is_periodic()

bool Mesh::is_periodic ( ) const

inline

Whether some zones were joined periodically.

◆ make_axisymmetric()

void Mesh::make_axisymmetric ( )

Turn the planar 2D geometry into that of the solid of revolution about the x axis (y = r >= 0), per radian: cell_measure = int r dA, face_measure = r L (exact for straight edges), and cell_coords become the r-weighted centroids, where linear functions equal their r-weighted averages. Planar areas, lengths and normals are kept.

◆ n_complete()

uint32_t Mesh::n_complete ( ) const

inline

◆ n_face_zones()

uint32_t Mesh::n_face_zones ( ) const

Get the number of face zones.

Returns: Number of face zones.

◆ n_owned()

uint32_t Mesh::n_owned ( ) const

inline

◆ n_reconstructed()

uint32_t Mesh::n_reconstructed ( ) const

inline

◆ periodic_pairs()

std::vector< Mesh::PeriodicPair > Mesh::periodic_pairs ( const toml::value & input )

static

Periodic pairs from [[periodic]] entries, and for generated meshes from [mesh] periodic: left/right for x, bottom/top for y, back/front for z.

◆ set_type()

void Mesh::set_type ( MeshType type )

Set the type of mesh.

◆ shift_index()

uint8_t Mesh::shift_index ( const std::array< int8_t, 3 > & lattice )

Row of shifts for a lattice offset, added if new.

Member Data Documentation

◆ axisymmetric

bool Mesh::axisymmetric = false

◆ cell_coords

Kokkos::View<rtype *[N_DIM]> Mesh::cell_coords

◆ cell_covariance

Kokkos::View<rtype *[3]> Mesh::cell_covariance

◆ cell_measure

Kokkos::View<rtype *> Mesh::cell_measure

◆ cell_volume

Kokkos::View<rtype *> Mesh::cell_volume

◆ cells_of_cell

Kokkos::View<uint32_t *> Mesh::cells_of_cell

◆ cells_of_cell_shift

Kokkos::View<uint8_t *> Mesh::cells_of_cell_shift

◆ cells_of_face

Kokkos::View<int32_t *[2]> Mesh::cells_of_face

◆ curved_geometry

std::shared_ptr<const curved::Geometry> Mesh::curved_geometry

◆ face_area

Kokkos::View<rtype *> Mesh::face_area

◆ face_coords

Kokkos::View<rtype *[N_DIM]> Mesh::face_coords

◆ face_measure

Kokkos::View<rtype *> Mesh::face_measure

◆ face_normals

Kokkos::View<rtype *[N_DIM]> Mesh::face_normals

◆ face_shift

Kokkos::View<uint8_t *> Mesh::face_shift

◆ faces_of_cell

Kokkos::View<uint32_t *> Mesh::faces_of_cell

◆ h_cell_coords

Kokkos::View<rtype*[N_DIM]>::host_mirror_type Mesh::h_cell_coords

◆ h_cell_covariance

Kokkos::View<rtype*[3]>::host_mirror_type Mesh::h_cell_covariance

◆ h_cell_measure

Kokkos::View<rtype*>::host_mirror_type Mesh::h_cell_measure

◆ h_cell_volume

Kokkos::View<rtype*>::host_mirror_type Mesh::h_cell_volume

◆ h_cells_of_cell

Kokkos::View<uint32_t*>::host_mirror_type Mesh::h_cells_of_cell

◆ h_cells_of_cell_shift

Kokkos::View<uint8_t*>::host_mirror_type Mesh::h_cells_of_cell_shift

◆ h_cells_of_face

Kokkos::View<int32_t*[2]>::host_mirror_type Mesh::h_cells_of_face

◆ h_face_area

Kokkos::View<rtype*>::host_mirror_type Mesh::h_face_area

◆ h_face_coords

Kokkos::View<rtype*[N_DIM]>::host_mirror_type Mesh::h_face_coords

◆ h_face_measure

Kokkos::View<rtype*>::host_mirror_type Mesh::h_face_measure

◆ h_face_normals

Kokkos::View<rtype*[N_DIM]>::host_mirror_type Mesh::h_face_normals

◆ h_face_shift

Kokkos::View<uint8_t*>::host_mirror_type Mesh::h_face_shift

◆ h_faces_of_cell

Kokkos::View<uint32_t*>::host_mirror_type Mesh::h_faces_of_cell

◆ h_global_cell_id

std::vector<uint64_t> Mesh::h_global_cell_id

◆ h_global_node_id

std::vector<uint64_t> Mesh::h_global_node_id

◆ h_node_coords

Kokkos::View<rtype*[N_DIM]>::host_mirror_type Mesh::h_node_coords

◆ h_node_key

std::vector<uint32_t> Mesh::h_node_key

◆ h_node_lattice

std::vector<std::array<int8_t, 3> > Mesh::h_node_lattice

◆ h_nodes_of_cell

Kokkos::View<uint32_t*>::host_mirror_type Mesh::h_nodes_of_cell

◆ h_nodes_of_face

Kokkos::View<uint32_t*>::host_mirror_type Mesh::h_nodes_of_face

◆ h_offsets_cells_of_cell

Kokkos::View<uint32_t*>::host_mirror_type Mesh::h_offsets_cells_of_cell

◆ h_offsets_faces_of_cell

Kokkos::View<uint32_t*>::host_mirror_type Mesh::h_offsets_faces_of_cell

◆ h_offsets_nodes_of_cell

Kokkos::View<uint32_t*>::host_mirror_type Mesh::h_offsets_nodes_of_cell

◆ h_offsets_nodes_of_face

Kokkos::View<uint32_t*>::host_mirror_type Mesh::h_offsets_nodes_of_face

◆ h_shifts

Kokkos::View<rtype*[N_DIM]>::host_mirror_type Mesh::h_shifts

◆ high_order_faces

std::vector<curved::SurfaceFace> Mesh::high_order_faces

◆ n_cells

uint32_t Mesh::n_cells

◆ n_complete_cells

uint32_t Mesh::n_complete_cells = 0

◆ n_faces

uint32_t Mesh::n_faces

◆ n_global_cells

uint64_t Mesh::n_global_cells = 0

◆ n_global_nodes

uint64_t Mesh::n_global_nodes = 0

◆ n_nodes

uint32_t Mesh::n_nodes

◆ n_owned_cells

uint32_t Mesh::n_owned_cells = 0

◆ n_reconstructed_cells

uint32_t Mesh::n_reconstructed_cells = 0

◆ node_coords

Kokkos::View<rtype *[N_DIM]> Mesh::node_coords

◆ nodes_of_cell

Kokkos::View<uint32_t *> Mesh::nodes_of_cell

◆ nodes_of_face

Kokkos::View<uint32_t *> Mesh::nodes_of_face

◆ offsets_cells_of_cell

Kokkos::View<uint32_t *> Mesh::offsets_cells_of_cell

◆ offsets_faces_of_cell

Kokkos::View<uint32_t *> Mesh::offsets_faces_of_cell

◆ offsets_nodes_of_cell

Kokkos::View<uint32_t *> Mesh::offsets_nodes_of_cell

◆ offsets_nodes_of_face

Kokkos::View<uint32_t *> Mesh::offsets_nodes_of_face

◆ periodic_translations

std::vector<std::array<rtype, N_DIM> > Mesh::periodic_translations

◆ periodic_zones

std::vector<std::string> Mesh::periodic_zones

◆ shift_lattice

std::vector<std::array<int8_t, 3> > Mesh::shift_lattice

◆ shifts

Kokkos::View<rtype *[N_DIM]> Mesh::shifts

The documentation for this class was generated from the following files:

/home/runner/work/mallard/mallard/mallard/src/mesh/mesh.h
/home/runner/work/mallard/mallard/mallard/src/mesh/curved.cpp
/home/runner/work/mallard/mallard/mallard/src/mesh/mesh.cpp
/home/runner/work/mallard/mallard/mallard/src/mesh/mesh_3d.cpp
/home/runner/work/mallard/mallard/mallard/src/mesh/mesh_io.cpp

Classes

Public Member Functions

Static Public Member Functions

Public Attributes

Constructor & Destructor Documentation

◆ Mesh()

◆ ~Mesh()

Member Function Documentation

◆ apply_curved()

◆ compute_cell_centroids()

◆ compute_cell_neighbors()

◆ compute_cell_volumes()

◆ compute_face_areas()

◆ compute_face_centroids()

◆ compute_face_normals()

◆ compute_geometry()

◆ copy_device_to_host()

◆ copy_host_to_device()

◆ face_zones()

◆ get_face_zone()

◆ get_type()

◆ h_cell_tetrahedra()

◆ h_cell_type()

◆ h_face_of_cell()

◆ h_face_offset()

◆ h_face_zones()

◆ h_global_cell()

◆ h_n_faces_of_cell()

◆ h_n_nodes_of_cell()

◆ h_n_nodes_of_face()

◆ h_neighbors_of_cell()

◆ h_node_of_cell()

◆ h_node_of_face()

◆ init()

◆ init_cart()

◆ init_cart_3d()

◆ init_cart_tri()

◆ init_file()

◆ init_from_block()

◆ init_from_connectivity() [1/2]

◆ init_from_connectivity() [2/2]

◆ init_wedge()

◆ is_periodic()

◆ make_axisymmetric()

◆ n_complete()

◆ n_face_zones()

◆ n_owned()

◆ n_reconstructed()

◆ periodic_pairs()

◆ set_type()

◆ shift_index()

Member Data Documentation

◆ axisymmetric

◆ cell_coords

◆ cell_covariance

◆ cell_measure

◆ cell_volume

◆ cells_of_cell

◆ cells_of_cell_shift

◆ cells_of_face

◆ curved_geometry

◆ face_area

◆ face_coords

◆ face_measure

◆ face_normals

◆ face_shift

◆ faces_of_cell

◆ h_cell_coords

◆ h_cell_covariance

◆ h_cell_measure

◆ h_cell_volume

◆ h_cells_of_cell

◆ h_cells_of_cell_shift

◆ h_cells_of_face

◆ h_face_area

◆ h_face_coords

◆ h_face_measure

◆ h_face_normals

◆ h_face_shift

◆ h_faces_of_cell