UnitCubeMesh

class dolfin.cpp.mesh.UnitCubeMesh(*args)

Bases: dolfin.cpp.mesh.BoxMesh

Tetrahedral mesh of the 3D unit cube [0,1] x [0,1] x [0,1]. Given the number of cells (nx, ny, nz) in each direction, the total number of tetrahedra will be 6*nx*ny*nz and the total number of vertices will be (nx + 1)*(ny + 1)*(nz + 1).

Overloaded versions

• UnitCubeMesh(nx, ny, nz)

  Create a uniform finite element Mesh over the unit cube [0,1] x [0,1] x [0,1].

  Arguments

  nx (int)

  Number of cells in $x$ direction.

  ny (int)

  Number of cells in $y$ direction.

  nz (int)

  Number of cells in $z$ direction.

  Example

  Note

  No example code available for this function.

• UnitCubeMesh(comm, nx, ny, nz)

  Create a uniform finite element Mesh over the unit cube [0,1] x [0,1] x [0,1].

  Arguments

  comm (MPI)

  MPI communicator

  nx (int)

  Number of cells in $x$ direction.

  ny (int)

  Number of cells in $y$ direction.

  nz (int)

  Number of cells in $z$ direction.

  Example

  Note

  No example code available for this function.

thisown

The membership flag