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