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This release is a pre-release and may not be stable for production use.

Dune-SPGrid

The DUNE module dune-spgrid provides a structured, parallel grid: SPGrid.

Features

The following table compares the features of SPGrid to those of SGrid and YaspGrid:

YaspGrid SPGrid
Can communicate on codimensions all all
Coordinate type is template parameter yes yes
Supports anisotropic refinement no yes
Supports periodic boundary conditions no1 yes
Supports non-blocking communication no yes
Supports tensor-product grids yes no

SPGrid supports different (global) refinement techniques, selected by a template parameter. Some refinement techniques allow an optional parameter, the refinement policy, to be passed to globalRefine. Currently, isotropic, anisotropic and bisection refinement are supported, but this list can be extended by downstream modules. By default, isotropic refinement is used.

If no policy is given, both, isotropic and anisotropic refinement, split each cube into $2^dim$ child cubes. For anisotropic refinement, a policy may be used to say which directions to split.

Bisection refinement always splits a cube into $2$ child cubes; the split direction can be given by the policy. If no policy is given, the split directions are cycled through.

Note: SPGrid does not support tensor-product grids, as YaspGrid does. This feature can be added by a metagrid layer, if desired.

Preprocessor Magic

SPGrid can be used through the preprocessor magic. The following table shows how to select different variants of SPGrid:

GRIDTYPE Refinement
SPGRID Default (Isotropic)
SPGRID_SERIAL Default (Isotropic, no MPI)
SPGRID_ISOTROPIC Isotropic
SPGRID_ISOTROPIC_SERIAL Isotropic (no MPI)
SPGRID_ANISOTROPIC Anisotropic
SPGRID_ANISOTROPIC_SERIAL Anisotropic (no MPI)
SPGRID_BISECTION Bisection
SPGRID_BISECTION_SERIAL Bisection (no MPI)
SPGRID_COUNT_FLOPS use Dune::Fem::Double as ctype

git-9627b15ad28ffa4447ba6b7fc83e5950bc6034f7

  1. YaspGrid supports a different concept of periodicity. ↩

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Release files for dune-spgrid 2.9.0.dev20220404

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