Modules

This module provides methods to filter polynomial representation in elements based on their shape.

The FXT method offers a transformation from Legendre modes to nodes by a fast multipole approach implemented in the FXTPACK library by Reiji Suda: R. Suda, "Fast Spherical Harmonic Transform Algorithm based on Generalized Fast Multiple Method", RIMS Kokyuroku vol 1606, pp. 18-29, Jun. 2008, RIMS, Kyoto University.

Parameters for the plain L2 projection method to transform between Legendre modes and nodal representation.

Lagrange polynomial representation.

Module for projection of Q Legendre Polynomials from parent cell to child cells.

Collection of node sets to use in the nodal representation of the solution.

Adaptive sampling of polynomial data.

Spatial integration with the Gauss-Legendre numerical integration.

This module provides the functionality to split Legendre polynomials into a left and right subinterval with transformed coordinates.

Some auxilary functionalities.

This module provides the routine to load canonical geometrical objects to growing array of geometries and their positions in growing array in growing array of spatialObj

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This module contain adapter routine to load ellipsoid objects and add them to list of spatial objects

This module provides the description of the complete geometry to mesh.

This module describes the properties in a treelmesh to allow their output.

This module provides the description of the evolving tree, as it is built up to match the given geometry.

This module contain adapter routine to load sphere objects and add them to list of spatial objects

\brief This module is an adapter to tem_triangle_module, Contains a routine to load triangle and added it to list of spatial objects