Interpolation schemes for grids elements (centers, faces, vertices) More...
Topics | |
Interpolation schemes | |
Modules | |
module | mod_grid_interpolation_common |
Common interfaces, subroutines and functions that can be used in interpolation schemes. | |
module | mod_interpolation_computer |
Computer for evaluating Interpolation Schemes. | |
module | mod_grid_interpolation_init |
Initialization of declared extrapolation chemes. | |
module | type_int_dscheme |
Grid nodes Derivative Interpolation Schemes type. | |
module | type_int_fast_scheme |
The fast Interpolation/Reconstruction scheme type definition. The efficiency is based on: | |
module | type_int_grid_preweights |
The precomputed weights type definition for fast interpolation schemes. | |
module | type_int_scheme |
Grid nodes Interpolation Schemes type The difference with the t_int_point_1D resides in that the scheme is defined in a narrowed band between index_start and index_end . The stencil is centered around the index 0 , the step is relative to this node. | |
module | type_int_weno_fast_scheme |
The fast Interpolation/Reconstruction WENO scheme type definition. The efficiency is based on: | |
module | type_int_weno_grid_preweights |
The precomputed weights type definition for fast WENO schemes. | |
module | type_int_weno_scheme |
The Interpolation/Reconstruction WENO Scheme type definition This definition of the WENO Scheme is based on a Finite Volume principle, and is thus a reconstuction, where the mean value of the data is known for a cell, contrary to interpolation based on node values. The difference is subtle and only happens in the associated weights. | |
module | type_rec_fast_scheme |
The fast Reconstruction scheme type definition. | |
module | type_rec_scheme |
Grid nodes Reconstruction Schemes type The difference with the t_int_point_1D resides in that the scheme is defined in a narrowed band between index_start and index_end . The stencil is centered around the index 0 , the step is relative to this node. | |
This module furnishes quick way to interpolate a particular field at the position of a grid's elements (centers, faces, vertices). The functions here are bound to be more efficient than **point-wise* interpolation.