Data Types | |
| type | type_int_scheme::t_int_scheme |
| The interpolation scheme to derivate from It simply derivates from the fd_scheme. More... | |
Modules | |
| 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. | |
Functions/Subroutines | |
| subroutine | type_int_scheme::t_int_scheme_init (self) |
| Initialize a 1D point interpolant. | |
| subroutine | type_int_scheme::t_int_compute_stencil_generic (self, step, steps, derivative) |
| Compute the stencil with a generic interpolation procedure. | |
| pure double precision function | type_int_scheme::t_int_scheme_apply (self, values) |
| Apply the stencil of the interpolant after it has been placed, given the array of discrete node values. The result is the interpolation. | |
| double precision function | type_int_scheme::t_int_scheme_interpolate (self, step, steps, values, derivative) |
Interpolate at step with values. The steps and the values are given in interval 'index_start:index_end'. | |