beta Function

  1. ply_split_legendre_module.f90
  2. ply_split_legendre_module
  3. beta

private elemental function beta(mode)

Coefficient beta from the recursive formulation of Legendre polynomials, for the Legendre mode 'mode'.

For Legendre polynomials we have:

Arguments

TypeIntentOptionalAttributesName
integer, intent(in) :: mode

The Legendre mode to compute for.

Return Value real(kind=rk)


Called by

proc~~beta~~CalledByGraph proc~beta beta proc~ply_split_legendre_matrix ply_split_legendre_matrix proc~ply_split_legendre_matrix->proc~beta proc~ply_split_legendre_test ply_split_legendre_test proc~ply_split_legendre_test->proc~beta proc~ply_split_legendre_test->proc~ply_split_legendre_matrix proc~ply_split_element_init ply_split_element_init proc~ply_split_element_init->proc~ply_split_legendre_matrix proc~ply_split_element_test ply_split_element_test proc~ply_split_element_test->proc~ply_split_element_init proc~ply_split_element_3d_test ply_split_element_3D_test proc~ply_split_element_test->proc~ply_split_element_3d_test proc~ply_split_element_2d_test ply_split_element_2D_test proc~ply_split_element_test->proc~ply_split_element_2d_test proc~ply_split_element_1d_test ply_split_element_1D_test proc~ply_split_element_test->proc~ply_split_element_1d_test proc~ply_split_element_3d_test->proc~ply_split_element_init proc~ply_split_element_2d_test->proc~ply_split_element_init proc~ply_sample_adaptive ply_sample_adaptive proc~ply_sample_adaptive->proc~ply_split_element_init proc~ply_split_element_1d_test->proc~ply_split_element_init proc~ply_sample_data ply_sample_data proc~ply_sample_data->proc~ply_sample_adaptive

Contents

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