Inherited by type_integ_1d_scheme_gl::integ_1d_gl_o2_scheme, type_integ_1d_scheme_gl::integ_1d_gl_o3_scheme, type_integ_1d_scheme_mp::integ_1d_mp_o2_scheme, type_integ_1d_scheme_simpson::integ_1d_simpson_o3_scheme, type_integ_2d_scheme_gl::integ_2d_gl_o2_scheme, and type_integ_2d_scheme_gl::integ_2d_gl_o3_scheme.
|
integer | size |
|
integer | the |
|
integer | of |
|
integer | scheme |
|
integer | dim |
|
integer | number |
|
integer | dimensions |
|
double precision, dimension(:), allocatable | weights |
| The weights In a vector form, whatever the dimension is weights has 'size'^dim elements.
|
|
double precision, dimension(:,:), allocatable | pos |
| The positions of the quadrature points pos[l,:] is the position of the l^th point l is going from 1 to 'size'^dim, starting in the Fortran ordering, ie. k(z), than j(y), than i(x) ; ie. when i changes the fastest pos has 'size'^dim * dim elements So that one can use 'reshape'.
|
|
The documentation for this type was generated from the following file:
- src/lib/discretization/node_level_schemes/integration/type_integ_scheme.f90