Provides quadrature rules for tetrahedra. More...
#include "viennafem/forwards.h"#include "viennafem/cell_quan.hpp"#include "viennamath/forwards.h"#include "viennamath/expression.hpp"#include "viennamath/manipulation/substitute.hpp"#include "viennamath/manipulation/diff.hpp"#include "viennamath/manipulation/eval.hpp"#include "viennamath/runtime/numerical_quadrature.hpp"#include "viennagrid/topology/triangle.hpp"#include "viennagrid/topology/tetrahedron.hpp"Go to the source code of this file.
Data Structures | |
| class | rt_gauss_quad_element< viennafem::unit_tetrahedron, 1, InterfaceType > | 
| Gaussian quadrature rule exact for polynomials up to order 1.  More... | |
| class | rt_keast_quad_element< viennafem::unit_tetrahedron, 2, InterfaceType > | 
| Keast rule, exact for polynomials up to degree 2.  More... | |
| class | rt_keast_quad_element< viennafem::unit_tetrahedron, 3, InterfaceType > | 
| Keast rule, exact for polynomials up to degree 3. Uses a negative weight, thus be careful with numerical stability!  More... | |
| class | rt_keast_quad_element< viennafem::unit_tetrahedron, 4, InterfaceType > | 
| Keast rule, exact for polynomials up to degree 4.  More... | |
| class | rt_keast_quad_element< viennafem::unit_tetrahedron, 5, InterfaceType > | 
| Keast rule, exact for polynomials up to degree 5.  More... | |
| class | rt_keast_quad_element< viennafem::unit_tetrahedron, 6, InterfaceType > | 
| Keast rule, exact for polynomials up to degree 6.  More... | |
Namespaces | |
| namespace | viennafem | 
The main namespace for ViennaFEM. All user functionality resides in this namespace.  | |
Provides quadrature rules for tetrahedra.
 1.7.1