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Intrepid
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Defines direct integration rules on a triangle. More...
#include <Intrepid_CubatureDirectTriDefault.hpp>
Public Types | |
| enum | { INTREPID_CUBATURE_TRI_DEFAULT_MAX_ENUM = INTREPID_CUBATURE_TRI_DEFAULT_MAX } |
Public Member Functions | |
| CubatureDirectTriDefault (const int degree=0) | |
| Constructor. | |
| const char * | getName () const |
| Returns cubature name. | |
| const CubatureTemplate * | exposeCubatureData () const |
| Exposes cubature data. | |
| int | getMaxAccuracy () const |
| Returns maximum cubature accuracy. | |
Static Public Member Functions | |
| static const CubatureTemplate(& | exposeCubatureDataStatic ())[INTREPID_CUBATURE_TRI_DEFAULT_MAX_ENUM+1] |
| Exposes cubature data, accessible without construction. | |
Static Private Attributes | |
| static const CubatureTemplate | cubature_data_ [INTREPID_CUBATURE_TRI_DEFAULT_MAX_ENUM+1] |
| Complete set of data defining default cubature rules on a triangle. | |
| static const char * | cubature_name_ = "INTREPID_CUBATURE_TRI_DEFAULT" |
| Names of templates for frequently used direct cubature rules. | |
Defines direct integration rules on a triangle.
Definition at line 71 of file Intrepid_CubatureDirectTriDefault.hpp.
| Intrepid::CubatureDirectTriDefault< Scalar, ArrayPoint, ArrayWeight >::CubatureDirectTriDefault | ( | const int | degree = 0 | ) |
Constructor.
| degree | [in] - The degree of polynomials that are integrated exactly by this cubature rule. Default: 0. |
Definition at line 52 of file Intrepid_CubatureDirectTriDefaultDef.hpp.
1.7.6.1