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Intrepid2
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Define constants. More...
#include <Intrepid2_Types.hpp>
Static Public Attributes | |
| static constexpr ordinal_type | MaxNumPtsPerBasisEval = 1 |
| The maximum number of points to eval in serial mode. | |
| static constexpr ordinal_type | MaxOrder = 20 |
| The maximum reconstruction order. | |
| static constexpr ordinal_type | MaxIntegrationPoints = 4893 |
| The maximum number of integration points for direct cubature rules. | |
| static constexpr ordinal_type | MaxCubatureDegreeEdge = 61 |
| The maximum degree of the polynomial that can be integrated exactly by a direct edge rule. | |
| static constexpr ordinal_type | MaxCubatureDegreeTri = 50 |
| The maximum degree of the polynomial that can be integrated exactly by a direct triangle rule. | |
| static constexpr ordinal_type | MaxCubatureDegreeTet = 20 |
| The maximum degree of the polynomial that can be integrated exactly by a direct tetrahedron rule. | |
| static constexpr ordinal_type | MaxCubatureDegreePyr = 11 |
| The maximum degree of the polynomial that can be integrated exactly by a direct pyramid rule. | |
| static constexpr ordinal_type | MaxDimension = 3 |
| The maximum ambient space dimension. | |
| static constexpr ordinal_type | MaxNewton = 15 |
| Maximum number of Newton iterations used internally in methods such as computing the action of the inverse reference to physical cell map. | |
| static constexpr ordinal_type | MaxDerivative = 10 |
| Maximum order of derivatives allowed in intrepid. | |
| static constexpr ordinal_type | MaxTensorComponents = 7 |
| Maximum number of tensor/Cartesian products that can be taken: this allows hypercube basis in 7D to be formed by 7 line basis components. | |
| static constexpr ordinal_type | MaxVectorComponents = 7 |
| Maximum number of components that a VectorData object will store – 66 corresponds to OPERATOR_D10 on an H^1 hexahedral basis. For now, we limit to 7, matching MaxTensorComponents. | |
| static constexpr ordinal_type | MaxBasisFamilies = 3 |
| Maximum number of families that a VectorData object will store – 3 corresponds to H(div) and H(curl) on a hexahedron. | |
Define constants.
Definition at line 91 of file Intrepid2_Types.hpp.
1.8.5