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MeshFields
GPU accelerated mesh-based fields
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Linear triangle shape functions for coordinate fields. More...
#include <MeshField_Shape.hpp>
Public Member Functions | |
| KOKKOS_INLINE_FUNCTION Kokkos::Array< Real, numNodes *meshEntDim > | getNodeParametricCoords () const |
| Get parametric coordinates of element nodes. More... | |
| KOKKOS_INLINE_FUNCTION Kokkos::Array< Real, numNodes > | getValues (Vector2 const &xi) const |
| Evaluate shape functions at parametric coordinate. More... | |
Static Public Attributes | |
| static const size_t | numNodes = 3 |
| Number of nodes. | |
| static const size_t | meshEntDim = 2 |
| Mesh entity dimension (2D) | |
| constexpr static Mesh_Topology | DofHolders [1] = {Vertex} |
| DOFs located at vertices. | |
| constexpr static size_t | Order = 1 |
| Polynomial order (linear) | |
Linear triangle shape functions for coordinate fields.
Similar to LinearTriangleShape but specialized for coordinate field usage. Defines linear basis functions for a triangular element with 3 nodes. Parametric coordinate range: xi0, xi1
[0, 1]
Shape functions and ordering from: Zienkiewicz, Taylor, and Zhu 'The Finite Element Method: Its Basis and Fundamentals', 2013
Definition at line 230 of file MeshField_Shape.hpp.
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Get parametric coordinates of element nodes.
Definition at line 241 of file MeshField_Shape.hpp.
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inline |
Evaluate shape functions at parametric coordinate.
| xi | Parametric coordinates (xi0, xi1) where xi0, xi1 [0,1] |
Definition at line 255 of file MeshField_Shape.hpp.