#include <MapTriangle.hpp>
◆ MapTriangle()
| Gedim::MapTriangle::MapTriangle |
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inline |
◆ ~MapTriangle()
| Gedim::MapTriangle::~MapTriangle |
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inline |
◆ Compute()
Map from the triangle reference element [0,1]x[0,1]/2 to the polygon x = F(x_r) = B * x_r + b
- Parameters
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| vertices | the triangle 2D to map vertices, size 3 x 3 |
- Returns
- the map data
◆ DetJ() [1/2]
Compute the determinant of the jacobian matrix of the trasformation
- Parameters
-
| mapData | the map data |
| x | points in reference triangle, size 3 x numPoints |
- Returns
- the determinant of Jacobian matrix
◆ DetJ() [2/2]
Compute the determinant of the jacobian matrix of the trasformation
- Parameters
-
| mapData | the map data |
| x | points in reference triangle, size 3 x numPoints |
- Returns
- the determinant of Jacobian matrix for each points, size 1 x numPoints
◆ F()
Map from the triangle reference element [0,1]x[0,1] to the polygon x = F(x_r) = BMatrix * x_r + b
- Parameters
-
| mapData | the map data |
| x | points in reference triangle, size 3 x numPoints |
- Returns
- the mapped polygon points, size 3 x numPoints
◆ FInv()
Map from the polygon x to the triangle reference element [0,1]x[0,1] x_r = F^-1(x_r) = B^-1 * (x - b)
- Parameters
-
| mapData | the map data |
| x | points in polygon, size 3 x numPoints |
- Returns
- the mapped reference points, size 3 x numPoints
◆ J()
Compute the jacobian matrix of the transformation F
- Parameters
-
| mapData | the map data |
| x | points in reference triangle, size 3 x numPoints |
- Returns
- the B matrix for each points, size 3 x (3 * numPoints)
The documentation for this class was generated from the following files: