Simulate with complex geometries and complex physics
BE_Functions
Functions for Boundary Elements
The list below contains functions that can be evaluated with respect to boundary elements.
They can be used in the context of keywords for boundary elements, such as SAVE_BE_ITEM.
| List of members: | |
|---|---|
| BE_n() | normal with respect to a boundary element |
| BEarea() | area of a boundary element |
| BEbinA() | Alias step function for boundary elements |
| BEcham() | Chamber of a boundary element |
| BEcluster() | Cluster ID of a boundary element |
| BEgauss() | BE local Gaussian curvature |
| BEhasCurv() | 1 if curvature computation is successful |
| BEident() | IDENT of a boundary element |
| BEincidence() | number of incidental edges of a node point |
| BEindA() | Alias index of boundary element |
| BEisCloseToPC() | Check if boundary element if close to pointcloud |
| BEisOnEdge() | 1 if boundary node belongs to an edge |
| BElayer() | Layer of a boundary element |
| BEmap() | Fetch result of mapping onto boundary element |
| BEmaxCurv() | BE local maximum curvature |
| BEminCurv() | BE local minimum curvature |
| BEmon() | BE monitor item results |
| BEmonApprox() | BE monitor item results (experimental!) |
| BEpos() | midpoint, minimum or maximum position of a boundary element |
| BEprincipalCurvatureEdge1() | first edge of principal curvature computation |
| BEprincipalCurvatureEdge2() | second edge of principal curvature computation |
| BEprincipalCurvatureEdge3() | third edge of principal curvature computation |
| BEprincipalCurvatureEdge4() | fourth edge of principal curvature computation |
| BEprincipalCurvatureNormal() | normal for principal curvature computation |
| BErand() | Random position on random BE of a given alias |
| BEshape() | shape of a boundary element |
| BEsum() | summation over values given on boundary elements |
| BEsymmetryface() | Symmetryface of a boundary element |