public interface MiGeometryHexahedronIjk extends MiGeometry
Generic geometry interface representing a 3D grid of hexahedron cells, where each hexahedron is defined explicitly with 8 independent coordinates. Each hexahedron is accessible via 3 indices (i,j,k).
This type of geometry is typically used by the MiVolumeMeshVertexHexahedronIjk interface.
The way the vertices of each hexahedron are numbered is indicated by the
CellStorageLayout value (see getCellStorageLayout()).
| Modifier and Type | Method and Description |
|---|---|
void |
getCellCoords(int i,
int j,
int k,
double[] cellCoords)
Returns the coordinates of the hexahedron (i,j,k) cell.
|
CellStorageLayout |
getCellStorageLayout()
Hint about coordinates organization in a hexahedron cell.
|
StorageLayoutIJK |
getStorageLayout()
Hint about coordinates organization in memory.
|
getTimeStampvoid getCellCoords(int i,
int j,
int k,
double[] cellCoords)
The way the vertices of each hexahedron are numbered is indicated by the
CellStorageLayout value returned by getCellStorageLayout().
i - the id of this hexahedron on the axis I. 0 <= i <
meshTopologyIjk.getNumCellsI().j - the id of this hexahedron on the axis J. 0 <= j <
meshTopologyIjk.getNumCellsJ().k - the id of this hexahedron on the axis K. 0 <= k <
meshTopologyIjk.getNumCellsK().cellCoords - the array into which the 8 vertices of the hexahedron (i,j,k) are
to be stored.StorageLayoutIJK getStorageLayout()
This information aims at optimizing the geometry traversal for extractors.
Returns the internal coordinates layout in memory as 6 enum values covering
all possible cases. For instance KJI means that:
The fastest way to go through the coordinates with such layout is to perform the following triple loop:
for each k with 0 <= k < numK
for each j with 0 <= j < numJ
for each i with 0 <= i < numI
coordinates.getCellCoords(i,j,k, cellCoords);
CellStorageLayout getCellStorageLayout()
Generated on July 23, 2025, Copyright © Thermo Fisher Scientific. All rights reserved. http://www.openinventor.com