MiInterpolatedLogicalSliceExtractHexahedronIjk Class Reference
[Logical slice]

MeshViz Interpolated logical slice extractor for hexahedron IJK meshes More...

#include <MeshVizXLM/extractors/MiInterpolatedLogicalSliceExtractHexahedronIjk.h>

Inheritance diagram for MiInterpolatedLogicalSliceExtractHexahedronIjk:
MiInterpolatedLogicalSliceExtract MiBaseExtractor

List of all members.

Public Member Functions

virtual const MeXScalardSetIextractScalarSet (const MiScalardSetI &inputSet)=0
virtual const MeXScalardSetIextractScalarSet (const MiScalardSetIjk &inputSet)=0
virtual const MeXVec3dSetIextractVec3Set (const MiVec3dSetI &inputSet)=0
virtual const MeXVec3dSetIextractVec3Set (const MiVec3dSetIjk &inputSet)=0

Static Public Member Functions

static
MiInterpolatedLogicalSliceExtractHexahedronIjk
getNewInstance (const MiVolumeMeshHexahedronIjk &mesh, bool parallel=true, MiTessellator *tessellator=NULL)

Detailed Description

MeshViz Interpolated logical slice extractor for hexahedron IJK meshes

An interpolated logical slice is similar to a logical slice except that instead of displaying the slice only on the side of the cells, it can interpolate a slice inside cells. This is done by providing a floating point value representing the offset along the cell axis.


Member Function Documentation

virtual const MeXScalardSetI& MiInterpolatedLogicalSliceExtractHexahedronIjk::extractScalarSet ( const MiScalardSetIjk inputSet  )  [pure virtual]

Computes a PER_CELL scalar set on the extracted interpolated slice.

Note : The argument i,j,k of the method MiScalardSetIjk::get(i,j,k) refers to the cell (i,j,k). Thus the binding of the inputSet must be PER_CELL. An exception is thrown otherwise.

Parameters:
inputSet the input scalar set defined on the volume mesh
Returns:
the output scalar set defined on the resulting interpolated slice mesh

Implements MiInterpolatedLogicalSliceExtract.

virtual const MeXScalardSetI& MiInterpolatedLogicalSliceExtractHexahedronIjk::extractScalarSet ( const MiScalardSetI inputSet  )  [pure virtual]

Computes a PER_NODE scalar set on the extracted interpolated slice.

Note : The argument i of the method MiScalardSetI::get(i) refers to the i-th node of the mesh. Thus the binding of the inputSet must be PER_NODE. An exception is thrown otherwise.

Parameters:
inputSet the input scalar set defined on the volume mesh
Returns:
the output scalar set defined on the resulting interpolated slice mesh
virtual const MeXVec3dSetI& MiInterpolatedLogicalSliceExtractHexahedronIjk::extractVec3Set ( const MiVec3dSetIjk inputSet  )  [pure virtual]

Computes a vector set on the extracted interpolated slice.

Note : The argument i,j,k of the method MiVec3dSetIjk::get(i,j,k) refers to the cell (i,j,k). Thus the binding of the inputSet must be PER_CELL. An exception is thrown otherwise.

Parameters:
inputSet the input vec3 set defined on the volume mesh
Returns:
the output scalar set defined on the resulting interpolated slice mesh

Implements MiInterpolatedLogicalSliceExtract.

virtual const MeXVec3dSetI& MiInterpolatedLogicalSliceExtractHexahedronIjk::extractVec3Set ( const MiVec3dSetI inputSet  )  [pure virtual]

Computes a vector set on the extracted interpolated slice.

Note : The argument i of the method MiVec3dSetI::get(i) refers to the i-th node of the mesh. Thus the binding of the inputSet must be PER_NODE. An exception is thrown otherwise.

Parameters:
inputSet the input vec3 set defined on the volume mesh
Returns:
the output scalar set defined on the resulting interpolated slice mesh
static MiInterpolatedLogicalSliceExtractHexahedronIjk* MiInterpolatedLogicalSliceExtractHexahedronIjk::getNewInstance ( const MiVolumeMeshHexahedronIjk mesh,
bool  parallel = true,
MiTessellator tessellator = NULL 
) [static]

Factory method returning a new instance of a class implementing this abstract class.

Parameters:
mesh The input mesh
parallel When true, tries to create an extract module using a parallel algorithm to speed up the extraction.
tessellator The tessellator object used for tessellating non linear cells (quadratic,...).
Note:
Only some of the extraction algorithms have a parallel implementation.


The documentation for this class was generated from the following file:

Open Inventor Toolkit reference manual, generated on 15 Mar 2023
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