#include <vtkRectilinearGridToTetrahedra.h>
Inheritance diagram for vtkRectilinearGridToTetrahedra:
vtkRectilinearGridToTetrahedra forms a mesh of Tetrahedra from a vtkRectilinearGrid. The tetrahedra can be 5 per cell, 6 per cell, or a mixture of 5 or 12 per cell. The resulting mesh is consistent, meaning that there are no edge crossings and that each tetrahedron face is shared by two tetrahedra, except those tetrahedra on the boundary. All tetrahedra are right handed.
Note that 12 tetrahedra per cell means adding a point in the center of the cell.
In order to subdivide some cells into 5 and some cells into 12 tetrahedra: SetTetraPerCellTo5And12(); Set the Scalars of the Input RectilinearGrid to be 5 or 12 depending on what you want per cell of the RectilinearGrid.
If you set RememberVoxelId, the scalars of the tetrahedron will be set to the Id of the Cell in the RectilinearGrid from which the tetrahedron came.
Definition at line 74 of file vtkRectilinearGridToTetrahedra.h.
Public Types | |
typedef vtkUnstructuredGridSource | Superclass |
Public Member Functions | |
virtual const char * | GetClassName () |
virtual int | IsA (const char *type) |
void | PrintSelf (ostream &os, vtkIndent indent) |
void | SetTetraPerCellTo5 () |
void | SetTetraPerCellTo6 () |
void | SetTetraPerCellTo12 () |
void | SetTetraPerCellTo5And12 () |
virtual void | SetTetraPerCell (int) |
virtual int | GetTetraPerCell () |
virtual void | SetRememberVoxelId (int) |
virtual int | GetRememberVoxelId () |
virtual void | RememberVoxelIdOn () |
virtual void | RememberVoxelIdOff () |
void | SetInput (const double Extent[3], const double Spacing[3], const double tol=0.001) |
void | SetInput (const double ExtentX, const double ExtentY, const double ExtentZ, const double SpacingX, const double SpacingY, const double SpacingZ, const double tol=0.001) |
void | SetInput (vtkRectilinearGrid *input) |
vtkRectilinearGrid * | GetInput () |
Static Public Member Functions | |
int | IsTypeOf (const char *type) |
vtkRectilinearGridToTetrahedra * | SafeDownCast (vtkObject *o) |
vtkRectilinearGridToTetrahedra * | New () |
Protected Member Functions | |
vtkRectilinearGridToTetrahedra () | |
~vtkRectilinearGridToTetrahedra () | |
void | Execute () |
virtual int | FillInputPortInformation (int, vtkInformation *) |
Protected Attributes | |
int | RememberVoxelId |
int | TetraPerCell |
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Reimplemented from vtkUnstructuredGridSource. Definition at line 77 of file vtkRectilinearGridToTetrahedra.h. |
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Definition at line 131 of file vtkRectilinearGridToTetrahedra.h. |
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Reimplemented from vtkUnstructuredGridSource. |
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Return 1 if this class type is the same type of (or a subclass of) the named class. Returns 0 otherwise. This method works in combination with vtkTypeRevisionMacro found in vtkSetGet.h. Reimplemented from vtkUnstructuredGridSource. |
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Return 1 if this class is the same type of (or a subclass of) the named class. Returns 0 otherwise. This method works in combination with vtkTypeRevisionMacro found in vtkSetGet.h. Reimplemented from vtkUnstructuredGridSource. |
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Reimplemented from vtkUnstructuredGridSource. |
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Methods invoked by print to print information about the object including superclasses. Typically not called by the user (use Print() instead) but used in the hierarchical print process to combine the output of several classes. Reimplemented from vtkUnstructuredGridSource. |
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Form 5 Tetrahedra per cube. Do not RememberVoxelId. Reimplemented from vtkAlgorithm. |
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Set the method to divide each cell (voxel) in the RectilinearGrid into tetrahedra. Definition at line 86 of file vtkRectilinearGridToTetrahedra.h. References VTK_VOXEL_TO_5_TET. |
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Set the method to divide each cell (voxel) in the RectilinearGrid into tetrahedra. Definition at line 87 of file vtkRectilinearGridToTetrahedra.h. References VTK_VOXEL_TO_6_TET. |
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Set the method to divide each cell (voxel) in the RectilinearGrid into tetrahedra. Definition at line 88 of file vtkRectilinearGridToTetrahedra.h. References VTK_VOXEL_TO_12_TET. |
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Set the method to divide each cell (voxel) in the RectilinearGrid into tetrahedra. Definition at line 89 of file vtkRectilinearGridToTetrahedra.h. References VTK_VOXEL_TO_5_AND_12_TET. |
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Set the method to divide each cell (voxel) in the RectilinearGrid into tetrahedra. |
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Set the method to divide each cell (voxel) in the RectilinearGrid into tetrahedra. |
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Should the tetrahedra have scalar data indicating which Voxel they came from in the vtkRectilinearGrid? |
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Should the tetrahedra have scalar data indicating which Voxel they came from in the vtkRectilinearGrid? |
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Should the tetrahedra have scalar data indicating which Voxel they came from in the vtkRectilinearGrid? |
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Should the tetrahedra have scalar data indicating which Voxel they came from in the vtkRectilinearGrid? |
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This function for convenience for creating a Rectilinear Grid If Spacing does not fit evenly into extent, the last cell will have a different width (or height or depth). If Extent[i]/Spacing[i] is within tol of an integer, then assume the programmer meant an integer for direction i. |
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This function for convenience for creating a Rectilinear Grid If Spacing does not fit evenly into extent, the last cell will have a different width (or height or depth). If Extent[i]/Spacing[i] is within tol of an integer, then assume the programmer meant an integer for direction i. |
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Set / get the input data or filter. If TetraPerCell is VTK_VOXEL_TO_5_and_12_TET then the input must have scalars, each set to 5 or 12 to specify how to subdivide each cell. |
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Set / get the input data or filter. If TetraPerCell is VTK_VOXEL_TO_5_and_12_TET then the input must have scalars, each set to 5 or 12 to specify how to subdivide each cell. |
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This method is the old style execute method Reimplemented from vtkSource. |
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Fill the input port information objects for this algorithm. This is invoked by the first call to GetInputPortInformation for each port so subclasses can specify what they can handle. Reimplemented from vtkProcessObject. |
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Definition at line 135 of file vtkRectilinearGridToTetrahedra.h. |
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Definition at line 136 of file vtkRectilinearGridToTetrahedra.h. |