Compute affine coordinate transformation between native spaces of reference and floating images. More...
#include <cmtkTransformChangeToSpaceAffine.h>

Public Member Functions | |
| TransformChangeToSpaceAffine (const AffineXform &xform, const UniformVolume &reference, const UniformVolume &floating, const char *forceSpace=NULL) | |
| Simplified constructor: compute transformation between images in new, common space. | |
| const AffineXform & | GetTransformation () const |
| Return transformation in native spaces. | |
Private Attributes | |
| AffineXform | m_NewXform |
| Transformation between native spaces. | |
Compute affine coordinate transformation between native spaces of reference and floating images.
Definition at line 51 of file cmtkTransformChangeToSpaceAffine.h.
| cmtk::TransformChangeToSpaceAffine::TransformChangeToSpaceAffine | ( | const AffineXform & | xform, |
| const UniformVolume & | reference, | ||
| const UniformVolume & | floating, | ||
| const char * | forceSpace = NULL |
||
| ) |
Simplified constructor: compute transformation between images in new, common space.
| xform | Transformation from reference to floating in their current spaces. |
| reference | Reference (fixed) image. |
| forceSpace | Floating (moving) image. Force transformation to be in this coordinate space. |
Definition at line 37 of file cmtkTransformChangeToSpaceAffine.cxx.
References cmtk::UniformVolume::CloneGrid(), cmtk::Matrix4x4< T >::GetInverse(), cmtk::MetaInformationObject::m_MetaInformation, cmtk::AffineXform::Matrix, and cmtk::META_SPACE_ORIGINAL.
| const AffineXform& cmtk::TransformChangeToSpaceAffine::GetTransformation | ( | ) | const [inline] |
Return transformation in native spaces.
Definition at line 62 of file cmtkTransformChangeToSpaceAffine.h.
Referenced by cmtk::ImagePairAffineRegistrationCommandLine::OutputResult(), cmtk::AffineRegistrationCommandLine::OutputResult(), and cmtk::SplineWarpXformITKIO::Write().
Transformation between native spaces.
Definition at line 69 of file cmtkTransformChangeToSpaceAffine.h.
1.7.2