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itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions > Class Template Reference
[Transforms]

#include <itkElasticBodyReciprocalSplineKernelTransform.h>

Inheritance diagram for itk::ElasticBodyReciprocalSplineKernelTransform:

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Collaboration diagram for itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >:

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List of all members.

Public Types

typedef ElasticBodyReciprocalSplineKernelTransform Self
typedef KernelTransform< TScalarType,
NDimensions > 
Superclass
typedef SmartPointer< SelfPointer
typedef SmartPointer< const
Self
ConstPointer
typedef Superclass::ScalarType ScalarType
typedef Superclass::ParametersType ParametersType
typedef Superclass::JacobianType JacobianType
typedef Superclass::InputPointType InputPointType
typedef Superclass::OutputPointType OutputPointType
typedef Superclass::InputVectorType InputVectorType
typedef Superclass::OutputVectorType OutputVectorType
typedef Superclass::InputCovariantVectorType InputCovariantVectorType
typedef Superclass::OutputCovariantVectorType OutputCovariantVectorType

Public Methods

virtual const char * GetClassName () const
 itkStaticConstMacro (SpaceDimension, unsigned int, Superclass::SpaceDimension)
virtual void SetAlpha (TScalarType _arg)
virtual TScalarType GetAlpha ()

Static Public Methods

Pointer New ()

Protected Types

typedef Superclass::GMatrixType GMatrixType

Protected Methods

 ElasticBodyReciprocalSplineKernelTransform ()
virtual ~ElasticBodyReciprocalSplineKernelTransform ()
const GMatrixTypeComputeG (const InputVectorType &x) const

Protected Attributes

TScalarType m_Alpha

Detailed Description

template<class TScalarType = double, unsigned int NDimensions = 3>
class itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >

This class defines the elastic body spline (EBS) transformation. It is implemented in as straightforward a manner as possible from the IEEE TMI paper by Davis, Khotanzad, Flamig, and Harms, Vol. 16 No. 3 June 1997 Taken from the paper: The EBS "is based on a physical model of a homogeneous, isotropic, three-dimensional elastic body. The model can approximate the way that some physical objects deform".

Definition at line 40 of file itkElasticBodyReciprocalSplineKernelTransform.h.


Member Typedef Documentation

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef SmartPointer<const Self> itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::ConstPointer
 

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 50 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::GMatrixType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::GMatrixType [protected]
 

These (rather redundant) typedefs are needed because on SGI, typedefs are not inherited

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 92 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::InputCovariantVectorType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::InputCovariantVectorType
 

Reimplemented from itk::Transform< TScalarType, NDimensions, NDimensions >.

Definition at line 82 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::InputPointType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::InputPointType
 

These (rather redundant) typedefs are needed because on SGI, typedefs are not inherited

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 78 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::InputVectorType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::InputVectorType
 

Standard vector type for this class.

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 80 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::JacobianType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::JacobianType
 

Jacobian type.

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 65 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::OutputCovariantVectorType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::OutputCovariantVectorType
 

Reimplemented from itk::Transform< TScalarType, NDimensions, NDimensions >.

Definition at line 83 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::OutputPointType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::OutputPointType
 

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 79 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::OutputVectorType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::OutputVectorType
 

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 81 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::ParametersType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::ParametersType
 

Parameters type.

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 62 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef SmartPointer<Self> itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::Pointer
 

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 49 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef Superclass::ScalarType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::ScalarType
 

Scalar type.

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 59 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef ElasticBodyReciprocalSplineKernelTransform itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::Self
 

Standard class typedefs.

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 45 of file itkElasticBodyReciprocalSplineKernelTransform.h.

template<class TScalarType = double, unsigned int NDimensions = 3>
typedef KernelTransform< TScalarType, NDimensions> itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::Superclass
 

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

Definition at line 47 of file itkElasticBodyReciprocalSplineKernelTransform.h.


Constructor & Destructor Documentation

template<class TScalarType = double, unsigned int NDimensions = 3>
itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::ElasticBodyReciprocalSplineKernelTransform   [protected]
 

template<class TScalarType = double, unsigned int NDimensions = 3>
virtual itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::~ElasticBodyReciprocalSplineKernelTransform   [protected, virtual]
 


Member Function Documentation

template<class TScalarType = double, unsigned int NDimensions = 3>
const GMatrixType& itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::ComputeG const InputVectorType   x const [protected, virtual]
 

Compute G(x) For the elastic body spline, this is: G(x) = [alpha*r(x)*I - 3*x*x'/r(x)] where alpha is a constant r(x) = Euclidean norm = sqrt[x1^2 + x2^2 + x3^2]

I = identity matrix

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

template<class TScalarType = double, unsigned int NDimensions = 3>
virtual TScalarType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::GetAlpha   [virtual]
 

Get alpha

template<class TScalarType = double, unsigned int NDimensions = 3>
virtual const char* itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::GetClassName   const [virtual]
 

Run-time type information (and related methods).

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

template<class TScalarType = double, unsigned int NDimensions = 3>
itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::itkStaticConstMacro SpaceDimension   ,
unsigned    int,
Superclass::SpaceDimension   
 

Dimension of the domain space.

template<class TScalarType = double, unsigned int NDimensions = 3>
Pointer itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::New   [static]
 

New macro for creation of through a Smart Pointer

Reimplemented from itk::KernelTransform< TScalarType, NDimensions >.

template<class TScalarType = double, unsigned int NDimensions = 3>
virtual void itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::SetAlpha TScalarType    _arg [virtual]
 

Set alpha


Member Data Documentation

template<class TScalarType = double, unsigned int NDimensions = 3>
TScalarType itk::ElasticBodyReciprocalSplineKernelTransform< TScalarType, NDimensions >::m_Alpha [protected]
 

alpha, Poisson's ratio

Definition at line 106 of file itkElasticBodyReciprocalSplineKernelTransform.h.


The documentation for this class was generated from the following file:
Generated at Wed Mar 12 01:15:49 2003 for ITK by doxygen 1.2.15 written by Dimitri van Heesch, © 1997-2000