/usr/include/InsightToolkit/Common/itkCenteredRigid2DTransform.txx is in libinsighttoolkit3-dev 3.20.1-1.
This file is owned by root:root, with mode 0o644.
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Program: Insight Segmentation & Registration Toolkit
Module: itkCenteredRigid2DTransform.txx
Language: C++
Date: $Date$
Version: $Revision$
Copyright (c) Insight Software Consortium. All rights reserved.
See ITKCopyright.txt or http://www.itk.org/HTML/Copyright.htm for details.
This software is distributed WITHOUT ANY WARRANTY; without even
the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR
PURPOSE. See the above copyright notices for more information.
=========================================================================*/
#ifndef __itkCenteredRigid2DTransform_txx
#define __itkCenteredRigid2DTransform_txx
#include "itkCenteredRigid2DTransform.h"
namespace itk
{
// Constructor with default arguments
template <class TScalarType>
CenteredRigid2DTransform<TScalarType>
::CenteredRigid2DTransform():
Superclass(OutputSpaceDimension, ParametersDimension)
{
}
// Constructor with arguments
template<class TScalarType>
CenteredRigid2DTransform<TScalarType>::
CenteredRigid2DTransform( unsigned int spaceDimension,
unsigned int parametersDimension):
Superclass(spaceDimension,parametersDimension)
{
}
//
// Set Parameters
//
// Parameters are ordered as:
//
// p[0] = angle
// p[1:2} = center of rotation coordinates
// p[3:4} = translation components
//
//
template <class TScalarType>
void
CenteredRigid2DTransform<TScalarType>
::SetParameters( const ParametersType & parameters )
{
itkDebugMacro( << "Setting parameters " << parameters );
this->m_Parameters = parameters;
// Set the angle
const TScalarType angle = parameters[0];
this->SetVarAngle( angle );
// Set the center
InputPointType center;
for(unsigned int i=0; i < SpaceDimension; i++)
{
center[i] = parameters[i+1];
}
this->SetVarCenter( center );
// Set the translation
OutputVectorType translation;
for(unsigned int j=0; j < SpaceDimension; j++)
{
translation[j] = parameters[j+1+SpaceDimension];
}
this->SetVarTranslation( translation );
// Update matrix and offset
this->ComputeMatrix();
this->ComputeOffset();
// Modified is always called since we just have a pointer to the
// parameters and cannot know if the parameters have changed.
this->Modified();
itkDebugMacro(<<"After setting parameters ");
}
//
// Get Parameters
//
// Parameters are ordered as:
//
// p[0] = angle
// p[1:2} = center of rotation coordinates
// p[3:4} = translation components
//
template <class TScalarType>
const typename CenteredRigid2DTransform<TScalarType>::ParametersType &
CenteredRigid2DTransform<TScalarType>
::GetParameters( void ) const
{
itkDebugMacro( << "Getting parameters ");
// Get the angle
this->m_Parameters[0] = this->GetAngle();
// Get the center
for(unsigned int i=0; i < SpaceDimension; i++)
{
this->m_Parameters[i+1] = this->GetCenter()[i];
}
// Get the translation
for(unsigned int j=0; j < SpaceDimension; j++)
{
this->m_Parameters[j+1+SpaceDimension] =this->GetTranslation()[j];
}
itkDebugMacro(<<"After getting parameters " << this->m_Parameters );
return this->m_Parameters;
}
// Compute the transformation Jacobian
template<class TScalarType>
const typename CenteredRigid2DTransform<TScalarType>::JacobianType &
CenteredRigid2DTransform<TScalarType>::
GetJacobian( const InputPointType & p ) const
{
const double ca = vcl_cos(this->GetAngle());
const double sa = vcl_sin(this->GetAngle());
this->m_Jacobian.Fill(0.0);
const double cx = this->GetCenter()[0];
const double cy = this->GetCenter()[1];
// derivatives with respect to the angle
this->m_Jacobian[0][0] = -sa * ( p[0] - cx ) - ca * ( p[1] - cy );
this->m_Jacobian[1][0] = ca * ( p[0] - cx ) - sa * ( p[1] - cy );
// compute derivatives with respect to the center part
// first with respect to cx
this->m_Jacobian[0][1] = 1.0 - ca;
this->m_Jacobian[1][1] = - sa;
// then with respect to cy
this->m_Jacobian[0][2] = sa;
this->m_Jacobian[1][2] = 1.0 - ca;
// compute derivatives with respect to the translation part
// first with respect to tx
this->m_Jacobian[0][3] = 1.0;
this->m_Jacobian[1][3] = 0.0;
// first with respect to ty
this->m_Jacobian[0][4] = 0.0;
this->m_Jacobian[1][4] = 1.0;
return this->m_Jacobian;
}
template <class TScalarType>
void
CenteredRigid2DTransform<TScalarType>
::SetFixedParameters( const ParametersType & itkNotUsed(parameters) )
{
// no fixed parameters
}
template <class TScalarType>
const typename CenteredRigid2DTransform<TScalarType>::ParametersType &
CenteredRigid2DTransform<TScalarType>
::GetFixedParameters( void ) const
{
// return dummy parameters
this->m_FixedParameters.SetSize(0);
return this->m_FixedParameters;
}
// Create and return an inverse transformation
template<class TScalarType>
void
CenteredRigid2DTransform<TScalarType>::
CloneInverseTo( Pointer & result ) const
{
result = New();
this->GetInverse(result.GetPointer());
}
// return an inverse transformation
template<class TScalarType>
bool
CenteredRigid2DTransform<TScalarType>::
GetInverse( Self* inverse) const
{
if(!inverse)
{
return false;
}
inverse->SetCenter( this->GetCenter() ); // inverse have the same center
inverse->SetAngle( -this->GetAngle() );
inverse->SetTranslation( -( this->GetInverseMatrix()
* this->GetTranslation() ) );
return true;
}
// Return an inverse of this transform
template<class TScalarType>
typename CenteredRigid2DTransform<TScalarType>::InverseTransformBasePointer
CenteredRigid2DTransform<TScalarType>
::GetInverseTransform() const
{
Pointer inv = New();
return GetInverse(inv) ? inv.GetPointer() : NULL;
}
// Create and return an clone transformation
template<class TScalarType>
void
CenteredRigid2DTransform<TScalarType>::
CloneTo( Pointer & result ) const
{
result = New();
result->SetCenter( this->GetCenter() );
result->SetAngle( this->GetAngle() );
result->SetTranslation( this->GetTranslation() );
}
// Print self
template<class TScalarType>
void
CenteredRigid2DTransform<TScalarType>::
PrintSelf(std::ostream &os, Indent indent) const
{
this->Superclass::PrintSelf(os,indent);
}
} // namespace
#endif
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