void mitk::SurfaceDeformationDataInteractor3D::ColorizeSurface(vtkPolyData* polyData, int timeStep, const Point3D &pickedPoint, int mode, double scalar)
{
if (polyData == NULL)
return;
vtkPoints* points = polyData->GetPoints();
vtkPointData* pointData = polyData->GetPointData();
if ( pointData == NULL )
return;
vtkDataArray* scalars = pointData->GetScalars();
if (scalars == NULL)
return;
if (mode == COLORIZATION_GAUSS)
{
// Get picked point and transform into local coordinates
Point3D localPickedPoint;
BaseGeometry::Pointer geometry = this->GetDataNode()->GetData()->GetGeometry(timeStep);
geometry->WorldToIndex( pickedPoint, localPickedPoint );
Vector3D v1 = localPickedPoint.GetVectorFromOrigin();
vtkDataArray* normal = polyData->GetPointData()->GetVectors("planeNormal");
if (normal != NULL)
{
m_ObjectNormal[0] = normal->GetComponent(0, 0);
m_ObjectNormal[1] = normal->GetComponent(0, 1);
m_ObjectNormal[2] = normal->GetComponent(0, 2);
}
double denom = m_GaussSigma * m_GaussSigma * 2;
for (vtkIdType i = 0; i < points->GetNumberOfPoints(); ++i)
{
// Get original point
double* point = points->GetPoint(i);
Vector3D v0;
v0[0] = point[0];
v0[1] = point[1];
v0[2] = point[2];
// Calculate distance of this point from line through picked point
double d = itk::CrossProduct(m_ObjectNormal, (v1 - v0)).GetNorm();
double t = exp(- d * d / denom);
scalars->SetComponent(i, 0, t);
}
}
else if (mode == COLORIZATION_CONSTANT)
{
for (vtkIdType i = 0; i < pointData->GetNumberOfTuples(); ++i)
{
scalars->SetComponent(i, 0, scalar);
}
}
polyData->Modified();
pointData->Update();
}
void mitk::SurfaceDeformationDataInteractor3D::DeformObject (StateMachineAction*, InteractionEvent* interactionEvent)
{
const InteractionPositionEvent* positionEvent = dynamic_cast<const InteractionPositionEvent*>(interactionEvent);
if(positionEvent == NULL)
return;
int timeStep = interactionEvent->GetSender()->GetTimeStep(this->GetDataNode()->GetData());
vtkPolyData* polyData = m_Surface->GetVtkPolyData(timeStep);
BaseGeometry::Pointer geometry = this->GetDataNode()->GetData()->GetGeometry(timeStep);
double currentWorldPoint[4];
mitk::Point2D currentDisplayPoint = positionEvent->GetPointerPositionOnScreen();
vtkInteractorObserver::ComputeDisplayToWorld(
interactionEvent->GetSender()->GetVtkRenderer(),
currentDisplayPoint[0],
currentDisplayPoint[1],
0.0, //m_InitialInteractionPickedPoint[2],
currentWorldPoint);
// Calculate mouse move in 3D space
Vector3D interactionMove;
interactionMove[0] = currentWorldPoint[0] - m_InitialPickedWorldPoint[0];
interactionMove[1] = currentWorldPoint[1] - m_InitialPickedWorldPoint[1];
interactionMove[2] = currentWorldPoint[2] - m_InitialPickedWorldPoint[2];
// Transform mouse move into geometry space
this->GetDataNode()->GetData()->UpdateOutputInformation();// make sure that the Geometry is up-to-date
Vector3D interactionMoveIndex;
geometry->WorldToIndex(interactionMove, interactionMoveIndex);
// Get picked point and transform into local coordinates
Point3D pickedPoint;
geometry->WorldToIndex(m_InitialPickedPoint, pickedPoint);
Vector3D v1 = pickedPoint.GetVectorFromOrigin();
vtkDataArray* normal = polyData->GetPointData()->GetVectors("planeNormal");
if (normal != NULL)
{
m_ObjectNormal[0] = normal->GetComponent(0, 0);
m_ObjectNormal[1] = normal->GetComponent(0, 1);
m_ObjectNormal[2] = normal->GetComponent(0, 2);
}
Vector3D v2 = m_ObjectNormal * (interactionMoveIndex * m_ObjectNormal);
vtkPoints* originalPoints = m_OriginalPolyData->GetPoints();
vtkPoints* deformedPoints = polyData->GetPoints();
double denom = m_GaussSigma * m_GaussSigma * 2;
double point[3];
for (vtkIdType i = 0; i < deformedPoints->GetNumberOfPoints(); ++i)
{
// Get original point
double* originalPoint = originalPoints->GetPoint( i );
Vector3D v0;
v0[0] = originalPoint[0];
v0[1] = originalPoint[1];
v0[2] = originalPoint[2];
// Calculate distance of this point from line through picked point
double d = itk::CrossProduct(m_ObjectNormal, (v1 - v0)).GetNorm();
Vector3D t = v2 * exp(- d * d / denom);
point[0] = originalPoint[0] + t[0];
point[1] = originalPoint[1] + t[1];
point[2] = originalPoint[2] + t[2];
deformedPoints->SetPoint(i, point);
}
// Make sure that surface is colorized at initial picked position as long as we are in deformation state
m_SurfaceColorizationCenter = m_InitialPickedPoint;
polyData->Modified();
m_Surface->Modified();
interactionEvent->GetSender()->GetRenderingManager()->RequestUpdateAll();
}
