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Base classes of the FrameStore implementation.
Feel free to review the stuff and tell me what I did wrong. Test files are next on my list. Missing from the commit is also the actual FrameStore class, which needs a bit more polish, before I add it. The story so far: - ATrans: Affine transform class * as the matrix is not necessarily a rotation matrix, the accessor is probably named wrong * tries to be "compatible" with other matrix classes, but is probalby missing some features in that respect - TreeNode: Generic tree implementation for n-iary trees * could be probably used in other places, where trees with varying number of childs are required, so feel free to take a look if you'd like to generalize it further * it's pretty much optimized for child->parent lookup the other way round is slow, due to the use of single-linked, un-ordered list. - Frame: Named affine transform * Is probably missing some helper methods to beautify rpy assignements etc * The RAPID folks would most likely want to see a vector<string> extras be added * The typical use case would probably benefit from the ability to cache single-rotation-axis updates - FrameTreeNode: Typedef and helpers for a tree of frame-transforms I also added doxygen documenation and added the Geometry module to the Doxyfile. Please revert, if Geometry is not intended to be documented by default.
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Hans Utz
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Nov 30, 2009
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// -*- c++ -*- | |||
#ifndef vw_geometry_ATrans_h | |||
#define vw_geometry_ATrans_h | |||
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#include "vw/Math/Vector.h" | |||
#include "vw/Math/Matrix.h" | |||
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namespace vw | |||
{ | |||
namespace geometry | |||
{ | |||
template<class ElemT, int SizeN> | |||
class ATrans; | |||
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//! Helper function for inverting an affine transform. | |||
template<class ElemT, int SizeN> | |||
ATrans<ElemT, SizeN> inverse(ATrans<ElemT, SizeN> const& atrans); | |||
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//! Output stream operator for affine transformation class. | |||
template<class ElemT, int SizeN> | |||
std::ostream& operator<< (std::ostream& ostr, ATrans<ElemT, SizeN> const& rhs); | |||
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//! Class representing an affine transform. | |||
/** | |||
* Affine transforms of dimension N consist of a NxN matrix and an | |||
* vector of size N. An affine transform of dimension N can be | |||
* expressed as a matrix of dimension (N+1)x(N+1) with the last row | |||
* consisting of [0, 0, ..., 1]. While the later allows for a more | |||
* compact representation, the former is computationally more | |||
* efficient. | |||
* | |||
* This class represents affine transforms internally as matrix plus | |||
* vector. The user-visible part tries hard to follow the | |||
* (N+1)x(N+1) matrix notation. | |||
* | |||
* The primary customers of this class are the Frame & | |||
* FrameStore classes. The affine transformation in this case holds | |||
* a position-vector and rotation matrix. | |||
* | |||
*/ | |||
template<class ElemT = double, int SizeN = 3> | |||
class ATrans | |||
{ | |||
public: | |||
//! Vector type (translation part) | |||
typedef vw::math::Vector<ElemT, SizeN> VectorT; | |||
//! Matrix type (rotation part) | |||
typedef vw::math::Matrix<ElemT, SizeN, SizeN> MatrixT; | |||
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//! Default constructor | |||
ATrans() {} | |||
//! Initializing constructor | |||
ATrans(VectorT const& p, MatrixT const& r) : m_p(p), m_r(r) {} | |||
//! Initialize from transformation matrix | |||
ATrans(vw::math::Matrix<ElemT, SizeN + 1, SizeN + 1> const& m); | |||
//! Initialize from transformation matrix | |||
ATrans(vw::math::Matrix<ElemT, 0, 0> const& m); | |||
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//! Const accessor of the translation vector. | |||
VectorT const& translation() const throw() { return m_p; } | |||
//! Accessor of the translation vector. | |||
VectorT& translation() throw() { return m_p; } | |||
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//! Const accessor of the (rotation) matrix. | |||
MatrixT const& rotation() const throw() { return m_r; } | |||
//! Accessor of the (rotation) matrix. | |||
MatrixT& rotation() throw() { return m_r; } | |||
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//! Matrix N+1 style multiplication | |||
ATrans operator*(ATrans const& rhs) const; | |||
//! In-place matrix N+1 style multiplication | |||
void operator*=(ATrans const& rhs); | |||
//! Position vecotr multiplication | |||
VectorT operator*(VectorT const& rhs) const; | |||
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//! Conversion to matrix N+1 | |||
operator vw::math::Matrix<ElemT, SizeN + 1, SizeN + 1>(); | |||
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protected: | |||
//! Position vector of the affine transform. | |||
VectorT m_p; | |||
//! (Rotation) matrix of the affine transform. | |||
MatrixT m_r; | |||
}; | |||
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template<class ElemT, int SizeN> | |||
inline | |||
ATrans<ElemT, SizeN> inverse(ATrans<ElemT, SizeN> const& atrans) | |||
{ | |||
typename ATrans<ElemT, SizeN>::MatrixT mI = inverse(atrans.rotation()); | |||
return ATrans<ElemT, SizeN>(mI * atrans.translation(), mI); | |||
} | |||
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template<class ElemT, int SizeN> | |||
std::ostream& operator<< (std::ostream& ostr, ATrans<ElemT, SizeN> const& rhs) | |||
{ | |||
ostr << "xATrans(" << rhs.translation() << "), (" << rhs.rotation() << ")"; | |||
return ostr; | |||
} | |||
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template<class ElemT, int SizeN> | |||
inline | |||
ATrans<ElemT, SizeN>::ATrans(vw::math::Matrix<ElemT, SizeN + 1, SizeN + 1> const& m) : | |||
m_p(m(0, 3), m(1,3), m(2, 3)) | |||
{ | |||
for (int i = 0; i < SizeN; ++i) { | |||
for (int j = 0; j < SizeN; ++j) { | |||
m_r(i, j) = m(i, j); | |||
} | |||
} | |||
} | |||
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template<class ElemT, int SizeN> | |||
inline | |||
ATrans<ElemT, SizeN>::ATrans(vw::math::Matrix<ElemT, 0,0> const& m) : | |||
m_p(m(0, 3), m(1,3), m(2, 3)) | |||
{ | |||
for (int i = 0; i < SizeN; ++i) { | |||
for (int j = 0; j < SizeN; ++j) { | |||
m_r(i, j) = m(i, j); | |||
} | |||
} | |||
} | |||
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template<class ElemT, int SizeN> | |||
inline | |||
ATrans<ElemT, SizeN> | |||
ATrans<ElemT, SizeN>::operator*(ATrans const& rhs) const { | |||
return ATrans(m_r * rhs.m_p + m_p, m_r * rhs.m_r); | |||
} | |||
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template<class ElemT, int SizeN> | |||
inline | |||
void | |||
ATrans<ElemT, SizeN>::operator*=(ATrans const& rhs) { | |||
*this = *this * rhs; | |||
} | |||
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template<class ElemT, int SizeN> | |||
inline | |||
typename ATrans<ElemT, SizeN>::VectorT | |||
ATrans<ElemT, SizeN>::operator*(VectorT const& p) const { | |||
VectorT v = m_r * p; | |||
return v + p; | |||
} | |||
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template<class ElemT, int SizeN> | |||
inline | |||
ATrans<ElemT, SizeN>::operator vw::math::Matrix<ElemT, SizeN+1, SizeN+1>() | |||
{ | |||
vw::math::Matrix<ElemT, SizeN+1, SizeN+1> m; | |||
return m; | |||
} | |||
} | |||
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typedef geometry::ATrans<double, 3> ATrans3; | |||
typedef geometry::ATrans<float, 3> ATrans3f; | |||
} | |||
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#endif // vw_geometry_ATrans_h | |||
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// -*- C++ -*- | |||
#ifndef vw_Math_Frame_h | |||
#define vw_Math_Frame_h | |||
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#include "ATrans.h" | |||
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#include <string> | |||
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namespace vw | |||
{ | |||
namespace geometry | |||
{ | |||
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/** Class representing a named coordinate transform. | |||
* | |||
* This class is mostly used in combination with the TreeNode | |||
* class to create a frame tree. | |||
*/ | |||
class Frame | |||
{ | |||
public: | |||
typedef vw::ATrans3 Location; | |||
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/// Default constructor. | |||
Frame() {} | |||
/// Initializing constructor. | |||
Frame(std::string const& name, Location const& loc = identity_matrix<4>()) : | |||
m_name(name), | |||
m_loc(loc) | |||
{} | |||
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/// @{ Accessor methods | |||
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/// Access name field. | |||
std::string const& name() const throw() { return m_name; } | |||
/// Set name field. | |||
void set_name(std::string const& name) { m_name = name; } | |||
/// Access location field. | |||
Location const& location() const throw() { return m_loc; } | |||
/// Set location field. | |||
void set_location(Location const& loc) { m_loc = loc; } | |||
/// @} | |||
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protected: | |||
std::string m_name; | |||
Location m_loc; | |||
}; | |||
} | |||
} | |||
#endif // vw_Math_Frame_h |
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#include "FrameTreeNode.h" | |||
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#include <algorithm> | |||
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namespace vw | |||
{ | |||
namespace geometry | |||
{ | |||
using namespace std; | |||
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Frame::Location | |||
get_location(FrameTreeNode const * wrtFrame, FrameTreeNode const * source) | |||
{ | |||
Frame::Location loc = vw::identity_matrix(4); | |||
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if (source != NULL) { | |||
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if (wrtFrame == NULL) | |||
return source->data().location(); | |||
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if (wrtFrame != source) { | |||
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FrameTreeNode const * ancestor = wrtFrame->last_common_ancestor(source); | |||
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if (ancestor != NULL) { | |||
// from the origin frame to the ancestor | |||
{ | |||
FrameTreeNode::NodeVector const& nodes = wrtFrame->ancestry(true); | |||
FrameTreeNode::NodeVector::const_iterator iter = | |||
std::find(nodes.begin(), nodes.end(), ancestor); | |||
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assert (iter != nodes.end()); | |||
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++iter; | |||
if (iter != nodes.end()) { | |||
for (; iter != nodes.end(); ++iter) { | |||
loc *= (*iter)->data().location(); | |||
} | |||
loc = inverse(loc); | |||
} | |||
} | |||
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// from the last common ancestor to the wrt frame | |||
{ | |||
FrameTreeNode::NodeVector const& nodes = source->ancestry(true); | |||
FrameTreeNode::NodeVector::const_iterator iter = | |||
std::find(nodes.begin(), nodes.end(), ancestor); | |||
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assert (iter != nodes.end()); | |||
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for (; iter != nodes.end(); ++iter) { | |||
loc *= (*iter)->data().location(); | |||
} | |||
} | |||
} | |||
} | |||
} | |||
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return loc; | |||
} | |||
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namespace | |||
{ | |||
struct FtnLess | |||
{ | |||
bool operator () (FrameTreeNode const * lhs, FrameTreeNode const * rhs) | |||
{ | |||
return lhs->data().name() < rhs->data().name(); | |||
} | |||
}; | |||
} | |||
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void | |||
merge_frame_trees(FrameTreeNode * target_tree, FrameTreeNode * source_tree) | |||
{ | |||
if (target_tree->data().name() != source_tree->data().name()) | |||
return; | |||
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FrameTreeNode::NodeVector src_children = target_tree->children(); | |||
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if (src_children.size() > 0) { | |||
FrameTreeNode::NodeVector tgt_children = source_tree->children(); | |||
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FtnLess less; | |||
sort(src_children.begin(), src_children.end(), less); | |||
sort(tgt_children.begin(), tgt_children.end(), less); | |||
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FrameTreeNode::NodeVector::const_iterator first, last = src_children.end(); | |||
FrameTreeNode::NodeVector::const_iterator tgt_iter = tgt_children.end(); | |||
for (first = src_children.begin(); first != last; ++first) { | |||
while (tgt_iter != tgt_children.end() && | |||
(*first)->data().name() > (*tgt_iter)->data().name()) { | |||
++tgt_iter; | |||
} | |||
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if (tgt_iter == tgt_children.end() || | |||
(*first)->data().name() < (*tgt_iter)->data().name()) { | |||
(*first)->set_parent(target_tree); | |||
} | |||
else if ((*first)->data().name() == (*tgt_iter)->data().name()) { | |||
merge_frame_trees(*tgt_iter, *first); | |||
} | |||
} | |||
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} | |||
} | |||
} | |||
} |
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