Skip to content

K
kicad-source-mirror
Commit 6fa2f060 authored by Maciej Suminski's avatar Maciej Suminski
Browse files
Options

Formatted ttl library to comply with KiCad coding policy.

parent a0fb4ed0
Expand all Show whitespace changes
Inline Side-by-side
Showing with 2654 additions and 2517 deletions
common/geometry/hetriang.cpp
View file @ 6fa2f060
This diff is collapsed.
include/ttl/halfedge/hedart.h
View file @ 6fa2f060
......@@ -40,111 +40,152 @@
#ifndef _HALF_EDGE_DART_
#define _HALF_EDGE_DART_
#include <ttl/halfedge/hetriang.h>
namespace hed {
//------------------------------------------------------------------------------------------------
// Dart class for the half-edge data structure
//------------------------------------------------------------------------------------------------
/** \class Dart
namespace hed
{
/**
* \class Dart
* \brief \b %Dart class for the half-edge data structure.
*
* See \ref api for a detailed description of how the member functions
* should be implemented.
*/
class DART
{
EDGE_PTR m_edge;
class Dart {
EdgePtr edge_;
bool dir_; // true if dart is counterclockwise in face
/// Dart direction: true if dart is counterclockwise in face
bool m_dir;
public:
public:
/// Default constructor
Dart() { dir_ = true; }
DART()
{
m_dir = true;
}
/// Constructor
Dart(const EdgePtr& edge, bool dir = true) { edge_ = edge; dir_ = dir; }
DART( const EDGE_PTR& aEdge, bool aDir = true )
{
m_edge = aEdge;
m_dir = aDir;
}
/// Copy constructor
Dart(const Dart& dart) { edge_ = dart.edge_; dir_ = dart.dir_; }
DART( const DART& aDart )
{
m_edge = aDart.m_edge;
m_dir = aDart.m_dir;
}
/// Destructor
~Dart() {}
~DART()
{
}
/// Assignment operator
Dart& operator = (const Dart& dart) {
if (this == &dart)
DART& operator=( const DART& aDart )
{
if( this == &aDart )
return *this;
edge_ = dart.edge_;
dir_ = dart.dir_;
m_edge = aDart.m_edge;
m_dir = aDart.m_dir;
return *this;
}
/// Comparing dart objects
bool operator==(const Dart& dart) const {
if (dart.edge_ == edge_ && dart.dir_ == dir_)
return true;
return false;
bool operator==( const DART& aDart ) const
{
return ( aDart.m_edge == m_edge && aDart.m_dir == m_dir );
}
/// Comparing dart objects
bool operator!=(const Dart& dart) const {
return !(dart==*this);
bool operator!=( const DART& aDart ) const
{
return !( aDart == *this );
}
/// Maps the dart to a different node
Dart& alpha0() { dir_ = !dir_; return *this; }
DART& Alpha0()
{
m_dir = !m_dir;
return *this;
}
/// Maps the dart to a different edge
Dart& alpha1() {
if (dir_) {
edge_ = edge_->getNextEdgeInFace()->getNextEdgeInFace();
dir_ = false;
DART& Alpha1()
{
if( m_dir )
{
m_edge = m_edge->GetNextEdgeInFace()->GetNextEdgeInFace();
m_dir = false;
}
else {
edge_ = edge_->getNextEdgeInFace();
dir_ = true;
else
{
m_edge = m_edge->GetNextEdgeInFace();
m_dir = true;
}
return *this;
}
/// Maps the dart to a different triangle. \b Note: the dart is not changed if it is at the boundary!
Dart& alpha2() {
if (edge_->getTwinEdge()) {
edge_ = edge_->getTwinEdge();
dir_ = !dir_;
DART& Alpha2()
{
if( m_edge->GetTwinEdge() )
{
m_edge = m_edge->GetTwinEdge();
m_dir = !m_dir;
}
// else, the dart is at the boundary and should not be changed
return *this;
}
// Utilities not required by TTL
// -----------------------------
/** @name Utilities not required by TTL */
//@{
void Init( const EDGE_PTR& aEdge, bool aDir = true )
{
m_edge = aEdge;
m_dir = aDir;
}
double X() const
{
return GetNode()->GetX();
}
void init(const EdgePtr& edge, bool dir = true) { edge_ = edge; dir_ = dir; }
double Y() const
{
return GetNode()->GetY();
}
double x() const { return getNode()->GetX(); } // x-coordinate of source node
double y() const { return getNode()->GetY(); } // y-coordinate of source node
bool IsCCW() const
{
return m_dir;
}
bool isCounterClockWise() const { return dir_; }
const NODE_PTR& GetNode() const
{
return m_dir ? m_edge->GetSourceNode() : m_edge->GetTargetNode();
}
const NodePtr& getNode() const { return dir_ ? edge_->getSourceNode() : edge_->getTargetNode(); }
const NodePtr& getOppositeNode() const { return dir_ ? edge_->getTargetNode() : edge_->getSourceNode(); }
EdgePtr& getEdge() { return edge_; }
const NODE_PTR& GetOppositeNode() const
{
return m_dir ? m_edge->GetTargetNode() : m_edge->GetSourceNode();
}
//@} // End of Utilities not required by TTL
EDGE_PTR& GetEdge()
{
return m_edge;
}
};
//@} // End of Utilities not required by TTL
};
}; // End of hed namespace
} // End of hed namespace
#endif
include/ttl/halfedge/hetraits.h
View file @ 6fa2f060
......@@ -40,19 +40,13 @@
#ifndef _HALF_EDGE_TRAITS_
#define _HALF_EDGE_TRAITS_
#include <ttl/halfedge/hetriang.h>
#include <ttl/halfedge/hedart.h>
namespace hed {
//------------------------------------------------------------------------------------------------
// Traits class for the half-edge data structure
//------------------------------------------------------------------------------------------------
/** \struct TTLtraits
namespace hed
{
/**
* \struct TTLtraits
* \brief \b Traits class (static struct) for the half-edge data structure.
*
* The member functions are those required by different function templates
......@@ -64,112 +58,131 @@ namespace hed {
* half-edge data structure.
*
* \see \ref api
*
*/
struct TTLtraits {
/** The floating point type used in calculations
* involving scalar products and cross products.
struct TTLtraits
{
/**
* The floating point type used in calculations involving scalar products and cross products.
*/
typedef double real_type;
//----------------------------------------------------------------------------------------------
// ------------------------------- Geometric Predicates Group ---------------------------------
//----------------------------------------------------------------------------------------------
typedef double REAL_TYPE;
/** @name Geometric Predicates */
//@{
//----------------------------------------------------------------------------------------------
/** Scalar product between two 2D vectors represented as darts.\n
/**
* Scalar product between two 2D vectors represented as darts.\n
*
* ttl_util::scalarProduct2d can be used.
*/
static real_type scalarProduct2d(const Dart& v1, const Dart& v2) {
Dart v10 = v1; v10.alpha0();
Dart v20 = v2; v20.alpha0();
return ttl_util::scalarProduct2d(v10.x()-v1.x(), v10.y()-v1.y(),
v20.x()-v2.x(), v20.y()-v2.y());
}
static REAL_TYPE ScalarProduct2D( const DART& aV1, const DART& aV2 )
{
DART v10 = aV1;
v10.Alpha0();
DART v20 = aV2;
v20.Alpha0();
//----------------------------------------------------------------------------------------------
/** Scalar product between two 2D vectors.
return ttl_util::ScalarProduct2D( v10.X() - aV1.X(), v10.Y() - aV1.Y(),
v20.X() - aV2.X(), v20.Y() - aV2.Y() );
}
/**
* Scalar product between two 2D vectors.
* The first vector is represented by a dart \e v, and the second
* vector has direction from the source node of \e v to the point \e p.\n
*
* ttl_util::scalarProduct2d can be used.
* ttl_util::ScalarProduct2D can be used.
*/
static real_type scalarProduct2d(const Dart& v, const NodePtr& p) {
Dart d0 = v; d0.alpha0();
return ttl_util::scalarProduct2d(d0.x() - v.x(), d0.y() - v.y(),
p->GetX() - v.x(), p->GetY() - v.y());
}
static REAL_TYPE ScalarProduct2D( const DART& aV, const NODE_PTR& aP )
{
DART d0 = aV;
d0.Alpha0();
return ttl_util::ScalarProduct2D( d0.X() - aV.X(), d0.Y() - aV.Y(),
aP->GetX() - aV.X(), aP->GetY() - aV.Y() );
}
//----------------------------------------------------------------------------------------------
/** Cross product between two vectors in the plane represented as darts.
/**
* Cross product between two vectors in the plane represented as darts.
* The z-component of the cross product is returned.\n
*
* ttl_util::crossProduct2d can be used.
* ttl_util::CrossProduct2D can be used.
*/
static real_type crossProduct2d(const Dart& v1, const Dart& v2) {
Dart v10 = v1; v10.alpha0();
Dart v20 = v2; v20.alpha0();
return ttl_util::crossProduct2d(v10.x()-v1.x(), v10.y()-v1.y(),
v20.x()-v2.x(), v20.y()-v2.y());
}
static REAL_TYPE CrossProduct2D( const DART& aV1, const DART& aV2 )
{
DART v10 = aV1;
v10.Alpha0();
DART v20 = aV2;
v20.Alpha0();
//----------------------------------------------------------------------------------------------
/** Cross product between two vectors in the plane.
return ttl_util::CrossProduct2D( v10.X() - aV1.X(), v10.Y() - aV1.Y(),
v20.X() - aV2.X(), v20.Y() - aV2.Y() );
}
/**
* Cross product between two vectors in the plane.
* The first vector is represented by a dart \e v, and the second
* vector has direction from the source node of \e v to the point \e p.
* The z-component of the cross product is returned.\n
*
* ttl_util::crossProduct2d can be used.
* ttl_util::CrossProduct2d can be used.
*/
static real_type crossProduct2d(const Dart& v, const NodePtr& p) {
Dart d0 = v; d0.alpha0();
return ttl_util::crossProduct2d(d0.x() - v.x(), d0.y() - v.y(),
p->GetX() - v.x(), p->GetY() - v.y());
}
static REAL_TYPE CrossProduct2D( const DART& aV, const NODE_PTR& aP )
{
DART d0 = aV;
d0.Alpha0();
return ttl_util::CrossProduct2D( d0.X() - aV.X(), d0.Y() - aV.Y(),
aP->GetX() - aV.X(), aP->GetY() - aV.Y() );
}
//----------------------------------------------------------------------------------------------
/** Let \e n1 and \e n2 be the nodes associated with two darts, and let \e p
/**
* Let \e n1 and \e n2 be the nodes associated with two darts, and let \e p
* be a point in the plane. Return a positive value if \e n1, \e n2,
* and \e p occur in counterclockwise order; a negative value if they occur
* in clockwise order; and zero if they are collinear.
*/
static real_type orient2d(const Dart& n1, const Dart& n2, const NodePtr& p) {
real_type pa[2]; real_type pb[2]; real_type pc[2];
pa[0] = n1.x(); pa[1] = n1.y();
pb[0] = n2.x(); pb[1] = n2.y();
pc[0] = p->GetX(); pc[1] = p->GetY();
return ttl_util::orient2dfast(pa, pb, pc);
static REAL_TYPE Orient2D( const DART& aN1, const DART& aN2, const NODE_PTR& aP )
{
REAL_TYPE pa[2];
REAL_TYPE pb[2];
REAL_TYPE pc[2];
pa[0] = aN1.X();
pa[1] = aN1.Y();
pb[0] = aN2.X();
pb[1] = aN2.Y();
pc[0] = aP->GetX();
pc[1] = aP->GetY();
return ttl_util::Orient2DFast( pa, pb, pc );
}
//----------------------------------------------------------------------------------------------
/** This is the same predicate as represented with the function above,
/**
* This is the same predicate as represented with the function above,
* but with a slighty different interface:
* The last parameter is given as a dart where the source node of the dart
* represents a point in the plane.
* This function is required for constrained triangulation.
*/
static real_type orient2d(const Dart& n1, const Dart& n2, const Dart& p) {
real_type pa[2]; real_type pb[2]; real_type pc[2];
pa[0] = n1.x(); pa[1] = n1.y();
pb[0] = n2.x(); pb[1] = n2.y();
pc[0] = p.x(); pc[1] = p.y();
return ttl_util::orient2dfast(pa, pb, pc);
static REAL_TYPE Orient2D( const DART& aN1, const DART& aN2, const DART& aP )
{
REAL_TYPE pa[2];
REAL_TYPE pb[2];
REAL_TYPE pc[2];
pa[0] = aN1.X();
pa[1] = aN1.Y();
pb[0] = aN2.X();
pb[1] = aN2.Y();
pc[0] = aP.X();
pc[1] = aP.Y();
return ttl_util::Orient2DFast( pa, pb, pc );
}
//@} // End of Geometric Predicates Group
};
};
}; // End of hed namespace
......
include/ttl/halfedge/hetriang.h
View file @ 6fa2f060
This diff is collapsed.
include/ttl/ttl.h
View file @ 6fa2f060
This diff is collapsed.
include/ttl/ttl_util.h
View file @ 6fa2f060
......@@ -3,11 +3,11 @@
* Applied Mathematics, Norway.
*
* Contact information: E-mail: tor.dokken@sintef.no
* SINTEF ICT, Department of Applied Mathematics,
* SINTEF ICT, DeaPArtment of Applied Mathematics,
* P.O. Box 124 Blindern,
* 0314 Oslo, Norway.
*
* This file is part of TTL.
* This file is aPArt of TTL.
*
* TTL is free software: you can redistribute it and/or modify
* it under the terms of the GNU Affero General Public License as
......@@ -16,7 +16,7 @@
*
* TTL is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* MERCHANTABILITY or FITNESS FOR A aPARTICULAR PURPOSE. See the
* GNU Affero General Public License for more details.
*
* You should have received a copy of the GNU Affero General Public
......@@ -40,28 +40,22 @@
#ifndef _TTL_UTIL_H_
#define _TTL_UTIL_H_
#include <vector>
#include <algorithm>
#ifdef _MSC_VER
# if _MSC_VER < 1300
# include <minmax.h>
# endif
#endif
//using namespace std;
/** \brief Utilities
*
* This name space contains utility functions for TTL.\n
* This name saPAce contains utility functions for TTL.\n
*
* Point and vector algebra such as scalar product and cross product
* between vectors are implemented here.
* These functions are required by functions in the \ref ttl namespace,
* These functions are required by functions in the \ref ttl namesaPAce,
* where they are assumed to be present in the \ref hed::TTLtraits "TTLtraits" class.
* Thus, the user can call these functions from the traits class.
* For efficiency reasons, the user may consider implementing these
......@@ -77,51 +71,41 @@
* ttl and \ref api
*
* \author
* Øyvind Hjelle, oyvindhj@ifi.uio.no
* �yvind Hjelle, oyvindhj@ifi.uio.no
*/
namespace ttl_util {
//------------------------------------------------------------------------------------------------
// ------------------------------ Computational Geometry Group ----------------------------------
//------------------------------------------------------------------------------------------------
/** @name Computational geometry */
//@{
//------------------------------------------------------------------------------------------------
/** Scalar product between two 2D vectors.
namespace ttl_util
{
/** @name Computational geometry */
//@{
/** Scalar product between two 2D vectors.
*
* \par Returns:
* \aPAr Returns:
* \code
* dx1*dx2 + dy1*dy2
* aDX1*aDX2 + aDY1*aDY2
* \endcode
*/
template <class real_type>
real_type scalarProduct2d(real_type dx1, real_type dy1, real_type dx2, real_type dy2) {
return dx1*dx2 + dy1*dy2;
}
template <class REAL_TYPE>
REAL_TYPE ScalarProduct2D( REAL_TYPE aDX1, REAL_TYPE aDY1, REAL_TYPE aDX2, REAL_TYPE aDY2 )
{
return aDX1 * aDX2 + aDY1 * aDY2;
}
//------------------------------------------------------------------------------------------------
/** Cross product between two 2D vectors. (The z-component of the actual cross product.)
/** Cross product between two 2D vectors. (The z-component of the actual cross product.)
*
* \par Returns:
* \aPAr Returns:
* \code
* dx1*dy2 - dy1*dx2
* aDX1*aDY2 - aDY1*aDX2
* \endcode
*/
template <class real_type>
real_type crossProduct2d(real_type dx1, real_type dy1, real_type dx2, real_type dy2) {
return dx1*dy2 - dy1*dx2;
}
//------------------------------------------------------------------------------------------------
/** Returns a positive value if the 2D nodes/points \e pa, \e pb, and
* \e pc occur in counterclockwise order; a negative value if they occur
template <class REAL_TYPE>
REAL_TYPE CrossProduct2D( REAL_TYPE aDX1, REAL_TYPE aDY1, REAL_TYPE aDX2, REAL_TYPE aDY2 )
{
return aDX1 * aDY2 - aDY1 * aDX2;
}
/** Returns a positive value if the 2D nodes/points \e aPA, \e aPB, and
* \e aPC occur in counterclockwise order; a negative value if they occur
* in clockwise order; and zero if they are collinear.
*
* \note
......@@ -129,15 +113,17 @@ namespace ttl_util {
* exact arithmetic schemes by Jonathan Richard Shewchuk. See
* http://www-2.cs.cmu.edu/~quake/robust.html
*/
template <class real_type>
real_type orient2dfast(real_type pa[2], real_type pb[2], real_type pc[2]) {
real_type acx = pa[0] - pc[0];
real_type bcx = pb[0] - pc[0];
real_type acy = pa[1] - pc[1];
real_type bcy = pb[1] - pc[1];
template <class REAL_TYPE>
REAL_TYPE Orient2DFast( REAL_TYPE aPA[2], REAL_TYPE aPB[2], REAL_TYPE aPC[2] )
{
REAL_TYPE acx = aPA[0] - aPC[0];
REAL_TYPE bcx = aPB[0] - aPC[0];
REAL_TYPE acy = aPA[1] - aPC[1];
REAL_TYPE bcy = aPB[1] - aPC[1];
return acx * bcy - acy * bcx;
}
}
}; // End of ttl_util namespace scope
} // namespace ttl_util
#endif // _TTL_UTIL_H_
pcbnew/ratsnest_data.cpp
View file @ 6fa2f060
......@@ -68,7 +68,7 @@ bool sortDistance( const RN_NODE_PTR& aOrigin, const RN_NODE_PTR& aNode1,
bool sortWeight( const RN_EDGE_PTR& aEdge1, const RN_EDGE_PTR& aEdge2 )
{
return aEdge1->getWeight() < aEdge2->getWeight();
return aEdge1->GetWeight() < aEdge2->GetWeight();
}
......@@ -92,7 +92,7 @@ bool operator!=( const RN_NODE_PTR& aFirst, const RN_NODE_PTR& aSecond )
bool isEdgeConnectingNode( const RN_EDGE_PTR& aEdge, const RN_NODE_PTR& aNode )
{
return aEdge->getSourceNode() == aNode || aEdge->getTargetNode() == aNode;
return aEdge->GetSourceNode() == aNode || aEdge->GetTargetNode() == aNode;
}
......@@ -125,8 +125,8 @@ std::vector<RN_EDGE_PTR>* kruskalMST( RN_LINKS::RN_EDGE_LIST& aEdges,
{
RN_EDGE_PTR& dt = *aEdges.begin();
int srcTag = tags[dt->getSourceNode()];
int trgTag = tags[dt->getTargetNode()];
int srcTag = tags[dt->GetSourceNode()];
int trgTag = tags[dt->GetTargetNode()];
// Check if by adding this edge we are going to join two different forests
if( srcTag != trgTag )
......@@ -139,7 +139,7 @@ std::vector<RN_EDGE_PTR>* kruskalMST( RN_LINKS::RN_EDGE_LIST& aEdges,
// Move nodes that were marked with old tag to the list marked with the new tag
cycles[srcTag].splice( cycles[srcTag].end(), cycles[trgTag] );
if( dt->getWeight() == 0 ) // Skip already existing connections (weight == 0)
if( dt->GetWeight() == 0 ) // Skip already existing connections (weight == 0)
{
mstExpectedSize--;
}
......@@ -148,9 +148,9 @@ std::vector<RN_EDGE_PTR>* kruskalMST( RN_LINKS::RN_EDGE_LIST& aEdges,
// Do a copy of edge, but make it RN_EDGE_MST. In contrary to RN_EDGE,
// RN_EDGE_MST saves both source and target node and does not require any other
// edges to exist for getting source/target nodes
RN_EDGE_MST_PTR newEdge = boost::make_shared<RN_EDGE_MST>( dt->getSourceNode(),
dt->getTargetNode(),
dt->getWeight() );
RN_EDGE_MST_PTR newEdge = boost::make_shared<RN_EDGE_MST>( dt->GetSourceNode(),
dt->GetTargetNode(),
dt->GetWeight() );
mst->push_back( newEdge );
++mstSize;
}
......@@ -169,8 +169,8 @@ std::vector<RN_EDGE_PTR>* kruskalMST( RN_LINKS::RN_EDGE_LIST& aEdges,
void RN_NET::validateEdge( RN_EDGE_PTR& aEdge )
{
RN_NODE_PTR source = aEdge->getSourceNode();
RN_NODE_PTR target = aEdge->getTargetNode();
RN_NODE_PTR source = aEdge->GetSourceNode();
RN_NODE_PTR target = aEdge->GetTargetNode();
bool valid = true;
// If any of nodes belonging to the edge has the flag set,
......@@ -280,13 +280,13 @@ void RN_NET::compute()
std::partial_sort_copy( boardNodes.begin(), boardNodes.end(), nodes.begin(), nodes.end() );
TRIANGULATOR triangulator;
triangulator.createDelaunay( nodes.begin(), nodes.end() );
boost::scoped_ptr<RN_LINKS::RN_EDGE_LIST> triangEdges( triangulator.getEdges() );
triangulator.CreateDelaunay( nodes.begin(), nodes.end() );
boost::scoped_ptr<RN_LINKS::RN_EDGE_LIST> triangEdges( triangulator.GetEdges() );
// Compute weight/distance for edges resulting from triangulation
RN_LINKS::RN_EDGE_LIST::iterator eit, eitEnd;
for( eit = (*triangEdges).begin(), eitEnd = (*triangEdges).end(); eit != eitEnd; ++eit )
(*eit)->setWeight( getDistance( (*eit)->getSourceNode(), (*eit)->getTargetNode() ) );
(*eit)->SetWeight( getDistance( (*eit)->GetSourceNode(), (*eit)->GetTargetNode() ) );
// Add the currently existing connections list to the results of triangulation
std::copy( boardEdges.begin(), boardEdges.end(), std::front_inserter( *triangEdges ) );
......@@ -508,8 +508,8 @@ void RN_NET::RemoveItem( const TRACK* aTrack )
RN_EDGE_PTR& edge = m_tracks.at( aTrack );
// Save nodes, so they can be cleared later
RN_NODE_PTR aBegin = edge->getSourceNode();
RN_NODE_PTR aEnd = edge->getTargetNode();
RN_NODE_PTR aBegin = edge->GetSourceNode();
RN_NODE_PTR aEnd = edge->GetTargetNode();
m_links.RemoveConnection( edge );
// Remove nodes associated with the edge. It is done in a safe way, there is a check
......@@ -696,8 +696,8 @@ std::list<RN_NODE_PTR> RN_NET::GetNodes( const BOARD_CONNECTED_ITEM* aItem ) con
const TRACK* track = static_cast<const TRACK*>( aItem );
RN_EDGE_PTR edge = m_tracks.at( track );
nodes.push_back( edge->getSourceNode() );
nodes.push_back( edge->getTargetNode() );
nodes.push_back( edge->GetSourceNode() );
nodes.push_back( edge->GetTargetNode() );
}
break;
......
pcbnew/ratsnest_data.h
View file @ 6fa2f060
......@@ -50,13 +50,13 @@ class ZONE_CONTAINER;
class CPolyPt;
// Preserve KiCad coding style policy
typedef hed::Node RN_NODE;
typedef hed::NodePtr RN_NODE_PTR;
typedef hed::Edge RN_EDGE;
typedef hed::EdgePtr RN_EDGE_PTR;
typedef hed::EdgeMST RN_EDGE_MST;
typedef boost::shared_ptr<hed::EdgeMST> RN_EDGE_MST_PTR;
typedef hed::Triangulation TRIANGULATOR;
typedef hed::NODE RN_NODE;
typedef hed::NODE_PTR RN_NODE_PTR;
typedef hed::EDGE RN_EDGE;
typedef hed::EDGE_PTR RN_EDGE_PTR;
typedef hed::EDGE_MST RN_EDGE_MST;
typedef hed::TRIANGULATION TRIANGULATOR;
typedef boost::shared_ptr<hed::EDGE_MST> RN_EDGE_MST_PTR;
bool operator==( const RN_NODE_PTR& aFirst, const RN_NODE_PTR& aSecond );
bool operator!=( const RN_NODE_PTR& aFirst, const RN_NODE_PTR& aSecond );
......
pcbnew/ratsnest_viewitem.cpp
View file @ 6fa2f060
......@@ -97,8 +97,8 @@ void RATSNEST_VIEWITEM::ViewDraw( int aLayer, GAL* aGal ) const
BOOST_FOREACH( const RN_EDGE_PTR& edge, *edges )
{
const RN_NODE_PTR& sourceNode = edge->getSourceNode();
const RN_NODE_PTR& targetNode = edge->getTargetNode();
const RN_NODE_PTR& sourceNode = edge->GetSourceNode();
const RN_NODE_PTR& targetNode = edge->GetTargetNode();
VECTOR2D source( sourceNode->GetX(), sourceNode->GetY() );
VECTOR2D target( targetNode->GetX(), targetNode->GetY() );
......
Markdown is supported
0% or
You are about to add 0 people to the discussion. Proceed with caution.
Finish editing this message first!
Please register or to comment