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Made constant some parameters, where possible.

This commit is contained in:
giorgiomarcias 2015-01-05 14:58:30 +00:00
parent 94d9a3dbdd
commit 5085477562
1 changed files with 26 additions and 26 deletions
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52
vcg/space/polygon3.h
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@ -97,7 +97,7 @@ typename CoordType::ScalarType Area(const std::vector<CoordType> &Pos)
//return per vertex Normals of a polygonal face
template<class PolygonType>
void PolyNormals(PolygonType &F,
void PolyNormals(const PolygonType &F,
std::vector<typename PolygonType::CoordType> &Norms)
{
typedef typename PolygonType::FaceType FaceType;
@ -107,16 +107,16 @@ void PolyNormals(PolygonType &F,
Norms.clear();
if (F.VN()<=2) return;
for (int i=0;i<F.VN();i++)
Norms.push_back(Normal(F.P0(i),F.P1(i),F.P2(i)).Normalize());
Norms.push_back(Normal(F.cP0(i),F.cP1(i),F.cP2(i)).Normalize());
}
//return the barycenter of a polygonal face
template<class PolygonType>
typename PolygonType::CoordType PolyBarycenter(PolygonType &F)
typename PolygonType::CoordType PolyBarycenter(const PolygonType &F)
{
typename PolygonType::CoordType bary(0,0,0);
for (int i=0;i<F.VN();i++)
bary+=F.V(i)->P();
bary+=F.cP(i);
bary/=(typename PolygonType::ScalarType)F.VN();
return bary;
@ -124,7 +124,7 @@ typename PolygonType::CoordType PolyBarycenter(PolygonType &F)
//return the area of a polygonal face
template<class PolygonType>
typename PolygonType::ScalarType PolyArea(PolygonType &F)
typename PolygonType::ScalarType PolyArea(const PolygonType &F)
{
typedef typename PolygonType::FaceType FaceType;
typedef typename PolygonType::CoordType CoordType;
@ -134,8 +134,8 @@ typename PolygonType::ScalarType PolyArea(PolygonType &F)
ScalarType Area=0;
for (size_t i=0;i<F.VN();i++)
{
CoordType p0=F.P0(i);
CoordType p1=F.P1(i);
CoordType p0=F.cP0(i);
CoordType p1=F.cP1(i);
CoordType p2=bary;
vcg::Triangle3<ScalarType> T(p0,p1,p2);
Area+=(vcg::DoubleArea(T)/2);
@ -145,19 +145,19 @@ typename PolygonType::ScalarType PolyArea(PolygonType &F)
//return the normal of a polygonal face
template<class PolygonType>
typename PolygonType::CoordType PolygonNormal(PolygonType &F)
typename PolygonType::CoordType PolygonNormal(const PolygonType &F)
{
typename PolygonType::CoordType n(0,0,0);
for (int i=0;i<F.VN();i++)
n+=Normal(F.P0(i),F.P1(i),F.P2(i)).Normalize();
n+=Normal(F.cP0(i),F.cP1(i),F.cP2(i)).Normalize();
return n.Normalize();
}
//return the perimeter of a polygonal face
template<class PolygonType>
typename PolygonType::ScalarType PolyPerimeter(PolygonType &F)
typename PolygonType::ScalarType PolyPerimeter(const PolygonType &F)
{
typedef typename PolygonType::FaceType FaceType;
typedef typename PolygonType::CoordType CoordType;
@ -166,7 +166,7 @@ typename PolygonType::ScalarType PolyPerimeter(PolygonType &F)
ScalarType SumL=0;
for (int i=0;i<F.VN();i++)
{
ScalarType L=(F.P0(i)-F.P1(i)).Norm();
ScalarType L=(F.cP0(i)-F.cP1(i)).Norm();
SumL+=L;
}
return (SumL);
@ -175,7 +175,7 @@ typename PolygonType::ScalarType PolyPerimeter(PolygonType &F)
//return a Scalar value that encode the variance of the normals
//wrt the average one (1 means hight variance, 0 no variance)
template<class PolygonType>
typename PolygonType::ScalarType PolyNormDeviation(PolygonType &F)
typename PolygonType::ScalarType PolyNormDeviation(const PolygonType &F)
{
typedef typename PolygonType::FaceType FaceType;
typedef typename PolygonType::CoordType CoordType;
@ -205,7 +205,7 @@ typename PolygonType::ScalarType PolyNormDeviation(PolygonType &F)
//return a Scalar value that encode the distance wrt ideal angle for each
//wrt the average one (1 correspond to hight variance, 0 no variance)
template<class PolygonType>
void PolyAngleDeviation(PolygonType &F,
void PolyAngleDeviation(const PolygonType &F,
typename PolygonType::ScalarType &AvgDev,
typename PolygonType::ScalarType &MaxDev)
{
@ -222,8 +222,8 @@ void PolyAngleDeviation(PolygonType &F,
for (int i=0;i<F.VN();i++)
{
CoordType dir0=F.P0(i)-F.P1(i);
CoordType dir1=F.P2(i)-F.P1(i);
CoordType dir0=F.cP0(i)-F.cP1(i);
CoordType dir1=F.cP2(i)-F.cP1(i);
ScalarType VAngle=vcg::Angle(dir0,dir1);
assert(VAngle>=0);
@ -244,7 +244,7 @@ void PolyAngleDeviation(PolygonType &F,
//return the fitting plane of a polygonal face
template<class PolygonType>
vcg::Plane3<typename PolygonType::ScalarType> PolyFittingPlane(PolygonType &F)
vcg::Plane3<typename PolygonType::ScalarType> PolyFittingPlane(const PolygonType &F)
{
typedef typename PolygonType::FaceType FaceType;
typedef typename PolygonType::CoordType CoordType;
@ -253,7 +253,7 @@ vcg::Plane3<typename PolygonType::ScalarType> PolyFittingPlane(PolygonType &F)
assert(F.VN()>=3);
std::vector<CoordType> pointVec;
for (int i=0;i<F.VN();i++)
pointVec.push_back(F.P(i));
pointVec.push_back(F.cP(i));
vcg::FitPlaneToPointSet(pointVec,BestPL);
return BestPL;
@ -261,7 +261,7 @@ vcg::Plane3<typename PolygonType::ScalarType> PolyFittingPlane(PolygonType &F)
//return the flatness of a polygonal face as avg distance to the best fitting plane divided by half perimeter
template<class PolygonType>
typename PolygonType::ScalarType PolyFlatness(PolygonType &F)
typename PolygonType::ScalarType PolyFlatness(const PolygonType &F)
{
typedef typename PolygonType::FaceType FaceType;
typedef typename PolygonType::CoordType CoordType;
@ -280,7 +280,7 @@ typename PolygonType::ScalarType PolyFlatness(PolygonType &F)
ScalarType Flatness=0;
for (int i=0;i<F.VN();i++)
{
CoordType pos=F.P(i);
CoordType pos=F.cP(i);
CoordType proj=BestPL.Projection(pos);
Flatness+=(pos-proj).Norm();
}
@ -290,7 +290,7 @@ typename PolygonType::ScalarType PolyFlatness(PolygonType &F)
//evaluate the PCA directions of a polygonal face
template<class PolygonType>
void PolyPCA(PolygonType &F,
void PolyPCA(const PolygonType &F,
typename PolygonType::CoordType PCA[])
{
typedef typename PolygonType::FaceType FaceType;
@ -309,7 +309,7 @@ void PolyPCA(PolygonType &F,
Eigen::Vector3d p;
for (int i=0;i<F.VN();i++)
{
(F.V(i)->P()-Barycenter).ToEigenVector(p);
(F.cP(i)-Barycenter).ToEigenVector(p);
EigenCovMat+= p*p.transpose(); // outer product
}
@ -358,7 +358,7 @@ void PolyPCA(PolygonType &F,
//evaluate the PCA directions of a polygonal face
//scaled by the area of the face
template<class PolygonType>
void PolyScaledPCA(PolygonType &F,
void PolyScaledPCA(const PolygonType &F,
typename PolygonType::CoordType PCA[])
{
typedef typename PolygonType::FaceType FaceType;
@ -411,7 +411,7 @@ void getBaseTemplatePolygon(int N,
//return the rigidly aligned template polygon as
//described by "Static Aware Grid Shells" by Pietroni et Al.
template<class PolygonType>
void GetPolyTemplatePos(PolygonType &F,
void GetPolyTemplatePos(const PolygonType &F,
std::vector<typename PolygonType::CoordType> &TemplatePos)
{
typedef typename PolygonType::FaceType FaceType;
@ -444,7 +444,7 @@ void GetPolyTemplatePos(PolygonType &F,
for (int i=0;i<F.VN();i++)
{
///translate
CoordType Pos=F.V(i)->P()-Barycenter;
CoordType Pos=F.cP(i)-Barycenter;
///rotate
Pos=ToPCA*Pos;
//retranslate
@ -515,7 +515,7 @@ void GetPolyTemplatePos(PolygonType &F,
//compute the aspect ratio using the rigidly aligned template polygon as
//described by "Static Aware Grid Shells" by Pietroni et Al.
template<class PolygonType>
typename PolygonType::ScalarType PolyAspectRatio(PolygonType &F)
typename PolygonType::ScalarType PolyAspectRatio(const PolygonType &F)
{
typedef typename PolygonType::FaceType FaceType;
typedef typename PolygonType::CoordType CoordType;
@ -529,7 +529,7 @@ typename PolygonType::ScalarType PolyAspectRatio(PolygonType &F)
ScalarType AreaP=PolyArea(F);
for (size_t i=0;i<TemplatePos.size();i++)
diff+=pow((TemplatePos[i]-F.P(i)).Norm(),2)/AreaP;
diff+=pow((TemplatePos[i]-F.cP(i)).Norm(),2)/AreaP;
return(diff);
}