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changed DifferenceLineField to measeure the angle instead of the dot product

This commit is contained in:
Nico Pietroni 2016-06-09 12:10:41 +00:00
parent 9097130c3b
commit c87a7105d6
1 changed files with 46 additions and 10 deletions
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56
vcg/complex/algorithms/parametrization/tangent_field_operators.h
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@ -40,7 +40,8 @@ vcg::Point2<ScalarType> InterpolateNRosy2D(const std::vector<vcg::Point2<ScalarT
const int N)
{
// check parameter
assert(V.size() == W.size() && N > 0);
assert(V.size() == W.size());
assert( N > 0);
// create a vector of angles
std::vector<ScalarType> angles(V.size(), 0);
@ -68,6 +69,7 @@ vcg::Point2<ScalarType> InterpolateNRosy2D(const std::vector<vcg::Point2<ScalarT
Res += VV[i] * W[i];
Sum+=W[i];
}
assert(Sum>0);
Res /=Sum;
//R /= VV.rows();
@ -124,12 +126,17 @@ vcg::Point3<ScalarType> InterpolateNRosy3D(const std::vector<vcg::Point3<ScalarT
///trassform to the reference frame
rotV=RotFrame*rotV;
assert(!isnan(rotV.X()));
assert(!isnan(rotV.Y()));
//it's 2D from now on
Cross2D.push_back(vcg::Point2<ScalarType>(rotV.X(),rotV.Y()));
}
vcg::Point2<ScalarType> AvDir2D=InterpolateNRosy2D(Cross2D,W,N);
assert(!isnan(AvDir2D.X()));
assert(!isnan(AvDir2D.Y()));
CoordType AvDir3D=CoordType(AvDir2D.X(),AvDir2D.Y(),0);
//transform back to 3D
AvDir3D=RotFrameInv*AvDir3D;
@ -659,7 +666,7 @@ public:
CoordType dirR=vcg::tri::CrossField<MeshType>::Rotate(f0,f1,dir0);
///then get the closest upf to K*PI/2 rotations
CoordType dir1=f1.cPD1();
CoordType ret=vcg::tri::CrossField<MeshType>::K_PI(dir1,dirR,f1.cN());
CoordType ret=vcg::tri::CrossField<MeshType>::K_PI(dirR,dir1,f1.cN());
return ret;
}
@ -1117,28 +1124,57 @@ public:
}
///return the difference of two cross field, values between [0,0.5]
///return the difference of two cross field, values between [0,1]
static typename FaceType::ScalarType DifferenceCrossField(const typename FaceType::CoordType &t0,
const typename FaceType::CoordType &t1,
const typename FaceType::CoordType &n)
{
CoordType trans0=t0;
CoordType trans1=K_PI(t1,t0,n);
ScalarType diff = 1-fabs(trans0*trans1);
ScalarType diff = vcg::AngleN(trans0,trans1)/(M_PI_4);
return diff;
}
///return the difference of two cross field, values between [0,0.5]
///return the difference of two cross field, values between [0,1]
static typename FaceType::ScalarType DifferenceLineField(const typename FaceType::CoordType &t0,
const typename FaceType::CoordType &t1,
const typename FaceType::CoordType &n)
{
CoordType trans0=t0;
CoordType trans1=t1;
if ((trans0*trans1)<0)trans1=-trans1;
ScalarType angleD=vcg::Angle(trans0,trans1);
assert(angleD>=0);
assert(angleD<=M_PI_2);
return (angleD/M_PI_2);
}
///return the difference of two cross field, values between [0,1]
static typename FaceType::ScalarType DifferenceCrossField(const typename vcg::Point2<ScalarType> &t0,
const typename vcg::Point2<ScalarType> &t1)
{
CoordType t03D=CoordType(t0.X(),t0.Y(),0);
CoordType t13D=CoordType(t1.X(),t1.Y(),0);
CoordType trans0=t03D;
CoordType n=CoordType(0,0,1);
CoordType trans1=K_PI(t13D,t03D,n);
ScalarType diff = 1-fabs(trans0*trans1);
return diff;
CoordType Norm=CoordType(0,0,1);
// CoordType n=CoordType(0,0,1);
// CoordType trans1=K_PI(t13D,t03D,n);
// ScalarType diff=vcg::AngleN(trans0,trans1)/(M_PI_4);
//ScalarType diff = 1-fabs(trans0*trans1);
return DifferenceCrossField(t03D,t13D,Norm);
}
///return the difference of two cross field, values between [0,1]
static typename FaceType::ScalarType DifferenceLineField(const typename vcg::Point2<ScalarType> &t0,
const typename vcg::Point2<ScalarType> &t1)
{
CoordType t03D=CoordType(t0.X(),t0.Y(),0);
CoordType t13D=CoordType(t1.X(),t1.Y(),0);
CoordType Norm=CoordType(0,0,1);
// CoordType n=CoordType(0,0,1);
// CoordType trans1=K_PI(t13D,t03D,n);
// ScalarType diff=vcg::AngleN(trans0,trans1)/(M_PI_4);
//ScalarType diff = 1-fabs(trans0*trans1);
return DifferenceLineField(t03D,t13D,Norm);
}
///compute the mismatch between 2 directions