Commented some variant of the quality measure of weighted ears
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@ -24,6 +24,9 @@
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History
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$Log: not supported by cvs2svn $
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Revision 1.27 2006/12/07 00:40:18 cignoni
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Added many this-> for gcc compiling
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Revision 1.26 2006/12/06 13:03:59 cignoni
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Corrected bugs on selfintersection
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@ -288,13 +291,14 @@ namespace vcg {
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template<class MESH> class MinimumWeightEar : public TrivialEar<MESH>
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{
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public:
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static float &DiedralWeight() { static float _dw=1.0; return _dw;}
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typedef TrivialEar<MESH> TE;
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typename MESH::ScalarType dihedralRad;
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typename MESH::ScalarType aspectRatio;
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const char * Dump() {
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static char buf[200];
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if(this->IsConcave()) sprintf(buf,"Dihedral (deg) %6.2f Quality %6.2f\n",math::ToDeg(dihedralRad),aspectRatio);
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else sprintf(buf,"Dihedral-(deg) %6.2f Quality %6.2f\n",math::ToDeg(dihedralRad),aspectRatio);
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if(this->IsConcave()) sprintf(buf,"Dihedral -(deg) %6.2f Quality %6.2f\n",math::ToDeg(dihedralRad),aspectRatio);
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else sprintf(buf,"Dihedral (deg) %6.2f Quality %6.2f\n",math::ToDeg(dihedralRad),aspectRatio);
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return buf;
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}
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@ -305,38 +309,43 @@ namespace vcg {
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ComputeQuality();
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}
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// in the heap we retrieve the LARGEST value,
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// In the heap, by default, we retrieve the LARGEST value,
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// so if we need the ear with minimal dihedral angle, we must reverse the sign of the comparison.
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/* virtual inline bool operator < ( const MinimumWeightEar & c ) const
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{
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if(IsConcave() == c.IsConcave())
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{
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if(dihedralRad > c.dihedralRad) return true;
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else return ((dihedralRad == c.dihedralRad) && (aspectRatio > c.aspectRatio));
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}
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if(IsConcave()) return true;
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return false;
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}*/
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// The concave elements must be all in the end of the heap, sorted accordingly,
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// So if only one of the two ear is Concave that one is always the minimum one.
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// the pow function is here just to give a way to play with different weighting schemas, balancing in a different way
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virtual inline bool operator < ( const MinimumWeightEar & c ) const
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{
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if(TE::IsConcave() == c.IsConcave())
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{
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return pow(dihedralRad,1)> pow(c.dihedralRad,1)/c.aspectRatio;
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return (pow(dihedralRad,DiedralWeight())/aspectRatio) > (pow(c.dihedralRad,DiedralWeight())/c.aspectRatio);
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}
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if(TE::IsConcave()) return true;
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return false;
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// assert(c.IsConcave());
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return false;
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}
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// the real core of the whole hole filling strategy.
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virtual void ComputeQuality()
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{
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//compute quality by (dihedral ancgle, area/sum(edge^2) )
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Point3f n1=TE::e0.FFlip()->cN();
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Point3f n2=TE::e1.FFlip()->cN();
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dihedralRad = std::max(Angle(TE::n,n1),Angle(TE::n,n2));
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aspectRatio = QualityFace(*this) ;
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// The following two options are also reasonable: Weighting angles with their area
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//float a1=DoubleArea(*TE::e0.FFlip());
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//float a2=DoubleArea(*TE::e1.FFlip());
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//dihedralRad = std::max(a1*Angle(TE::n,n1),a2*Angle(TE::n,n2));
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//dihedralRad = a1*Angle(TE::n,n1)+a2*Angle(TE::n,n2);
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aspectRatio = QualityFace(*this);
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// Weighting quality with its area is not very reasonable :)
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//aspectRatio = QualityFace(*this) * DoubleArea(*this);
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}
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};
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