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find point in quad surface-element
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@ -4159,6 +4159,32 @@ namespace netgen
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}
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int SolveLinearSystemLS (const Vec3d & col1,
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const Vec3d & col2,
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const Vec3d & rhs,
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Vec2d & sol)
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{
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double a11 = col1 * col1;
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double a12 = col1 * col2;
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double a22 = col2 * col2;
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double det = a11 * a22 - a12 * a12;
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if (det*det <= 1e-24 * a11 * a22)
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{
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sol = Vec2d (0, 0);
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return 1;
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}
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Vec2d aTrhs;
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aTrhs.X() = col1*rhs;
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aTrhs.Y() = col2*rhs;
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sol.X() = ( a22 * aTrhs.X() - a12 * aTrhs.Y()) / det;
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sol.Y() = (-a12 * aTrhs.X() + a11 * aTrhs.Y()) / det;
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return 0;
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}
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bool Mesh :: PointContainedIn2DElement(const Point3d & p,
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double lami[3],
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@ -4175,6 +4201,7 @@ namespace netgen
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//SZ
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if(SurfaceElement(element).GetType()==QUAD)
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{
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// cout << "check quad element" << endl;
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const Element2d & el = SurfaceElement(element);
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const Point3d & p1 = Point(el.PNum(1));
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@ -4198,13 +4225,21 @@ namespace netgen
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lami[2]=0.;
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double eps = 1.E-12;
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if(fabs(d.X()) <= eps && fabs(d.Y())<= eps)
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// if(fabs(d.X()) <= eps && fabs(d.Y())<= eps)
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if (d.Length2() < sqr(eps))
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{
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//Solve Linear System
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Vec2d sol;
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SolveLinearSystemLS (b, c, p-a, sol);
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lami[0] = sol.X();
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lami[1] = sol.Y();
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/*
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lami[0]=(c.Y()*(p.X()-a.X())-c.X()*(p.Y()-a.Y()))/
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(b.X()*c.Y() -b.Y()*c.X());
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lami[1]=(-b.Y()*(p.X()-a.X())+b.X()*(p.Y()-a.Y()))/
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(b.X()*c.Y() -b.Y()*c.X());
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*/
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}
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else
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if(fabs(dxb) <= eps)
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@ -4252,6 +4287,7 @@ namespace netgen
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lami[1] = (-c1 - sqrt(rt))/2/c2;
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lami[0] = (dxp - dxa -dxc*lami[1])/dxb;
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}
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// cout << "lam0,1 = " << lami[0] << ", " << lami[1] << endl;
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if( lami[0] <= 1.+eps && lami[0] >= -eps && lami[1]<=1.+eps && lami[1]>=-eps)
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{
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@ -4713,6 +4749,16 @@ namespace netgen
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}
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}
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Array<int> faces2;
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topology->GetElementFaces(velement,faces2);
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/*
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cout << "no matching surf element" << endl
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<< "p = " << p << endl
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<< "faces-orig = " << faces2 << endl
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<< "faces = " << faces << endl
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<< ", vol el = " << velement
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<< ", vlam = " << vlam[0] << "," << vlam[1] << "," << vlam[2] << endl;
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*/
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}
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return 0;
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