/*
void Surface :: GetNormalVector (const Point<3> & p, Vec<3> & n) const
{
CalcGradient (p, n);
n.Normalize();
}
*/
Vec<3> Surface :: GetNormalVector (const Point<3> & p) const
{
Vec<3> n;
CalcGradient (p, n);
n.Normalize();
return n;
}
void MeshOptimize2dSurfaces ::
GetNormalVector(INDEX surfind, const Point<3> & p, Vec<3> & n) const
{
Vec<3> hn = n;
geometry.GetSurface(surfind)->CalcGradient (p, hn);
hn.Normalize();
n = hn;
/*
if (geometry.GetSurface(surfind)->Inverse())
n *= -1;
*/
}
int Polyhedra :: AddFace (int pi1, int pi2, int pi3, int inputnum)
{
(*testout) << "polyhedra, add face " << pi1 << ", " << pi2 << ", " << pi3 << endl;
if(pi1 == pi2 || pi2 == pi3 || pi3 == pi1)
{
ostringstream msg;
msg << "Illegal point numbers for polyhedron face: " << pi1+1 << ", " << pi2+1 << ", " << pi3+1;
throw NgException(msg.str());
}
faces.Append (Face (pi1, pi2, pi3, points, inputnum));
Point<3> p1 = points[pi1];
Point<3> p2 = points[pi2];
Point<3> p3 = points[pi3];
Vec<3> v1 = p2 - p1;
Vec<3> v2 = p3 - p1;
Vec<3> n = Cross (v1, v2);
n.Normalize();
Plane pl (p1, n);
// int inverse;
// int identicto = -1;
// for (int i = 0; i < planes.Size(); i++)
// if (pl.IsIdentic (*planes[i], inverse, 1e-9*max3(v1.Length(),v2.Length(),Dist(p2,p3))))
// {
// if (!inverse)
// identicto = i;
// }
// // cout << "is identic = " << identicto << endl;
// identicto = -1; // changed April 10, JS
// if (identicto != -1)
// faces.Last().planenr = identicto;
// else
{
planes.Append (new Plane (p1, n));
surfaceactive.Append (1);
surfaceids.Append (0);
faces.Last().planenr = planes.Size()-1;
}
// (*testout) << "is plane nr " << faces.Last().planenr << endl;
return faces.Size();
}
void Brick :: CalcData()
{
v12 = p2 - p1;
v13 = p3 - p1;
v14 = p4 - p1;
Point<3> pi[8];
int i1, i2, i3;
int i, j;
i = 0;
for (i3 = 0; i3 <= 1; i3++)
for (i2 = 0; i2 <= 1; i2++)
for (i1 = 0; i1 <= 1; i1++)
{
pi[i] = p1 + (double)i1 * v12 + (double)i2 * v13 + (double)i3 * v14;
i++;
}
static int lface[6][4] =
{ { 1, 3, 2, 4 },
{ 5, 6, 7, 8 },
{ 1, 2, 5, 6 },
{ 3, 7, 4, 8 },
{ 1, 5, 3, 7 },
{ 2, 4, 6, 8 } };
Array<double> data(6);
for (i = 0; i < 6; i++)
{
const Point<3> lp1 = pi[lface[i][0]-1];
const Point<3> lp2 = pi[lface[i][1]-1];
const Point<3> lp3 = pi[lface[i][2]-1];
Vec<3> n = Cross ((lp2-lp1), (lp3-lp1));
n.Normalize();
for (j = 0; j < 3; j++)
{
data[j] = lp1(j);
data[j+3] = n(j);
}
faces[i] -> SetPrimitiveData (data);
}
}
void RepairBisection(Mesh & mesh, Array<ElementIndex> & bad_elements,
const BitArray & isnewpoint, const Refinement & refinement,
const Array<double> & pure_badness,
double max_worsening, const bool uselocalworsening,
const Array< Array<int,PointIndex::BASE>* > & idmaps)
{
ostringstream ostrstr;
const int maxtrials = 100;
//bool doit;
//cout << "DOIT: " << flush;
//cin >> doit;
int ne = mesh.GetNE();
int np = mesh.GetNP();
int numbadneighbours = 3;
const int numtopimprove = 3;
PrintMessage(1,"repairing");
PushStatus("Repair Bisection");
Array<Point<3>* > should(np);
Array<Point<3>* > can(np);
Array<Vec<3>* > nv(np);
for(int i=0; i<np; i++)
{
nv[i] = new Vec<3>;
should[i] = new Point<3>;
can[i] = new Point<3>;
}
BitArray isboundarypoint(np),isedgepoint(np);
isboundarypoint.Clear();
isedgepoint.Clear();
for(int i = 1; i <= mesh.GetNSeg(); i++)
{
const Segment & seg = mesh.LineSegment(i);
isedgepoint.Set(seg[0]);
isedgepoint.Set(seg[1]);
}
Array<int> surfaceindex(np);
surfaceindex = -1;
for (int i = 1; i <= mesh.GetNSE(); i++)
{
const Element2d & sel = mesh.SurfaceElement(i);
for (int j = 1; j <= sel.GetNP(); j++)
if(!isedgepoint.Test(sel.PNum(j)))
{
isboundarypoint.Set(sel.PNum(j));
surfaceindex[sel.PNum(j) - PointIndex::BASE] =
mesh.GetFaceDescriptor(sel.GetIndex()).SurfNr();
}
}
Validate(mesh,bad_elements,pure_badness,
((uselocalworsening) ? (0.8*(max_worsening-1.) + 1.) : (0.1*(max_worsening-1.) + 1.)),
uselocalworsening); // -> larger working area
BitArray working_elements(ne);
BitArray working_points(np);
GetWorkingArea(working_elements,working_points,mesh,bad_elements,numbadneighbours);
//working_elements.Set();
//working_points.Set();
ostrstr.str("");
ostrstr << "worsening: " <<
Validate(mesh,bad_elements,pure_badness,max_worsening,uselocalworsening);
PrintMessage(4,ostrstr.str());
int auxnum=0;
for(int i=1; i<=np; i++)
if(working_points.Test(i))
auxnum++;
ostrstr.str("");
ostrstr << "Percentage working points: " << 100.*double(auxnum)/np;
PrintMessage(5,ostrstr.str());
BitArray isworkingboundary(np);
for(int i=1; i<=np; i++)
if(working_points.Test(i) && isboundarypoint.Test(i))
isworkingboundary.Set(i);
else
isworkingboundary.Clear(i);
for(int i=0; i<np; i++)
*should[i] = mesh.Point(i+1);
for(int i=0; i<np; i++)
{
if(isnewpoint.Test(i+PointIndex::BASE) &&
//working_points.Test(i+PointIndex::BASE) &&
mesh.mlbetweennodes[i+PointIndex::BASE][0] > 0)
*can[i] = Center(*can[mesh.mlbetweennodes[i+PointIndex::BASE][0]-PointIndex::BASE],
*can[mesh.mlbetweennodes[i+PointIndex::BASE][1]-PointIndex::BASE]);
else
*can[i] = mesh.Point(i+1);
}
int cnttrials = 1;
double lamedge = 0.5;
double lamface = 0.5;
double facokedge = 0;
double facokface = 0;
double factryedge;
double factryface = 0;
double oldlamedge,oldlamface;
MeshOptimize2d * optimizer2d = refinement.Get2dOptimizer();
if(!optimizer2d)
{
cerr << "No 2D Optimizer!" << endl;
return;
}
while ((facokedge < 1.-1e-8 || facokface < 1.-1e-8) &&
cnttrials < maxtrials &&
multithread.terminate != 1)
{
(*testout) << " facokedge " << facokedge << " facokface " << facokface << " cnttrials " << cnttrials << endl
<< " perc. " << 95. * max2( min2(facokedge,facokface),
double(cnttrials)/double(maxtrials)) << endl;
SetThreadPercent(95. * max2( min2(facokedge,facokface),
double(cnttrials)/double(maxtrials)));
ostrstr.str("");
ostrstr << "max. worsening " << max_worsening;
PrintMessage(5,ostrstr.str());
oldlamedge = lamedge;
lamedge *= 6;
if (lamedge > 2)
lamedge = 2;
if(1==1 || facokedge < 1.-1e-8)
{
for(int i=0; i<nv.Size(); i++)
*nv[i] = Vec<3>(0,0,0);
for (int i = 1; i <= mesh.GetNSE(); i++)
{
const Element2d & sel = mesh.SurfaceElement(i);
Vec<3> auxvec = Cross(mesh.Point(sel.PNum(2))-mesh.Point(sel.PNum(1)),
mesh.Point(sel.PNum(3))-mesh.Point(sel.PNum(1)));
auxvec.Normalize();
for (int j = 1; j <= sel.GetNP(); j++)
if(!isedgepoint.Test(sel.PNum(j)))
*nv[sel.PNum(j) - PointIndex::BASE] += auxvec;
}
for(int i=0; i<nv.Size(); i++)
nv[i]->Normalize();
do // move edges
{
lamedge *= 0.5;
cnttrials++;
if(cnttrials % 10 == 0)
max_worsening *= 1.1;
factryedge = lamedge + (1.-lamedge) * facokedge;
ostrstr.str("");
ostrstr << "lamedge = " << lamedge << ", trying: " << factryedge;
PrintMessage(5,ostrstr.str());
for (int i = 1; i <= np; i++)
{
if (isedgepoint.Test(i))
{
for (int j = 0; j < 3; j++)
mesh.Point(i)(j) =
lamedge * (*should.Get(i))(j) +
(1.-lamedge) * (*can.Get(i))(j);
}
else
mesh.Point(i) = *can.Get(i);
}
if(facokedge < 1.-1e-8)
{
ostrstr.str("");
ostrstr << "worsening: " <<
Validate(mesh,bad_elements,pure_badness,max_worsening,uselocalworsening);
PrintMessage(5,ostrstr.str());
}
else
Validate(mesh,bad_elements,pure_badness,-1,uselocalworsening);
ostrstr.str("");
ostrstr << bad_elements.Size() << " bad elements";
PrintMessage(5,ostrstr.str());
}
while (bad_elements.Size() > 0 &&
cnttrials < maxtrials &&
multithread.terminate != 1);
}
if(cnttrials < maxtrials &&
multithread.terminate != 1)
{
facokedge = factryedge;
// smooth faces
mesh.CalcSurfacesOfNode();
MeshingParameters dummymp;
mesh.ImproveMeshJacobianOnSurface(dummymp,isworkingboundary,nv,OPT_QUALITY, &idmaps);
for (int i = 1; i <= np; i++)
*can.Elem(i) = mesh.Point(i);
if(optimizer2d)
optimizer2d->ProjectBoundaryPoints(surfaceindex,can,should);
}
oldlamface = lamface;
lamface *= 6;
if (lamface > 2)
lamface = 2;
if(cnttrials < maxtrials &&
multithread.terminate != 1)
{
do // move faces
{
lamface *= 0.5;
cnttrials++;
if(cnttrials % 10 == 0)
max_worsening *= 1.1;
factryface = lamface + (1.-lamface) * facokface;
ostrstr.str("");
ostrstr << "lamface = " << lamface << ", trying: " << factryface;
PrintMessage(5,ostrstr.str());
for (int i = 1; i <= np; i++)
{
if (isboundarypoint.Test(i))
{
for (int j = 0; j < 3; j++)
mesh.Point(i)(j) =
lamface * (*should.Get(i))(j) +
(1.-lamface) * (*can.Get(i))(j);
}
else
mesh.Point(i) = *can.Get(i);
}
ostrstr.str("");
ostrstr << "worsening: " <<
Validate(mesh,bad_elements,pure_badness,max_worsening,uselocalworsening);
PrintMessage(5,ostrstr.str());
ostrstr.str("");
ostrstr << bad_elements.Size() << " bad elements";
PrintMessage(5,ostrstr.str());
}
while (bad_elements.Size() > 0 &&
cnttrials < maxtrials &&
multithread.terminate != 1);
}
if(cnttrials < maxtrials &&
multithread.terminate != 1)
{
facokface = factryface;
// smooth interior
mesh.CalcSurfacesOfNode();
MeshingParameters dummymp;
mesh.ImproveMeshJacobian (dummymp, OPT_QUALITY,&working_points);
//mesh.ImproveMeshJacobian (OPT_WORSTCASE,&working_points);
for (int i = 1; i <= np; i++)
*can.Elem(i) = mesh.Point(i);
}
//!
if((facokedge < 1.-1e-8 || facokface < 1.-1e-8) &&
cnttrials < maxtrials &&
multithread.terminate != 1)
{
MeshingParameters dummymp;
MeshOptimize3d optmesh(dummymp);
for(int i=0; i<numtopimprove; i++)
{
optmesh.SwapImproveSurface(mesh,OPT_QUALITY,&working_elements,&idmaps);
optmesh.SwapImprove(mesh,OPT_QUALITY,&working_elements);
}
// mesh.mglevels = 1;
ne = mesh.GetNE();
working_elements.SetSize(ne);
for (int i = 1; i <= np; i++)
mesh.Point(i) = *should.Elem(i);
Validate(mesh,bad_elements,pure_badness,
((uselocalworsening) ? (0.8*(max_worsening-1.) + 1.) : (0.1*(max_worsening-1.) + 1.)),
uselocalworsening);
if(lamedge < oldlamedge || lamface < oldlamface)
numbadneighbours++;
GetWorkingArea(working_elements,working_points,mesh,bad_elements,numbadneighbours);
for(int i=1; i<=np; i++)
if(working_points.Test(i) && isboundarypoint.Test(i))
isworkingboundary.Set(i);
else
isworkingboundary.Clear(i);
auxnum=0;
for(int i=1; i<=np; i++)
if(working_points.Test(i))
auxnum++;
ostrstr.str("");
ostrstr << "Percentage working points: " << 100.*double(auxnum)/np;
PrintMessage(5,ostrstr.str());
for (int i = 1; i <= np; i++)
mesh.Point(i) = *can.Elem(i);
}
//!
}
MeshingParameters dummymp;
MeshOptimize3d optmesh(dummymp);
for(int i=0; i<numtopimprove && multithread.terminate != 1; i++)
{
optmesh.SwapImproveSurface(mesh,OPT_QUALITY,NULL,&idmaps);
optmesh.SwapImprove(mesh,OPT_QUALITY);
//mesh.UpdateTopology();
}
mesh.UpdateTopology();
/*
if(cnttrials < 100)
{
nv = Vec3d(0,0,0);
for (int i = 1; i <= mesh.GetNSE(); i++)
{
const Element2d & sel = mesh.SurfaceElement(i);
Vec3d auxvec = Cross(mesh.Point(sel.PNum(2))-mesh.Point(sel.PNum(1)),
mesh.Point(sel.PNum(3))-mesh.Point(sel.PNum(1)));
auxvec.Normalize();
for (int j = 1; j <= sel.GetNP(); j++)
if(!isedgepoint.Test(sel.PNum(j)))
nv[sel.PNum(j) - PointIndex::BASE] += auxvec;
}
for(int i=0; i<nv.Size(); i++)
nv[i].Normalize();
mesh.ImproveMeshJacobianOnSurface(isboundarypoint,nv,OPT_QUALITY);
mesh.CalcSurfacesOfNode();
// smooth interior
for (int i = 1; i <= np; i++)
if(isboundarypoint.Test(i))
can.Elem(i) = mesh.Point(i);
if(optimizer2d)
optimizer2d->ProjectBoundaryPoints(surfaceindex,can,should);
for (int i = 1; i <= np; i++)
if(isboundarypoint.Test(i))
for(int j=1; j<=3; j++)
mesh.Point(i).X(j) = should.Get(i).X(j);
}
*/
if(cnttrials == maxtrials)
{
for (int i = 1; i <= np; i++)
mesh.Point(i) = *should.Get(i);
Validate(mesh,bad_elements,pure_badness,max_worsening,uselocalworsening);
for(int i=0; i<bad_elements.Size(); i++)
{
ostrstr.str("");
ostrstr << "bad element:" << endl
<< mesh[bad_elements[i]][0] << ": " << mesh.Point(mesh[bad_elements[i]][0]) << endl
<< mesh[bad_elements[i]][1] << ": " << mesh.Point(mesh[bad_elements[i]][1]) << endl
<< mesh[bad_elements[i]][2] << ": " << mesh.Point(mesh[bad_elements[i]][2]) << endl
<< mesh[bad_elements[i]][3] << ": " << mesh.Point(mesh[bad_elements[i]][3]);
PrintMessage(5,ostrstr.str());
}
for (int i = 1; i <= np; i++)
mesh.Point(i) = *can.Get(i);
}
for(int i=0; i<np; i++)
{
delete nv[i];
delete can[i];
delete should[i];
}
PopStatus();
}
void OCCSurface :: GetNormalVector (const Point<3> & p,
const PointGeomInfo & geominfo,
Vec<3> & n) const
{
gp_Pnt pnt;
gp_Vec du, dv;
/*
double gu = geominfo.u;
double gv = geominfo.v;
if (fabs (gu) < 1e-3) gu = 0;
if (fabs (gv) < 1e-3) gv = 0;
occface->D1(gu,gv,pnt,du,dv);
*/
/*
occface->D1(geominfo.u,geominfo.v,pnt,du,dv);
n = Cross (Vec<3>(du.X(), du.Y(), du.Z()),
Vec<3>(dv.X(), dv.Y(), dv.Z()));
n.Normalize();
*/
GeomLProp_SLProps lprop(occface,geominfo.u,geominfo.v,1,1e-5);
double setu=geominfo.u,setv=geominfo.v;
if(lprop.D1U().Magnitude() < 1e-5 || lprop.D1V().Magnitude() < 1e-5)
{
double ustep = 0.01*(umax-umin);
double vstep = 0.01*(vmax-vmin);
n=0;
while(setu < umax && (lprop.D1U().Magnitude() < 1e-5 || lprop.D1V().Magnitude() < 1e-5))
setu += ustep;
if(setu < umax)
{
lprop.SetParameters(setu,setv);
n(0)+=lprop.Normal().X();
n(1)+=lprop.Normal().Y();
n(2)+=lprop.Normal().Z();
}
setu = geominfo.u;
while(setu > umin && (lprop.D1U().Magnitude() < 1e-5 || lprop.D1V().Magnitude() < 1e-5))
setu -= ustep;
if(setu > umin)
{
lprop.SetParameters(setu,setv);
n(0)+=lprop.Normal().X();
n(1)+=lprop.Normal().Y();
n(2)+=lprop.Normal().Z();
}
setu = geominfo.u;
while(setv < vmax && (lprop.D1U().Magnitude() < 1e-5 || lprop.D1V().Magnitude() < 1e-5))
setv += ustep;
if(setv < vmax)
{
lprop.SetParameters(setu,setv);
n(0)+=lprop.Normal().X();
n(1)+=lprop.Normal().Y();
n(2)+=lprop.Normal().Z();
}
setv = geominfo.v;
while(setv > vmin && (lprop.D1U().Magnitude() < 1e-5 || lprop.D1V().Magnitude() < 1e-5))
setv -= ustep;
if(setv > vmin)
{
lprop.SetParameters(setu,setv);
n(0)+=lprop.Normal().X();
n(1)+=lprop.Normal().Y();
n(2)+=lprop.Normal().Z();
}
setv = geominfo.v;
n.Normalize();
}
else
{
n(0)=lprop.Normal().X();
n(1)=lprop.Normal().Y();
n(2)=lprop.Normal().Z();
}
if(glob_testout)
{
(*testout) << "u " << geominfo.u << " v " << geominfo.v
<< " du " << lprop.D1U().X() << " "<< lprop.D1U().Y() << " "<< lprop.D1U().Z()
<< " dv " << lprop.D1V().X() << " "<< lprop.D1V().Y() << " "<< lprop.D1V().Z() << endl;
}
if (orient == TopAbs_REVERSED) n = -1*n;
// (*testout) << "GetNormalVector" << endl;
}
Vec<2> ExplicitCurve2d :: Normal (double t) const
{
Vec<2> tan = EvalPrime (t);
tan.Normalize();
return Vec<2> (tan(1), -tan(0));
}
//Finds the intersection between a ray and the cone
//Stores information about intersection in the Hit data structure if its the first intersection
bool Cone::intersect(const Ray &r,Hit &h) const{
//Find intersection between ray and infinite cone of same parameters
Vec p = r.getOrigin();
Vec d = r.getDirection();
double gamma = cos(theta);
Matrix M;
M.setToIdentity();
M*=gamma*gamma;
M=Matrix::MakeOuterProduct(dir) - M;
M.set(3,3,1);
Vec delta = p - origin;
double a = d.Dot(M*d);
double b = 2*d.Dot(M*delta);
double c = delta.Dot(M*delta);
double determinant=b*b-4.0*a*c;
bool intersect = false;
double t;
Vec norm;
//Checks if there are any real intersections with infinite cone
if(determinant>0){
intersect = true;
t = (-b + sqrt(determinant)) / (2.0 * a);
double t2 = (-b - sqrt(determinant)) / (2.0 * a);
//Finds the intersection with a smaller t, and checks to see if the intersection is with the portion of the specified cone
if(t2 < t || t < INTERSECT_EPSILON || !validIntersection(t,r)){
t = t2;
if(t < INTERSECT_EPSILON || !validIntersection(t,r)){
intersect = false;
}
}
if(intersect){
if(h.getT()>t){
norm = getNormal(r.getDirection()*t+r.getOrigin());
norm.Normalize();
if(norm.Dot(d)>0){
norm *= -1;
}
}
}
}
//checks for intersection with the end cap
double num = dir.Dot(origin+dir*height-p);
double den = dir.Dot(d);
if(den!=0){
double tc = num/den;
double dist = (d*tc+p-(origin+dir*height)).Length();
if(radius()>=dist && tc > INTERSECT_EPSILON && tc < t){
t = tc;
intersect = true;
norm = dir;
if(norm.Dot(d)>0){
norm *= -1;
}
}
}
//Checks if the intersection is closer than the one stored in the hit data structure
if(intersect && h.getT() > t){
h.set(t,material,norm);
h.setObject(this);
}
return intersect;
}
Vec<3> Polyhedra :: SpecialPointTangentialVector (const Point<3> & p, int s1, int s2) const
{
const double eps = 1e-10*poly_bbox.Diam();
for (int fi1 = 0; fi1 < faces.Size(); fi1++)
for (int fi2 = 0; fi2 < faces.Size(); fi2++)
{
int si1 = faces[fi1].planenr;
int si2 = faces[fi2].planenr;
if (surfaceids[si1] != s1 || surfaceids[si2] != s2) continue;
//(*testout) << "check pair fi1/fi2 " << fi1 << "/" << fi2 << endl;
Vec<3> n1 = GetSurface(si1) . GetNormalVector (p);
Vec<3> n2 = GetSurface(si2) . GetNormalVector (p);
Vec<3> t = Cross (n1, n2);
//(*testout) << "t = " << t << endl;
/*
int samepts = 0;
for (int j = 0; j < 3; j++)
for (int k = 0; k < 3; k++)
if (Dist(points[faces[fi1].pnums[j]],
points[faces[fi2].pnums[k]]) < eps)
samepts++;
if (samepts < 2) continue;
*/
bool shareedge = false;
for(int j = 0; !shareedge && j < 3; j++)
{
Vec<3> v1 = points[faces[fi1].pnums[(j+1)%3]] - points[faces[fi1].pnums[j]];
double smax = v1.Length();
v1 *= 1./smax;
int pospos;
if(fabs(v1(0)) > 0.5)
pospos = 0;
else if(fabs(v1(1)) > 0.5)
pospos = 1;
else
pospos = 2;
double sp = (p(pospos) - points[faces[fi1].pnums[j]](pospos)) / v1(pospos);
if(sp < -eps || sp > smax+eps)
continue;
for (int k = 0; !shareedge && k < 3; k ++)
{
Vec<3> v2 = points[faces[fi2].pnums[(k+1)%3]] - points[faces[fi2].pnums[k]];
v2.Normalize();
if(v2 * v1 > 0)
v2 -= v1;
else
v2 += v1;
//(*testout) << "v2.Length2() " << v2.Length2() << endl;
if(v2.Length2() > 1e-18)
continue;
double sa,sb;
sa = (points[faces[fi2].pnums[k]](pospos) - points[faces[fi1].pnums[j]](pospos)) / v1(pospos);
sb = (points[faces[fi2].pnums[(k+1)%3]](pospos) - points[faces[fi1].pnums[j]](pospos)) / v1(pospos);
if(Dist(points[faces[fi1].pnums[j]] + sa*v1, points[faces[fi2].pnums[k]]) > eps)
continue;
if(sa > sb)
{
double aux = sa; sa = sb; sb = aux;
}
//testout->precision(20);
//(*testout) << "sa " << sa << " sb " << sb << " smax " << smax << " sp " << sp << " v1 " << v1 << endl;
//testout->precision(8);
shareedge = (sa < -eps && sb > eps) ||
(sa < smax-eps && sb > smax+eps) ||
(sa > -eps && sb < smax+eps);
if(!shareedge)
continue;
sa = max2(sa,0.);
sb = min2(sb,smax);
if(sp < sa+eps)
shareedge = (t * v1 > 0);
else if (sp > sb-eps)
shareedge = (t * v1 < 0);
}
}
if (!shareedge) continue;
t.Normalize();
return t;
}
return Vec<3> (0,0,0);
}
INSOLID_TYPE Polyhedra :: VecInSolid (const Point<3> & p,
const Vec<3> & v,
double eps) const
{
ARRAY<int> point_on_faces;
INSOLID_TYPE res(DOES_INTERSECT);
Vec<3> vn = v;
vn.Normalize();
for (int i = 0; i < faces.Size(); i++)
{
const Point<3> & p1 = points[faces[i].pnums[0]];
Vec<3> v0 = p - p1;
double lam3 = -(faces[i].nn * v0); // n->nn
if (fabs (lam3) > eps) continue;
//(*testout) << "lam3 <= eps" << endl;
double lam1 = (faces[i].w1 * v0);
double lam2 = (faces[i].w2 * v0);
if (lam1 >= -eps_base1 && lam2 >= -eps_base1 && lam1+lam2 <= 1+eps_base1)
{
point_on_faces.Append(i);
double scal = vn * faces[i].nn; // n->nn
res = DOES_INTERSECT;
if (scal > eps_base1) res = IS_OUTSIDE;
if (scal < -eps_base1) res = IS_INSIDE;
}
}
//(*testout) << "point_on_faces.Size() " << point_on_faces.Size()
// << " res " << res << endl;
if (point_on_faces.Size() == 0)
return PointInSolid (p, 0);
if (point_on_faces.Size() == 1)
return res;
double mindist(0);
bool first = true;
for(int i=0; i<point_on_faces.Size(); i++)
{
for(int j=0; j<3; j++)
{
double dist = Dist(p,points[faces[point_on_faces[i]].pnums[j]]);
if(dist > eps && (first || dist < mindist))
{
mindist = dist;
first = false;
}
}
}
Point<3> p2 = p + (1e-2*mindist) * vn;
res = PointInSolid (p2, eps);
// (*testout) << "mindist " << mindist << " res " << res << endl;
return res;
}
