FuncSpaceData FuncSpaceData::getForNonSerendipitySpace() const
{
if(!_serendipity) return *this;
int type = elementType();
bool serendip = false;
if(type == TYPE_PYR)
return FuncSpaceData(true, _tag, _pyramidalSpace, _nij, _nk, &serendip);
else
return FuncSpaceData(true, _tag, _spaceOrder, &serendip);
}
FuncSpaceData FuncSpaceData::getForPrimaryElement() const
{
int type = elementType();
int primTag = ElementType::getType(type, 1, elementIsOnlySerendipity());
if(primTag == _tag) return *this;
if(type == TYPE_PYR)
return FuncSpaceData(true, primTag, _pyramidalSpace, _nij, _nk,
&_serendipity);
else
return FuncSpaceData(true, primTag, _spaceOrder, &_serendipity);
}
double taylorDistanceFace(MElement *el, GFace *gf)
{
const int nV = el->getNumVertices();
const GradientBasis *gb = BasisFactory::getGradientBasis(FuncSpaceData(el));
// Coordinates of vertices
fullMatrix<double> nodesXYZ(nV, 3);
el->getNodesCoord(nodesXYZ);
// Normal to CAD at vertices
std::vector<SVector3> normCAD(nV);
for (int i=0; i<nV; i++) {
SPoint2 pCAD;
reparamMeshVertexOnFace(el->getVertex(i), gf, pCAD);
normCAD[i] = gf->normal(pCAD);
normCAD[i].normalize();
}
// Compute distance
return sqrt(taylorDistanceSq2D(gb, nodesXYZ, normCAD));
}
double taylorDistanceEdge(MLine *l, GEdge *ge)
{
const int nV = l->getNumVertices();
const GradientBasis *gb = BasisFactory::getGradientBasis(FuncSpaceData(l));
// Coordinates of vertices
fullMatrix<double> nodesXYZ(nV, 3);
l->getNodesCoord(nodesXYZ);
// Tangent to CAD at vertices
std::vector<SVector3> tanCAD(nV);
for (int i=0; i<nV; i++) {
double tCAD;
reparamMeshVertexOnEdge(l->getVertex(i), ge, tCAD);
tanCAD[i] = ge->firstDer(tCAD);
tanCAD[i].normalize();
}
// Compute distance
return sqrt(taylorDistanceSq1D(gb, nodesXYZ, tanCAD));
}
