//Ensure this shell has binder vertices of all the model edges.
//The binder vertices are stored in bcells of this shell(in MGComplex).
void MGShell::ensure_BVertices_of_ModelEdges()const{
int nfaces=number_of_faces();
for(int i=0; i<nfaces; i++){
const MGFace& fi=*(face(i));
int nloops=fi.number_of_loops();
for(int j=0; j<nloops; j++){
const MGLoop& lj=*(fi.loop(j));
if(lj.is_inactive())
continue;
int nedges=lj.number_of_edges();
for(int k=0; k<nedges; k++){
const MGEdge& ek=*(lj.edge(k));
MGEdge* bek=ek.binder_edge();
size_t id1, id2;
if(ek.equal_direction_to_binder())
id1=0;//to start of bek.
else
id1=1;//to the end of bek.
const MGEdge& ek_pre=*(ek.pre_edge());
MGEdge* bek_to_connect=ek_pre.binder_edge();
if(ek_pre.equal_direction_to_binder())
id2=1;
else
id2=0;
bek->connect_at_id(id1,bek_to_connect,id2);
}
}
}
}
void Foam::CV2D::calcDual
(
point2DField& dualPoints,
faceList& dualFaces,
wordList& patchNames,
labelList& patchSizes,
EdgeMap<label>& mapEdgesRegion,
EdgeMap<label>& indirectPatchEdge
) const
{
// Dual points stored in triangle order.
dualPoints.setSize(number_of_faces());
label dualVerti = 0;
for
(
Triangulation::Finite_faces_iterator fit = finite_faces_begin();
fit != finite_faces_end();
++fit
)
{
if
(
fit->vertex(0)->internalOrBoundaryPoint()
|| fit->vertex(1)->internalOrBoundaryPoint()
|| fit->vertex(2)->internalOrBoundaryPoint()
)
{
fit->faceIndex() = dualVerti;
dualPoints[dualVerti++] = toPoint2D(circumcenter(fit));
}
else
{
fit->faceIndex() = -1;
}
}
dualPoints.setSize(dualVerti);
extractPatches(patchNames, patchSizes, mapEdgesRegion, indirectPatchEdge);
forAll(patchNames, patchi)
{
Info<< "Patch " << patchNames[patchi]
<< " has size " << patchSizes[patchi] << endl;
}
// Create dual faces
// ~~~~~~~~~~~~~~~~~
dualFaces.setSize(number_of_vertices());
label dualFacei = 0;
labelList faceVerts(maxNvert);
for
(
Triangulation::Finite_vertices_iterator vit = finite_vertices_begin();
vit != finite_vertices_end();
++vit
)
{
if (vit->internalOrBoundaryPoint())
{
Face_circulator fcStart = incident_faces(vit);
Face_circulator fc = fcStart;
label verti = 0;
do
{
if (!is_infinite(fc))
{
if (fc->faceIndex() < 0)
{
FatalErrorInFunction
<< "Dual face uses vertex defined by a triangle"
" defined by an external point"
<< exit(FatalError);
}
// Look up the index of the triangle
faceVerts[verti++] = fc->faceIndex();
}
} while (++fc != fcStart);
if (faceVerts.size() > 2)
{
dualFaces[dualFacei++] =
face(labelList::subList(faceVerts, verti));
}
else
{
Info<< "From triangle point:" << vit->index()
<< " coord:" << toPoint2D(vit->point())
<< " generated illegal dualFace:" << faceVerts
<< endl;
}
}
}
dualFaces.setSize(dualFacei);
}
void MGShell::display_control_polygon()const{
size_t n=number_of_faces();
for(size_t i=0; i<n; i++)
face(i)->display_control_polygon();
}
void Foam::CV2D::newPoints()
{
const scalar relaxation = relaxationModel_->relaxation();
Info<< "Relaxation = " << relaxation << endl;
Field<point2D> dualVertices(number_of_faces());
label dualVerti = 0;
// Find the dual point of each tetrahedron and assign it an index.
for
(
Triangulation::Finite_faces_iterator fit = finite_faces_begin();
fit != finite_faces_end();
++fit
)
{
fit->faceIndex() = -1;
if
(
fit->vertex(0)->internalOrBoundaryPoint()
|| fit->vertex(1)->internalOrBoundaryPoint()
|| fit->vertex(2)->internalOrBoundaryPoint()
)
{
fit->faceIndex() = dualVerti;
dualVertices[dualVerti] = toPoint2D(circumcenter(fit));
dualVerti++;
}
}
dualVertices.setSize(dualVerti);
Field<vector2D> displacementAccumulator
(
startOfSurfacePointPairs_,
vector2D::zero
);
// Calculate target size and alignment for vertices
scalarField sizes
(
number_of_vertices(),
meshControls().minCellSize()
);
Field<vector2D> alignments
(
number_of_vertices(),
vector2D(1, 0)
);
for
(
Triangulation::Finite_vertices_iterator vit = finite_vertices_begin();
vit != finite_vertices_end();
++vit
)
{
if (vit->internalOrBoundaryPoint())
{
point2D vert = toPoint2D(vit->point());
// alignment and size determination
pointIndexHit pHit;
label hitSurface = -1;
qSurf_.findSurfaceNearest
(
toPoint3D(vert),
meshControls().span2(),
pHit,
hitSurface
);
if (pHit.hit())
{
vectorField norm(1);
allGeometry_[hitSurface].getNormal
(
List<pointIndexHit>(1, pHit),
norm
);
alignments[vit->index()] = toPoint2D(norm[0]);
sizes[vit->index()] =
cellSizeControl_.cellSize
(
toPoint3D(vit->point())
);
}
}
}
// Info<< "Calculated alignments" << endl;
scalar cosAlignmentAcceptanceAngle = 0.68;
// Upper and lower edge length ratios for weight
scalar u = 1.0;
scalar l = 0.7;
PackedBoolList pointToBeRetained(startOfSurfacePointPairs_, true);
std::list<Point> pointsToInsert;
for
(
Triangulation::Finite_edges_iterator eit = finite_edges_begin();
eit != finite_edges_end();
eit++
)
{
Vertex_handle vA = eit->first->vertex(cw(eit->second));
Vertex_handle vB = eit->first->vertex(ccw(eit->second));
if (!vA->internalOrBoundaryPoint() || !vB->internalOrBoundaryPoint())
{
continue;
}
const point2D& dualV1 = dualVertices[eit->first->faceIndex()];
const point2D& dualV2 =
dualVertices[eit->first->neighbor(eit->second)->faceIndex()];
scalar dualEdgeLength = mag(dualV1 - dualV2);
point2D dVA = toPoint2D(vA->point());
point2D dVB = toPoint2D(vB->point());
Field<vector2D> alignmentDirsA(2);
alignmentDirsA[0] = alignments[vA->index()];
alignmentDirsA[1] = vector2D
(
-alignmentDirsA[0].y(),
alignmentDirsA[0].x()
);
Field<vector2D> alignmentDirsB(2);
alignmentDirsB[0] = alignments[vB->index()];
alignmentDirsB[1] = vector2D
(
-alignmentDirsB[0].y(),
alignmentDirsB[0].x()
);
Field<vector2D> alignmentDirs(alignmentDirsA);
forAll(alignmentDirsA, aA)
{
const vector2D& a(alignmentDirsA[aA]);
scalar maxDotProduct = 0.0;
forAll(alignmentDirsB, aB)
{
const vector2D& b(alignmentDirsB[aB]);
scalar dotProduct = a & b;
if (mag(dotProduct) > maxDotProduct)
{
maxDotProduct = mag(dotProduct);
alignmentDirs[aA] = a + sign(dotProduct)*b;
alignmentDirs[aA] /= mag(alignmentDirs[aA]);
}
}
}
vector2D rAB = dVA - dVB;
scalar rABMag = mag(rAB);
forAll(alignmentDirs, aD)
{
vector2D& alignmentDir = alignmentDirs[aD];
if ((rAB & alignmentDir) < 0)
{
// swap the direction of the alignment so that has the
// same sense as rAB
alignmentDir *= -1;
}
scalar alignmentDotProd = ((rAB/rABMag) & alignmentDir);
if (alignmentDotProd > cosAlignmentAcceptanceAngle)
{
scalar targetFaceSize =
0.5*(sizes[vA->index()] + sizes[vB->index()]);
// Test for changing aspect ratio on second alignment (first
// alignment is neartest surface normal)
// if (aD == 1)
// {
// targetFaceSize *= 2.0;
// }
alignmentDir *= 0.5*targetFaceSize;
vector2D delta = alignmentDir - 0.5*rAB;
if (dualEdgeLength < 0.7*targetFaceSize)
{
delta *= 0;
}
else if (dualEdgeLength < targetFaceSize)
{
delta *=
(
dualEdgeLength
/(targetFaceSize*(u - l))
- 1/((u/l) - 1)
);
}
if
(
vA->internalPoint()
&& vB->internalPoint()
&& rABMag > 1.75*targetFaceSize
&& dualEdgeLength > 0.05*targetFaceSize
&& alignmentDotProd > 0.93
)
{
// Point insertion
pointsToInsert.push_back(toPoint(0.5*(dVA + dVB)));
}
else if
(
(vA->internalPoint() || vB->internalPoint())
&& rABMag < 0.65*targetFaceSize
)
{
// Point removal
// Only insert a point at the midpoint of the short edge
// if neither attached point has already been identified
// to be removed.
if
(
pointToBeRetained[vA->index()] == true
&& pointToBeRetained[vB->index()] == true
)
{
pointsToInsert.push_back(toPoint(0.5*(dVA + dVB)));
}
if (vA->internalPoint())
{
pointToBeRetained[vA->index()] = false;
}
if (vB->internalPoint())
{
pointToBeRetained[vB->index()] = false;
}
}
else
{
if (vA->internalPoint())
{
displacementAccumulator[vA->index()] += delta;
}
if (vB->internalPoint())
{
displacementAccumulator[vB->index()] += -delta;
}
}
}
}
}
//////display member function.
void MGShell::display_arrows()const{
size_t n=number_of_faces();
for(size_t i=0; i<n; i++)
face(i)->display_arrows();
}
