// Determines face blocking
void Foam::channelIndex::walkOppositeFaces
(
const polyMesh& mesh,
const labelList& startFaces,
boolList& blockedFace
)
{
const cellList& cells = mesh.cells();
const faceList& faces = mesh.faces();
label nBnd = mesh.nFaces() - mesh.nInternalFaces();
DynamicList<label> frontFaces(startFaces);
forAll(frontFaces, i)
{
label faceI = frontFaces[i];
blockedFace[faceI] = true;
}
Foam::Cloud<ParticleType>::Cloud
(
const polyMesh& pMesh,
const word& cloudName,
const IDLList<ParticleType>& particles
)
:
cloud(pMesh, cloudName),
IDLList<ParticleType>(particles),
polyMesh_(pMesh),
allFaces_(pMesh.faces()),
points_(pMesh.points()),
cellFaces_(pMesh.cells()),
allFaceCentres_(pMesh.faceCentres()),
owner_(pMesh.faceOwner()),
neighbour_(pMesh.faceNeighbour()),
meshInfo_(polyMesh_)
{}
Foam::Cloud<ParticleType>::Cloud
(
const polyMesh& pMesh,
const bool checkClass
)
:
cloud(pMesh),
polyMesh_(pMesh),
allFaces_(pMesh.faces()),
points_(pMesh.points()),
cellFaces_(pMesh.cells()),
allFaceCentres_(pMesh.faceCentres()),
owner_(pMesh.faceOwner()),
neighbour_(pMesh.faceNeighbour()),
meshInfo_(polyMesh_)
{
initCloud(checkClass);
}
void Foam::meshToMeshNew::writeConnectivity
(
const polyMesh& src,
const polyMesh& tgt,
const labelListList& srcToTargetAddr
) const
{
Pout<< "Source size = " << src.nCells() << endl;
Pout<< "Target size = " << tgt.nCells() << endl;
word fName("addressing_" + src.name() + "_to_" + tgt.name());
if (Pstream::parRun())
{
fName = fName + "_proc" + Foam::name(Pstream::myProcNo());
}
OFstream os(src.time().path()/fName + ".obj");
label vertI = 0;
forAll(srcToTargetAddr, i)
{
const labelList& tgtAddress = srcToTargetAddr[i];
forAll(tgtAddress, j)
{
label tgtI = tgtAddress[j];
const vector& c0 = src.cellCentres()[i];
const cell& c = tgt.cells()[tgtI];
const pointField pts(c.points(tgt.faces(), tgt.points()));
forAll(pts, j)
{
const point& p = pts[j];
os << "v " << p.x() << ' ' << p.y() << ' ' << p.z() << nl;
vertI++;
os << "v " << c0.x() << ' ' << c0.y() << ' ' << c0.z()
<< nl;
vertI++;
os << "l " << vertI - 1 << ' ' << vertI << nl;
}
}
}
void Foam::cellPointWeight::findTetrahedron
(
const polyMesh& mesh,
const vector& position,
const label cellIndex
)
{
if (debug)
{
Pout<< "\nFoam::cellPointWeight::findTetrahedron" << nl
<< "position = " << position << nl
<< "cellIndex = " << cellIndex << endl;
}
// Initialise closest triangle variables
scalar minUVWClose = VGREAT;
label pointIClose = 0;
label faceClose = 0;
const vector& P0 = mesh.cellCentres()[cellIndex];
const labelList& cellFaces = mesh.cells()[cellIndex];
const scalar cellVolume = mesh.cellVolumes()[cellIndex];
// Find the tet that the point occupies
forAll(cellFaces, faceI)
{
// Decompose each face into triangles, making a tet when
// augmented by the cell centre
const labelList& facePoints = mesh.faces()[cellFaces[faceI]];
label pointI = 1;
while ((pointI + 1) < facePoints.size())
{
// Cartesian co-ordinates of the triangle vertices
const vector& P1 = mesh.points()[facePoints[0]];
const vector& P2 = mesh.points()[facePoints[pointI]];
const vector& P3 = mesh.points()[facePoints[pointI + 1]];
// Edge vectors
const vector e1 = P1 - P0;
const vector e2 = P2 - P0;
const vector e3 = P3 - P0;
// Solve for interpolation weighting factors
// Source term
const vector rhs = position - P0;
// Determinant of coefficients matrix
// Note: if det(A) = 0 the tet is degenerate
const scalar detA =
e1.x()*e2.y()*e3.z() + e2.x()*e3.y()*e1.z()
+ e3.x()*e1.y()*e2.z() - e1.x()*e3.y()*e2.z()
- e2.x()*e1.y()*e3.z() - e3.x()*e2.y()*e1.z();
if (mag(detA/cellVolume) > tol)
{
// Solve using Cramers' rule
const scalar u =
(
rhs.x()*e2.y()*e3.z() + e2.x()*e3.y()*rhs.z()
+ e3.x()*rhs.y()*e2.z() - rhs.x()*e3.y()*e2.z()
- e2.x()*rhs.y()*e3.z() - e3.x()*e2.y()*rhs.z()
)/detA;
const scalar v =
(
e1.x()*rhs.y()*e3.z() + rhs.x()*e3.y()*e1.z()
+ e3.x()*e1.y()*rhs.z() - e1.x()*e3.y()*rhs.z()
- rhs.x()*e1.y()*e3.z() - e3.x()*rhs.y()*e1.z()
)/detA;
const scalar w =
(
e1.x()*e2.y()*rhs.z() + e2.x()*rhs.y()*e1.z()
+ rhs.x()*e1.y()*e2.z() - e1.x()*rhs.y()*e2.z()
- e2.x()*e1.y()*rhs.z() - rhs.x()*e2.y()*e1.z()
)/detA;
// Check if point is in tet
// value = 0 indicates position lies on a tet face
if
(
(u + tol > 0) && (v + tol > 0) && (w + tol > 0)
&& (u + v + w < 1 + tol)
)
{
faceVertices_[0] = facePoints[0];
faceVertices_[1] = facePoints[pointI];
faceVertices_[2] = facePoints[pointI + 1];
weights_[0] = u;
weights_[1] = v;
weights_[2] = w;
weights_[3] = 1.0 - (u + v + w);
return;
}
else
{
scalar minU = mag(u);
scalar minV = mag(v);
scalar minW = mag(w);
if (minU > 1.0)
{
minU -= 1.0;
}
if (minV > 1.0)
{
minV -= 1.0;
}
if (minW > 1.0)
{
minW -= 1.0;
}
const scalar minUVW = mag(minU + minV + minW);
if (minUVW < minUVWClose)
{
minUVWClose = minUVW;
pointIClose = pointI;
faceClose = faceI;
}
}
}
pointI++;
}
}
if (debug)
{
Pout<< "cellPointWeight::findTetrahedron" << nl
<< " Tetrahedron search failed; using closest tet values to "
<< "point " << nl << " cell: " << cellIndex << nl << endl;
}
const labelList& facePointsClose = mesh.faces()[cellFaces[faceClose]];
faceVertices_[0] = facePointsClose[0];
faceVertices_[1] = facePointsClose[pointIClose];
faceVertices_[2] = facePointsClose[pointIClose + 1];
weights_[0] = 0.25;
weights_[1] = 0.25;
weights_[2] = 0.25;
weights_[3] = 0.25;
}
// Check the blockMesh topology
void Foam::blockMesh::checkBlockMesh(const polyMesh& bm) const
{
if (verboseOutput)
{
Info<< nl << "Check topology" << endl;
}
bool ok = true;
const pointField& points = bm.points();
const faceList& faces = bm.faces();
const cellList& cells = bm.cells();
const polyPatchList& patches = bm.boundaryMesh();
label nBoundaryFaces = 0;
forAll(cells, celli)
{
nBoundaryFaces += cells[celli].nFaces();
}
nBoundaryFaces -= 2*bm.nInternalFaces();
label nDefinedBoundaryFaces = 0;
forAll(patches, patchi)
{
nDefinedBoundaryFaces += patches[patchi].size();
}
if (verboseOutput)
{
Info<< nl << tab << "Basic statistics" << nl
<< tab << tab << "Number of internal faces : "
<< bm.nInternalFaces() << nl
<< tab << tab << "Number of boundary faces : "
<< nBoundaryFaces << nl
<< tab << tab << "Number of defined boundary faces : "
<< nDefinedBoundaryFaces << nl
<< tab << tab << "Number of undefined boundary faces : "
<< nBoundaryFaces - nDefinedBoundaryFaces << nl;
if ((nBoundaryFaces - nDefinedBoundaryFaces) > 0)
{
Info<< tab << tab << tab
<< "(Warning : only leave undefined the front and back planes "
<< "of 2D planar geometries!)" << endl;
}
Info<< tab << "Checking patch -> block consistency" << endl;
}
forAll(patches, patchi)
{
const faceList& Patch = patches[patchi];
forAll(Patch, patchFacei)
{
const face& patchFace = Patch[patchFacei];
bool patchFaceOK = false;
forAll(cells, celli)
{
const labelList& cellFaces = cells[celli];
forAll(cellFaces, cellFacei)
{
if (patchFace == faces[cellFaces[cellFacei]])
{
patchFaceOK = true;
if
(
(
patchFace.normal(points)
& faces[cellFaces[cellFacei]].normal(points)
) < 0.0
)
{
Info<< tab << tab
<< "Face " << patchFacei
<< " of patch " << patchi
<< " (" << patches[patchi].name() << ")"
<< " points inwards"
<< endl;
ok = false;
}
}
}
}
if (!patchFaceOK)
{
Info<< tab << tab
<< "Face " << patchFacei
<< " of patch " << patchi
<< " (" << patches[patchi].name() << ")"
<< " does not match any block faces" << endl;
ok = false;
}
}
}
if (verboseOutput)
{
Info<< endl;
}
if (!ok)
{
FatalErrorIn("blockMesh::checkBlockMesh(const polyMesh& bm)")
<< "Block mesh topology incorrect, stopping mesh generation!"
<< exit(FatalError);
}
}
// Split hex (and hex only) along edgeI creating two prisms
bool splitHex
(
const polyMesh& mesh,
const label celli,
const label edgeI,
DynamicList<label>& cutCells,
DynamicList<labelList>& cellLoops,
DynamicList<scalarField>& cellEdgeWeights
)
{
// cut handling functions
edgeVertex ev(mesh);
const edgeList& edges = mesh.edges();
const faceList& faces = mesh.faces();
const edge& e = edges[edgeI];
// Get faces on the side, i.e. faces not using edge but still using one of
// the edge endpoints.
label leftI = -1;
label rightI = -1;
label leftFp = -1;
label rightFp = -1;
const cell& cFaces = mesh.cells()[celli];
forAll(cFaces, i)
{
label facei = cFaces[i];
const face& f = faces[facei];
label fp0 = findIndex(f, e[0]);
label fp1 = findIndex(f, e[1]);
if (fp0 == -1)
{
if (fp1 != -1)
{
// Face uses e[1] but not e[0]
rightI = facei;
rightFp = fp1;
if (leftI != -1)
{
// Have both faces so exit
break;
}
}
}
else
{
if (fp1 != -1)
{
// Face uses both e[1] and e[0]
}
else
{
leftI = facei;
leftFp = fp0;
if (rightI != -1)
{
break;
}
}
}
}
void Foam::printMeshStats(const polyMesh& mesh, const bool allTopology)
{
Info<< "Mesh stats" << nl
<< " points: "
<< returnReduce(mesh.points().size(), sumOp<label>()) << nl;
label nInternalPoints = returnReduce
(
mesh.nInternalPoints(),
sumOp<label>()
);
if (nInternalPoints != -Pstream::nProcs())
{
Info<< " internal points: " << nInternalPoints << nl;
if (returnReduce(mesh.nInternalPoints(), minOp<label>()) == -1)
{
WarningIn("Foam::printMeshStats(const polyMesh&, const bool)")
<< "Some processors have their points sorted into internal"
<< " and external and some do not." << endl
<< "This can cause problems later on." << endl;
}
}
if (allTopology && nInternalPoints != -Pstream::nProcs())
{
label nEdges = returnReduce(mesh.nEdges(), sumOp<label>());
label nInternalEdges = returnReduce
(
mesh.nInternalEdges(),
sumOp<label>()
);
label nInternal1Edges = returnReduce
(
mesh.nInternal1Edges(),
sumOp<label>()
);
label nInternal0Edges = returnReduce
(
mesh.nInternal0Edges(),
sumOp<label>()
);
Info<< " edges: " << nEdges << nl
<< " internal edges: " << nInternalEdges << nl
<< " internal edges using one boundary point: "
<< nInternal1Edges-nInternal0Edges << nl
<< " internal edges using two boundary points: "
<< nInternalEdges-nInternal1Edges << nl;
}
label nFaces = returnReduce(mesh.faces().size(), sumOp<label>());
label nIntFaces = returnReduce(mesh.faceNeighbour().size(), sumOp<label>());
label nCells = returnReduce(mesh.cells().size(), sumOp<label>());
Info<< " faces: " << nFaces << nl
<< " internal faces: " << nIntFaces << nl
<< " cells: " << nCells << nl
<< " faces per cell: "
<< scalar(nFaces + nIntFaces)/max(1, nCells) << nl
<< " boundary patches: " << mesh.boundaryMesh().size() << nl
<< " point zones: " << mesh.pointZones().size() << nl
<< " face zones: " << mesh.faceZones().size() << nl
<< " cell zones: " << mesh.cellZones().size() << nl
<< endl;
// Construct shape recognizers
hexMatcher hex;
prismMatcher prism;
wedgeMatcher wedge;
pyrMatcher pyr;
tetWedgeMatcher tetWedge;
tetMatcher tet;
// Counters for different cell types
label nHex = 0;
label nWedge = 0;
label nPrism = 0;
label nPyr = 0;
label nTet = 0;
label nTetWedge = 0;
label nUnknown = 0;
Map<label> polyhedralFaces;
for (label cellI = 0; cellI < mesh.nCells(); cellI++)
{
if (hex.isA(mesh, cellI))
{
nHex++;
}
else if (tet.isA(mesh, cellI))
{
nTet++;
}
else if (pyr.isA(mesh, cellI))
{
nPyr++;
}
else if (prism.isA(mesh, cellI))
{
nPrism++;
}
else if (wedge.isA(mesh, cellI))
{
nWedge++;
}
else if (tetWedge.isA(mesh, cellI))
{
nTetWedge++;
}
else
{
nUnknown++;
polyhedralFaces(mesh.cells()[cellI].size())++;
}
}
reduce(nHex,sumOp<label>());
reduce(nPrism,sumOp<label>());
reduce(nWedge,sumOp<label>());
reduce(nPyr,sumOp<label>());
reduce(nTetWedge,sumOp<label>());
reduce(nTet,sumOp<label>());
reduce(nUnknown,sumOp<label>());
Info<< "Overall number of cells of each type:" << nl
<< " hexahedra: " << nHex << nl
<< " prisms: " << nPrism << nl
<< " wedges: " << nWedge << nl
<< " pyramids: " << nPyr << nl
<< " tet wedges: " << nTetWedge << nl
<< " tetrahedra: " << nTet << nl
<< " polyhedra: " << nUnknown
<< endl;
if (nUnknown > 0)
{
Pstream::mapCombineGather(polyhedralFaces, plusEqOp<label>());
Info<< " Breakdown of polyhedra by number of faces:" << nl
<< " faces" << " number of cells" << endl;
const labelList sortedKeys = polyhedralFaces.sortedToc();
forAll(sortedKeys, keyI)
{
const label nFaces = sortedKeys[keyI];
Info<< setf(std::ios::right) << setw(13)
<< nFaces << " " << polyhedralFaces[nFaces] << nl;
}
}
Foam::autoPtr<Foam::mapDistribute> Foam::meshToMeshNew::calcProcMap
(
const polyMesh& src,
const polyMesh& tgt
) const
{
// get decomposition of cells on src mesh
List<boundBox> procBb(Pstream::nProcs());
if (src.nCells() > 0)
{
// bounding box for my mesh - do not parallel reduce
procBb[Pstream::myProcNo()] = boundBox(src.points(), false);
// slightly increase size of bounding boxes to allow for cases where
// bounding boxes are perfectly alligned
procBb[Pstream::myProcNo()].inflate(0.01);
}
else
{
procBb[Pstream::myProcNo()] = boundBox();
}
Pstream::gatherList(procBb);
Pstream::scatterList(procBb);
if (debug)
{
Info<< "Determining extent of src mesh per processor:" << nl
<< "\tproc\tbb" << endl;
forAll(procBb, procI)
{
Info<< '\t' << procI << '\t' << procBb[procI] << endl;
}
}
// determine which cells of tgt mesh overlaps src mesh per proc
const cellList& cells = tgt.cells();
const faceList& faces = tgt.faces();
const pointField& points = tgt.points();
labelListList sendMap;
{
// per processor indices into all segments to send
List<DynamicList<label> > dynSendMap(Pstream::nProcs());
label iniSize = floor(tgt.nCells()/Pstream::nProcs());
forAll(dynSendMap, procI)
{
dynSendMap[procI].setCapacity(iniSize);
}
// work array - whether src processor bb overlaps the tgt cell bounds
boolList procBbOverlaps(Pstream::nProcs());
forAll(cells, cellI)
{
const cell& c = cells[cellI];
// determine bounding box of tgt cell
boundBox cellBb(point::max, point::min);
forAll(c, faceI)
{
const face& f = faces[c[faceI]];
forAll(f, fp)
{
cellBb.min() = min(cellBb.min(), points[f[fp]]);
cellBb.max() = max(cellBb.max(), points[f[fp]]);
}
}
// find the overlapping tgt cells on each src processor
(void)calcOverlappingProcs(procBb, cellBb, procBbOverlaps);
forAll(procBbOverlaps, procI)
{
if (procBbOverlaps[procI])
{
dynSendMap[procI].append(cellI);
}
}
}
bool Foam::polyMeshZipUpCells(polyMesh& mesh)
{
if (polyMesh::debug)
{
Info<< "bool polyMeshZipUpCells(polyMesh& mesh) const: "
<< "zipping up topologically open cells" << endl;
}
// Algorithm:
// Take the original mesh and visit all cells. For every cell
// calculate the edges of all faces on the cells. A cell is
// correctly topologically closed when all the edges are referenced
// by exactly two faces. If the edges are referenced only by a
// single face, additional vertices need to be inserted into some
// of the faces (topological closedness). If an edge is
// referenced by more that two faces, there is an error in
// topological closedness.
// Point insertion into the faces is done by attempting to create
// closed loops and inserting the intermediate points into the
// defining edge
// Note:
// The algorithm is recursive and changes the mesh faces in each
// pass. It is therefore essential to discard the addressing
// after every pass. The algorithm is completed when the mesh
// stops changing.
label nChangedFacesInMesh = 0;
label nCycles = 0;
labelHashSet problemCells;
do
{
nChangedFacesInMesh = 0;
const cellList& Cells = mesh.cells();
const pointField& Points = mesh.points();
faceList newFaces = mesh.faces();
const faceList& oldFaces = mesh.faces();
const labelListList& pFaces = mesh.pointFaces();
forAll(Cells, cellI)
{
const labelList& curFaces = Cells[cellI];
const edgeList cellEdges = Cells[cellI].edges(oldFaces);
const labelList cellPoints = Cells[cellI].labels(oldFaces);
// Find the edges used only once in the cell
labelList edgeUsage(cellEdges.size(), 0);
forAll(curFaces, faceI)
{
edgeList curFaceEdges = oldFaces[curFaces[faceI]].edges();
forAll(curFaceEdges, faceEdgeI)
{
const edge& curEdge = curFaceEdges[faceEdgeI];
forAll(cellEdges, cellEdgeI)
{
if (cellEdges[cellEdgeI] == curEdge)
{
edgeUsage[cellEdgeI]++;
break;
}
}
}
}
edgeList singleEdges(cellEdges.size());
label nSingleEdges = 0;
forAll(edgeUsage, edgeI)
{
if (edgeUsage[edgeI] == 1)
{
singleEdges[nSingleEdges] = cellEdges[edgeI];
nSingleEdges++;
}
else if (edgeUsage[edgeI] != 2)
{
WarningIn("void polyMeshZipUpCells(polyMesh& mesh)")
<< "edge " << cellEdges[edgeI] << " in cell " << cellI
<< " used " << edgeUsage[edgeI] << " times. " << nl
<< "Should be 1 or 2 - serious error "
<< "in mesh structure. " << endl;
# ifdef DEBUG_ZIPUP
forAll(curFaces, faceI)
{
Info<< "face: " << oldFaces[curFaces[faceI]]
<< endl;
}
Info<< "Cell edges: " << cellEdges << nl
<< "Edge usage: " << edgeUsage << nl
<< "Cell points: " << cellPoints << endl;
forAll(cellPoints, cpI)
{
Info<< "vertex create \"" << cellPoints[cpI]
<< "\" coordinates "
<< Points[cellPoints[cpI]] << endl;
}
# endif
// Gather the problem cell
problemCells.insert(cellI);
}
}
// Check if the cell is already zipped up
if (nSingleEdges == 0) continue;
singleEdges.setSize(nSingleEdges);
# ifdef DEBUG_ZIPUP
Info<< "Cell " << cellI << endl;
forAll(curFaces, faceI)
{
Info<< "face: " << oldFaces[curFaces[faceI]] << endl;
}
Info<< "Cell edges: " << cellEdges << nl
<< "Edge usage: " << edgeUsage << nl
<< "Single edges: " << singleEdges << nl
<< "Cell points: " << cellPoints << endl;
forAll(cellPoints, cpI)
{
Info<< "vertex create \"" << cellPoints[cpI]
<< "\" coordinates "
<< points()[cellPoints[cpI]] << endl;
}
# endif
// Loop through all single edges and mark the points they use
// points marked twice are internal to edge; those marked more than
// twice are corners
labelList pointUsage(cellPoints.size(), 0);
forAll(singleEdges, edgeI)
{
const edge& curEdge = singleEdges[edgeI];
forAll(cellPoints, pointI)
{
if
(
cellPoints[pointI] == curEdge.start()
|| cellPoints[pointI] == curEdge.end()
)
{
pointUsage[pointI]++;
}
}
}
boolList singleEdgeUsage(singleEdges.size(), false);
// loop through all edges and eliminate the ones that are
// blocked out
forAll(singleEdges, edgeI)
{
bool blockedHead = false;
bool blockedTail = false;
label newEdgeStart = singleEdges[edgeI].start();
label newEdgeEnd = singleEdges[edgeI].end();
// check that the edge has not got all ends blocked
forAll(cellPoints, pointI)
{
if (cellPoints[pointI] == newEdgeStart)
{
if (pointUsage[pointI] > 2)
{
blockedHead = true;
}
}
else if (cellPoints[pointI] == newEdgeEnd)
{
if (pointUsage[pointI] > 2)
{
blockedTail = true;
}
}
}
if (blockedHead && blockedTail)
{
// Eliminating edge singleEdges[edgeI] as blocked
singleEdgeUsage[edgeI] = true;
}
}
