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More robust tet splitting for free segment conformity

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This commit is contained in:
Matthias Hochsteger 2025-02-25 12:46:39 +01:00
parent f236648847
commit 8b0b9e507f
1 changed files with 25 additions and 6 deletions
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31
libsrc/meshing/meshfunc.cpp
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@ -803,7 +803,6 @@ namespace netgen
};
auto split_segment = [&] (SegmentIndex segi, const auto & p2el) {
// Todo: handle curved segments correctly
auto seg = mesh[segi];
auto p_new = Center(mesh[seg[0]], mesh[seg[1]]);
auto pi_new = mesh.AddPoint(p_new);
@ -817,15 +816,35 @@ namespace netgen
mesh.AddSegment(seg_new1);
double lam[3];
ElementIndex ei = mesh.GetElementOfPoint(p_new, lam, false, domain);
if(ei == 0) {
ElementIndex ei_start = mesh.GetElementOfPoint(p_new, lam, false, domain);
if(ei_start == 0) {
PrintMessage(1, "Could not find volume element with new point");
return;
}
ei -= 1;
ei_start -= 1;
double max_inside = -1.;
ElementIndex ei_max_inside = -1;
// search for adjacent volume element, where the new point is "most inside",
// i.e. the minimal barycentric coordinate is maximal
for(auto pi : mesh[ei_start].PNums()) {
for(auto ei1 : p2el[pi]) {
double lam[3];
if(!mesh.PointContainedIn3DElement(p_new, lam, ei1+1))
continue;
double inside = min(min(lam[0], lam[1]), min(lam[2], 1.0-lam[0]-lam[1]));
if(inside > max_inside) {
max_inside = inside;
ei_max_inside = ei1;
}
}
}
// split tet into 4 new tests, with new point inside
auto el = mesh[ei];
auto el = mesh[ei_max_inside];
if(el.GetNP() != 4) {
PrintMessage(1, "Only tet elements are supported to split around free segments");
return;
@ -852,7 +871,7 @@ namespace netgen
el_new[j] = pis[pmap[i][j]];
mesh.AddVolumeElement(el_new);
}
mesh[ei].Delete();
mesh[ei_max_inside].Delete();
};
size_t last_num_bad_segs = -1;