// [TODO] projection pass
// - only project vertices modified by smooth pass?
// - and/or verts in set of modified edges?
protected virtual void TrackedFaceProjectionPass()
{
var normalTarget = ProjectionTarget as IOrientedProjectionTarget;
if (normalTarget == null)
{
throw new Exception("RemesherPro.TrackedFaceProjectionPass: projection target does not have normals!");
}
InitializeBuffersForFacePass();
var buffer_lock = new SpinLock();
// this function computes rotated position of triangle, such that it
// aligns with face normal on target surface. We accumulate weighted-average
// of vertex positions, which we will then use further down where possible.
Action <int> process_triangle = (tid) =>
{
Vector3d normal; double area; Vector3d centroid;
mesh.GetTriInfo(tid, out normal, out area, out centroid);
Vector3d projNormal;
Vector3d projPos = normalTarget.Project(centroid, out projNormal);
Index3i tv = mesh.GetTriangle(tid);
Vector3d v0 = mesh.GetVertex(tv.a), v1 = mesh.GetVertex(tv.b), v2 = mesh.GetVertex(tv.c);
// ugh could probably do this more efficiently...
var triF = new Frame3f(centroid, normal);
v0 = triF.ToFrameP(ref v0); v1 = triF.ToFrameP(ref v1); v2 = triF.ToFrameP(ref v2);
triF.AlignAxis(2, (Vector3f)projNormal);
triF.Origin = (Vector3f)projPos;
v0 = triF.FromFrameP(ref v0); v1 = triF.FromFrameP(ref v1); v2 = triF.FromFrameP(ref v2);
double dot = normal.Dot(projNormal);
dot = MathUtil.Clamp(dot, 0, 1.0);
double w = area * (dot * dot * dot);
bool taken = false;
buffer_lock.Enter(ref taken);
vBufferV[tv.a] += w * v0; vBufferVWeights[tv.a] += w;
vBufferV[tv.b] += w * v1; vBufferVWeights[tv.b] += w;
vBufferV[tv.c] += w * v2; vBufferVWeights[tv.c] += w;
buffer_lock.Exit();
};
// compute face-aligned vertex positions
gParallel.ForEach(mesh.TriangleIndices(), process_triangle);
// ok now we filter out all the positions we can't change, as well as vertices that
// did not actually move. We also queue any edges that moved far enough to fall
// under min/max edge length thresholds
gParallel.ForEach(mesh.VertexIndices(), (vID) =>
{
vModifiedV[vID] = false;
if (vBufferVWeights[vID] < MathUtil.ZeroTolerance)
{
return;
}
if (vertex_is_constrained(vID))
{
return;
}
if (VertexControlF != null && (VertexControlF(vID) & VertexControl.NoProject) != 0)
{
return;
}
Vector3d curpos = mesh.GetVertex(vID);
Vector3d projPos = vBufferV[vID] / vBufferVWeights[vID];
if (curpos.EpsilonEqual(projPos, MathUtil.ZeroTolerancef))
{
return;
}
vModifiedV[vID] = true;
vBufferV[vID] = projPos;
foreach (int eid in mesh.VtxEdgesItr(vID))
{
Index2i ev = Mesh.GetEdgeV(eid);
int othervid = (ev.a == vID) ? ev.b : ev.a;
Vector3d otherv = mesh.GetVertex(othervid);
double old_len = curpos.Distance(otherv);
double new_len = projPos.Distance(otherv);
if (new_len < MinEdgeLength || new_len > MaxEdgeLength)
{
queue_edge_safe(eid);
}
}
});
// update vertices
ApplyVertexBuffer(true);
}
unsafe IOReadResult BuildMeshes_ByMaterial(ReadOptions options, IMeshBuilder builder)
{
if (vPositions.Length == 0)
{
return(new IOReadResult(IOCode.GarbageDataError, "No vertices in file"));
}
if (vTriangles.Length == 0)
{
return(new IOReadResult(IOCode.GarbageDataError, "No triangles in file"));
}
bool bHaveNormals = (vNormals.Length > 0);
bool bHaveColors = (vColors.Length > 0);
bool bHaveUVs = (vUVs.Length > 0);
List <int> usedMaterialIDs = new List <int>(UsedMaterials.Keys);
usedMaterialIDs.Add(Triangle.InvalidMaterialID);
foreach (int material_id in usedMaterialIDs)
{
int matID = Triangle.InvalidMaterialID;
if (material_id != Triangle.InvalidMaterialID)
{
string sMatName = UsedMaterials[material_id];
OBJMaterial useMat = Materials[sMatName];
matID = builder.BuildMaterial(useMat);
}
bool bMatHaveUVs = (material_id == Triangle.InvalidMaterialID) ? false : bHaveUVs;
// don't append mesh until we actually see triangles
int meshID = -1;
Dictionary <Index3i, int> mapV = new Dictionary <Index3i, int>();
for (int k = 0; k < vTriangles.Length; ++k)
{
Triangle t = vTriangles[k];
if (t.nMaterialID == material_id)
{
if (meshID == -1)
{
meshID = builder.AppendNewMesh(bHaveNormals, bHaveColors, bMatHaveUVs, false);
}
Triangle t2 = new Triangle();
for (int j = 0; j < 3; ++j)
{
Index3i vk = new Index3i(
t.vIndices[j] - 1, t.vNormals[j] - 1, t.vUVs[j] - 1);
int use_vtx = -1;
if (mapV.ContainsKey(vk) == false)
{
use_vtx = append_vertex(builder, vk, bHaveNormals, bHaveColors, bMatHaveUVs);
mapV[vk] = use_vtx;
}
else
{
use_vtx = mapV[vk];
}
t2.vIndices[j] = use_vtx;
}
append_triangle(builder, t2);
}
}
if (matID != Triangle.InvalidMaterialID)
{
builder.AssignMaterial(matID, meshID);
}
}
return(new IOReadResult(IOCode.Ok, ""));
}
public virtual bool Apply()
{
DMesh3 testAgainstMesh = Mesh;
if (InsideMode == CalculationMode.RayParity)
{
MeshBoundaryLoops loops = new MeshBoundaryLoops(testAgainstMesh);
if (loops.Count > 0)
{
testAgainstMesh = new DMesh3(Mesh);
foreach (var loop in loops)
{
if (Cancelled())
{
return(false);
}
SimpleHoleFiller filler = new SimpleHoleFiller(testAgainstMesh, loop);
filler.Fill();
}
}
}
DMeshAABBTreePro spatial = (Spatial != null && testAgainstMesh == Mesh) ?
Spatial : new DMeshAABBTreePro(testAgainstMesh, true);
if (InsideMode == CalculationMode.AnalyticWindingNumber)
{
spatial.WindingNumber(Vector3d.Zero);
}
else if (InsideMode == CalculationMode.FastWindingNumber)
{
spatial.FastWindingNumber(Vector3d.Zero);
}
if (Cancelled())
{
return(false);
}
// ray directions
List <Vector3d> ray_dirs = null; int NR = 0;
if (InsideMode == CalculationMode.SimpleOcclusionTest)
{
ray_dirs = new List <Vector3d>();
ray_dirs.Add(Vector3d.AxisX); ray_dirs.Add(-Vector3d.AxisX);
ray_dirs.Add(Vector3d.AxisY); ray_dirs.Add(-Vector3d.AxisY);
ray_dirs.Add(Vector3d.AxisZ); ray_dirs.Add(-Vector3d.AxisZ);
NR = ray_dirs.Count;
}
Func <Vector3d, bool> isOccludedF = (pt) => {
if (InsideMode == CalculationMode.RayParity)
{
return(spatial.IsInside(pt));
}
else if (InsideMode == CalculationMode.AnalyticWindingNumber)
{
return(spatial.WindingNumber(pt) > WindingIsoValue);
}
else if (InsideMode == CalculationMode.FastWindingNumber)
{
return(spatial.FastWindingNumber(pt) > WindingIsoValue);
}
else
{
for (int k = 0; k < NR; ++k)
{
int hit_tid = spatial.FindNearestHitTriangle(new Ray3d(pt, ray_dirs[k]));
if (hit_tid == DMesh3.InvalidID)
{
return(false);
}
}
return(true);
}
};
bool cancel = false;
BitArray vertices = null;
if (PerVertex)
{
vertices = new BitArray(Mesh.MaxVertexID);
MeshNormals normals = null;
if (Mesh.HasVertexNormals == false)
{
normals = new MeshNormals(Mesh);
normals.Compute();
}
gParallel.ForEach(Mesh.VertexIndices(), (vid) => {
if (cancel)
{
return;
}
if (vid % 10 == 0)
{
cancel = Cancelled();
}
Vector3d c = Mesh.GetVertex(vid);
Vector3d n = (normals == null) ? Mesh.GetVertexNormal(vid) : normals[vid];
c += n * NormalOffset;
vertices[vid] = isOccludedF(c);
});
}
if (Cancelled())
{
return(false);
}
RemovedT = new List <int>();
SpinLock removeLock = new SpinLock();
gParallel.ForEach(Mesh.TriangleIndices(), (tid) => {
if (cancel)
{
return;
}
if (tid % 10 == 0)
{
cancel = Cancelled();
}
bool inside = false;
if (PerVertex)
{
Index3i tri = Mesh.GetTriangle(tid);
inside = vertices[tri.a] || vertices[tri.b] || vertices[tri.c];
}
else
{
Vector3d c = Mesh.GetTriCentroid(tid);
Vector3d n = Mesh.GetTriNormal(tid);
c += n * NormalOffset;
inside = isOccludedF(c);
}
if (inside)
{
bool taken = false;
removeLock.Enter(ref taken);
RemovedT.Add(tid);
removeLock.Exit();
}
});
if (Cancelled())
{
return(false);
}
if (RemovedT.Count > 0)
{
MeshEditor editor = new MeshEditor(Mesh);
bool bOK = editor.RemoveTriangles(RemovedT, true);
RemoveFailed = (bOK == false);
}
return(true);
}
public void BuildLinear()
{
int NV = mesh.MaxVertexID;
if (TrackVertexMapping)
{
mapTo = new Index2i[NV];
for (int i = 0; i < NV; ++i)
{
mapTo[i] = Index2i.Zero;
}
mapToMulti = new DVector <int>();
}
// temporary map from orig vertices to submesh vertices
int[] mapToCur = new int[NV];
Array.Clear(mapToCur, 0, mapToCur.Length);
int nT = mesh.MaxTriangleID;
// depending on the mesh, either the vertex count or triangle count
// could hit the upper bound first. For connected meshes we have
// NT =~ 2*NV by eulers formula, but eg for a pathological triangle
// soup mesh, we might have NV = 3*NT
int[] cur_subt = new int[MaxComponentSize]; // accumulated tris for this component
int subti = 0; // index into cur_subt
int subi = 1; // component index
// also need to make sure we don't get too many verts. To do this
// we have to keep count of how many unique verts we have accumulated.
int[] cur_subv = new int[MaxComponentSize]; // temp buffer in add_component
BitArray vert_bits = new BitArray(mesh.MaxVertexID); // which verts have we seen for this component
int subvcount = 0; // accumulated vert count for this component
Action add_component = () => {
Index2i mapRange;
int max_subv;
Component new_comp = Extract_submesh(subi++, cur_subt, subti, mapToCur, cur_subv, out mapRange, out max_subv);
// [TODO] perhaps manager can request smaller chunks?
Manager.AddComponent(new_comp);
Array.Clear(cur_subt, 0, subti);
subti = 0;
Array.Clear(mapToCur, mapRange.a, mapRange.b - mapRange.a + 1);
Array.Clear(cur_subv, 0, max_subv);
subvcount = 0;
vert_bits.SetAll(false);
};
int[] tri_order = Get_tri_order_by_axis_sort();
int tri_count = tri_order.Length;
for (int ii = 0; ii < tri_count; ++ii)
{
int ti = tri_order[ii];
Index3i tri = mesh.GetTriangle(ti);
if (vert_bits[tri.a] == false)
{
vert_bits[tri.a] = true; subvcount++;
}
if (vert_bits[tri.b] == false)
{
vert_bits[tri.b] = true; subvcount++;
}
if (vert_bits[tri.c] == false)
{
vert_bits[tri.c] = true; subvcount++;
}
cur_subt[subti++] = ti;
if (subti == MaxComponentSize || subvcount > MaxComponentSize - 3)
{
add_component();
}
}
if (subti > 0)
{
add_component();
}
}
/// <summary>
/// Assumption is that input graph is a polygon with inserted ray-spans. We want to
/// find a set of paths (ie no junctions) that cover all the spans, and travel between
/// adjacent spans along edges of the input polygon.
/// </summary>
protected DGraph2 BuildPathGraph(DGraph2 input)
{
int NV = input.MaxVertexID;
/*
* OK, as input we have a graph of our original polygon and a bunch of inserted
* segments ("spans"). Orig polygon segments have gid < 0, and span segments >= 0.
* However between polygon/span junctions, we have an arbitrary # of polygon edges.
* So first step is to simplify these to single-edge "connectors", in new graph MinGraph.
* the [connector-edge, path] mappings (if pathlen > 1) are stored in MinEdgePaths
* We also store a weight for each connector edge in EdgeWeights (just distance for now)
*/
DGraph2 MinGraph = new DGraph2();
Dictionary <int, List <int> > MinEdgePaths = new Dictionary <int, List <int> >();
DVector <double> EdgeWeights = new DVector <double>(); EdgeWeights.resize(NV);
BitArray done_edge = new BitArray(input.MaxEdgeID); // we should see each edge twice, this avoids repetition
// vertex map from input graph to MinGraph
int[] MapV = new int[NV];
for (int i = 0; i < NV; ++i)
{
MapV[i] = -1;
}
for (int a = 0; a < NV; ++a)
{
if (input.IsVertex(a) == false || input.IsJunctionVertex(a) == false)
{
continue;
}
if (MapV[a] == -1)
{
MapV[a] = MinGraph.AppendVertex(input.GetVertex(a));
}
foreach (int eid in input.VtxEdgesItr(a))
{
if (done_edge[eid])
{
continue;
}
Index2i ev = input.GetEdgeV(eid);
int b = (ev.a == a) ? ev.b : ev.a;
if (input.IsJunctionVertex(b))
{
// if we have junction/juntion connection, we can just copy this edge to MinGraph
if (MapV[b] == -1)
{
MapV[b] = MinGraph.AppendVertex(input.GetVertex(b));
}
int gid = input.GetEdgeGroup(eid);
int existing = MinGraph.FindEdge(MapV[a], MapV[b]);
if (existing == DMesh3.InvalidID)
{
int new_eid = MinGraph.AppendEdge(MapV[a], MapV[b], gid);
double path_len = input.GetEdgeSegment(eid).Length;
EdgeWeights.insertAt(path_len, new_eid);
}
else
{
// we may have inserted this edge already in the simplify branch, this happens eg at the
// edge of a circle where the minimal path is between the same vertices as the segment.
// But if this is also a fill edge, we want to treat it that way (determind via positive gid)
if (gid >= 0)
{
MinGraph.SetEdgeGroup(existing, gid);
}
}
}
else
{
// not a junction - walk until we find other vtx, and add single edge to MinGraph
List <int> path = DGraph2Util.WalkToNextNonRegularVtx(input, a, eid);
if (path == null || path.Count < 2)
{
throw new Exception("build_min_graph: invalid walk!");
}
int c = path[path.Count - 1];
// it is somehow possible to get loops...
if (c == a)
{
goto skip_this_edge;
}
if (MapV[c] == -1)
{
MapV[c] = MinGraph.AppendVertex(input.GetVertex(c));
}
if (MinGraph.FindEdge(MapV[a], MapV[c]) == DMesh3.InvalidID)
{
int new_eid = MinGraph.AppendEdge(MapV[a], MapV[c], -2);
path.Add(MapV[a]); path.Add(MapV[c]);
MinEdgePaths[new_eid] = path;
double path_len = DGraph2Util.PathLength(input, path);
EdgeWeights.insertAt(path_len, new_eid);
}
}
skip_this_edge:
done_edge[eid] = true;
}
}
// [TODO] filter MinGraph to remove invalid connectors
// - can a connector between two connectors happen? that would be bad.
/// - connector that is too close to paths should be ignored (ie avoid collisions)
/*
* Now that we have MinGraph, we can easily walk between the spans because
* they are connected by at most one edge. To find a sequence of spans, we
* pick one to start, then walk along connectors, discarding as we go,
* so that we don't pass through these vertices again. Repeat until
* there are no remaining spans.
*/
// [TODO]
// do we actually have to delete from MinGraph? this prevents us from doing
// certain things, like trying different options. Maybe could use a hash for
// remaining vertices and edges instead?
DGraph2 PathGraph = new DGraph2();
Vector2d sortAxis = Vector2d.FromAngleDeg(AngleDeg).Perp;
while (true)
{
// find most extreme edge to start at
// [TODO] could use segment gid here as we set them based on insertion span!
// [TODO] could use a smarter metric? like, closest to previous last endpoint? Using
// extrema like this tends to produce longest spans, though...
double min_dot = double.MaxValue;
int start_eid = -1;
foreach (int eid in MinGraph.EdgeIndices())
{
Index3i evg = MinGraph.GetEdge(eid);
if (evg.c >= 0)
{
double dot = MinGraph.GetVertex(evg.a).Dot(sortAxis);
if (dot < min_dot)
{
min_dot = dot;
start_eid = eid;
}
}
}
if (start_eid == -1)
{
break; // if we could not find a start edge, we must be done!
}
// ok now walk forward through connectors and spans. We do this in
// connector/span pairs - we are always at an end-of-span point, and
// we pick a next-connector and then a next-span.
// We need to keep track of vertices in both the pathgraph and mingraph,
// these are the "new" and "old" vertices
Index3i start_evg = MinGraph.GetEdge(start_eid);
int new_start = PathGraph.AppendVertex(MinGraph.GetVertex(start_evg.a));
int new_prev = PathGraph.AppendVertex(MinGraph.GetVertex(start_evg.b));
int old_prev = start_evg.b;
PathGraph.AppendEdge(new_start, new_prev, start_evg.c);
MinGraph.RemoveVertex(start_evg.a, true);
while (true)
{
// choose next connector edge, outgoing from current vtx
int connector_e = -1;
foreach (int eid in MinGraph.VtxEdgesItr(old_prev))
{
Index3i evg = MinGraph.GetEdge(eid);
if (evg.c >= 0)
{
continue; // what??
}
if (connector_e == -1 || EdgeWeights[connector_e] > EdgeWeights[eid])
{
connector_e = eid;
}
}
if (connector_e == -1)
{
break;
}
// find the vertex at end of connector
Index3i conn_evg = MinGraph.GetEdge(connector_e);
int old_conn_v = (conn_evg.a == old_prev) ? conn_evg.b : conn_evg.a;
// can never look at prev vertex again, or any edges connected to it
// [TODO] are we sure none of these edges are unused spans?!?
MinGraph.RemoveVertex(old_prev, true);
// now find outgoing span edge
int span_e = -1;
foreach (int eid in MinGraph.VtxEdgesItr(old_conn_v))
{
Index3i evg = MinGraph.GetEdge(eid);
if (evg.c >= 0)
{
span_e = eid;
break;
}
}
if (span_e == -1)
{
break; // disaster!
}
// find vertex at far end of span
Index3i span_evg = MinGraph.GetEdge(span_e);
int old_span_v = (span_evg.a == old_conn_v) ? span_evg.b : span_evg.a;
// ok we want to insert the connectr to the path graph, however the
// connector might actually have come from a more complex path in the input graph.
int new_conn_next = -1;
if (MinEdgePaths.ContainsKey(connector_e))
{
// complex path case. Note that the order [old_prev, old_conn_v] may be the opposite
// of the order in the pathv. But above, we appended the [a,b] edge order to the pathv.
// So we can check if we need to flip, but this means we need to be a bit clever w/ indices...
List <int> pathv = MinEdgePaths[connector_e];
int N = pathv.Count;
int path_prev = new_prev;
int k = 1;
if (pathv[N - 2] != old_prev) // case where order flipped
{
pathv.Reverse();
k = 3;
}
else
{
N = N - 2;
}
while (k < N)
{
int path_next = PathGraph.AppendVertex(input.GetVertex(pathv[k]));
PathGraph.AppendEdge(path_prev, path_next);
path_prev = path_next;
k++;
}
new_conn_next = path_prev;
}
else
{
new_conn_next = PathGraph.AppendVertex(MinGraph.GetVertex(old_conn_v));
PathGraph.AppendEdge(new_prev, new_conn_next, conn_evg.c);
}
// add span to path
int new_fill_next = PathGraph.AppendVertex(MinGraph.GetVertex(old_span_v));
PathGraph.AppendEdge(new_conn_next, new_fill_next, span_evg.c);
// remove the connector vertex
MinGraph.RemoveVertex(old_conn_v, true);
// next iter starts at far end of span
new_prev = new_fill_next;
old_prev = old_span_v;
}
sortAxis = -sortAxis;
}
// for testing/debugging
//SVGWriter writer = new SVGWriter();
////writer.AddGraph(input, SVGWriter.Style.Outline("blue", 0.1f));
//writer.AddGraph(MinGraph, SVGWriter.Style.Outline("red", 0.1f));
////foreach ( int eid in MinGraph.EdgeIndices() ) {
//// if ( MinGraph.GetEdgeGroup(eid) >= 0 ) writer.AddLine(MinGraph.GetEdgeSegment(eid), SVGWriter.Style.Outline("green", 0.07f));
////}
////writer.AddGraph(MinGraph, SVGWriter.Style.Outline("black", 0.03f));
//writer.AddGraph(PathGraph, SVGWriter.Style.Outline("black", 0.03f));
//foreach (int vid in PathGraph.VertexIndices()) {
// if (PathGraph.IsBoundaryVertex(vid))
// writer.AddCircle(new Circle2d(PathGraph.GetVertex(vid), 0.5f), SVGWriter.Style.Outline("blue", 0.03f));
//}
////writer.AddGraph(IntervalGraph, SVGWriter.Style.Outline("black", 0.03f));
//writer.Write("c:\\scratch\\MIN_GRAPH.svg");
return(PathGraph);
}
public override void Selected(SelectionType button)
{
nullifyHitPos = true;
transform.parent.SendMessage("Selected", button, SendMessageOptions.DontRequireReceiver);
if (button == SelectionType.SELECTALL)
{
BlockMove = true;
}
else
{
MeshFilter mf = GetComponent <MeshFilter>();
Mesh mesh = mf.sharedMesh;
currentHit = transform.InverseTransformPoint(AppState.instance.lastHitPosition);
Vector3d target = currentHit;
System.Random rand = new System.Random();
int count = 0;
//
// The algorithm will find local optima - repeat until you get the tru optima
// but limit the interation using a count
//
Int32 current = 0;
while (count < dmesh.VertexCount)
{
count++;
//
// choose a random starting point
//
current = rand.Next(0, dmesh.VertexCount);
Vector3d vtx = dmesh.GetVertex(current);
double currentDist = vtx.DistanceSquared(target);
//
// find the ring of triangles around the current point
//
int iter = 0;
while (true)
{
iter++;
// throw new InvalidOperationException("Meh One Ring operation invalid : " + res.ToString());
//
// Interate through the vertices in the one Ring and find the clost to the target point
//
bool flag = false;
foreach (Int32 v in dmesh.VtxVerticesItr(current))
{
Vector3d thisVtx = dmesh.GetVertex(v);
double thisDist = thisVtx.DistanceSquared(target);
if (thisDist < currentDist)
{
flag = true;
current = v;
vtx = thisVtx;
currentDist = thisDist;
}
}
//
// if the current point as closest - then have a local optima
//
if (!flag)
{
break;
}
}
//
// we now have a local optima
// to check for a global optima look to see if hit is contained by one of the triangles in the one ring
//
bool f2 = false;
foreach (Int32 t in dmesh.VtxTrianglesItr(current))
{
Index3i tri = dmesh.GetTriangle(t);
Triangle3d triangle = new Triangle3d(
dmesh.GetVertex(tri.a),
dmesh.GetVertex(tri.b),
dmesh.GetVertex(tri.c)
);
double[] xs = new double[3] {
triangle.V0.x, triangle.V1.x, triangle.V2.x
};
double[] ys = new double[3] {
triangle.V0.y, triangle.V1.y, triangle.V2.y
};
double[] zs = new double[3] {
triangle.V0.z, triangle.V1.z, triangle.V2.z
};
if (
target.x >= xs.Min() &&
target.x <= xs.Max() &&
target.y >= ys.Min() &&
target.y <= ys.Max() &&
target.z >= zs.Min() &&
target.z <= zs.Max()
)
{
f2 = true;
currentHitTri = tri;
}
}
//
// if we found on triamgle that contain the current hit then we have finished
//
if (f2)
{
break;
}
}
if (count >= dmesh.VertexCount)
{
//
// This is the unoptimized verion but it is guaranteed to find a solution if one exits
//
current = -1;
float currentDist = float.MaxValue;
if (currentHit != null)
{
for (int i = 0; i < mesh.vertices.Length; i++)
{
Vector3 vtx = mesh.vertices[i];
float dist = (currentHit - vtx).sqrMagnitude;
if (dist < currentDist)
{
current = i;
currentDist = dist;
}
}
}
//
// Check that the closet vertex to the point is an actual solution
//
bool f2 = false;
foreach (Int32 t in dmesh.VtxTrianglesItr(current))
{
Index3i tri = dmesh.GetTriangle(t);
Triangle3d triangle = new Triangle3d(
dmesh.GetVertex(tri.a),
dmesh.GetVertex(tri.b),
dmesh.GetVertex(tri.c)
);
double[] xs = new double[3] {
triangle.V0.x, triangle.V1.x, triangle.V2.x
};
double[] ys = new double[3] {
triangle.V0.y, triangle.V1.y, triangle.V2.y
};
double[] zs = new double[3] {
triangle.V0.z, triangle.V1.z, triangle.V2.z
};
if (
target.x >= xs.Min() &&
target.x <= xs.Max() &&
target.y >= ys.Min() &&
target.y <= ys.Max() &&
target.z >= zs.Min() &&
target.z <= zs.Max()
)
{
f2 = true;
currentHitTri = tri;
}
}
//
// if we found on triamgle that contain the current hit then we have finished
//
if (!f2)
{
Debug.LogError(" Mesh Vertex Search : No Solution Found");
return;
}
}
selectedVertex = current;
sphere = GameObject.CreatePrimitive(PrimitiveType.Sphere);
sphere.transform.position = transform.TransformPoint(mesh.vertices[current]);
sphere.transform.localScale = new Vector3(0.1f, 0.1f, 0.1f);
sphere.transform.parent = transform;
}
}
public IOWriteResult Write(TextWriter writer, List <WriteMesh> vMeshes, WriteOptions options)
{
int N = vMeshes.Count;
writer.WriteLine("OFF");
string three_floats = Util.MakeVec3FormatString(0, 1, 2, options.RealPrecisionDigits);
int nTotalV = 0, nTotalT = 0, nTotalE = 0;
// OFF only supports one mesh, so have to collapse all input meshes
// into a single list, with mapping for triangles
// [TODO] can skip this if input is a single mesh!
int[][] mapV = new int[N][];
for (int mi = 0; mi < N; ++mi)
{
nTotalV += vMeshes[mi].Mesh.VertexCount;
nTotalT += vMeshes[mi].Mesh.TriangleCount;
nTotalE += 0;
mapV[mi] = new int[vMeshes[mi].Mesh.MaxVertexID];
}
writer.WriteLine(string.Format("{0} {1} {2}", nTotalV, nTotalT, nTotalE));
// write all vertices, and construct vertex re-map
int vi = 0;
for (int mi = 0; mi < N; ++mi)
{
IMesh mesh = vMeshes[mi].Mesh;
if (options.ProgressFunc != null)
{
options.ProgressFunc(mi, 2 * (N - 1));
}
foreach (int vid in mesh.VertexIndices())
{
Vector3D v = mesh.GetVertex(vid);
writer.WriteLine(three_floats, v.x, v.y, v.z);
mapV[mi][vid] = vi;
vi++;
}
}
// write all triangles
for (int mi = 0; mi < N; ++mi)
{
IMesh mesh = vMeshes[mi].Mesh;
if (options.ProgressFunc != null)
{
options.ProgressFunc(N + mi, 2 * (N - 1));
}
foreach (int ti in mesh.TriangleIndices())
{
Index3i t = mesh.GetTriangle(ti);
t[0] = mapV[mi][t[0]];
t[1] = mapV[mi][t[1]];
t[2] = mapV[mi][t[2]];
writer.WriteLine(string.Format("3 {0} {1} {2}", t[0], t[1], t[2]));
}
}
return(new IOWriteResult(IOCode.Ok, ""));
}
double get_tri_aspect(DMesh3 mesh, ref Index3i tri)
{
return(MathUtil.AspectRatio(mesh.GetVertex(tri.a), mesh.GetVertex(tri.b), mesh.GetVertex(tri.c)));
}
/// <summary>
// This function checks that the mesh is well-formed, ie all internal data
// structures are consistent
/// </summary>
public bool CheckValidity(bool bAllowNonManifoldVertices = false, FailMode eFailMode = FailMode.Throw)
{
int[] triToVtxRefs = new int[this.MaxVertexID];
bool is_ok = true;
Action <bool> CheckOrFailF = (b) => {
is_ok = is_ok && b;
};
if (eFailMode == FailMode.DebugAssert)
{
CheckOrFailF = (b) => { Debug.Assert(b);
is_ok = is_ok && b; };
}
else if (eFailMode == FailMode.gDevAssert)
{
CheckOrFailF = (b) => { Util.gDevAssert(b);
is_ok = is_ok && b; };
}
else if (eFailMode == FailMode.Throw)
{
CheckOrFailF = (b) => { if (b == false)
{
throw new Exception("DMesh3.CheckValidity: check failed");
}
};
}
if (normals != null)
{
CheckOrFailF(normals.Size == vertices.Size);
}
if (colors != null)
{
CheckOrFailF(colors.Size == vertices.Size);
}
if (uv != null)
{
CheckOrFailF(uv.Size / 2 == vertices.Size / 3);
}
if (triangle_groups != null)
{
CheckOrFailF(triangle_groups.Size == triangles.Size / 3);
}
foreach (int tID in TriangleIndices())
{
CheckOrFailF(IsTriangle(tID));
CheckOrFailF(triangles_refcount.RefCount(tID) == 1);
// vertices must exist
Index3i tv = GetTriangle(tID);
for (int j = 0; j < 3; ++j)
{
CheckOrFailF(IsVertex(tv[j]));
triToVtxRefs[tv[j]] += 1;
}
// edges must exist and reference this tri
Index3i e = new Index3i();
for (int j = 0; j < 3; ++j)
{
int a = tv[j], b = tv[(j + 1) % 3];
e[j] = FindEdge(a, b);
CheckOrFailF(e[j] != InvalidID);
CheckOrFailF(Edge_has_t(e[j], tID));
CheckOrFailF(e[j] == FindEdgeFromTri(a, b, tID));
}
CheckOrFailF(e[0] != e[1] && e[0] != e[2] && e[1] != e[2]);
// tri nbrs must exist and reference this tri, or same edge must be boundary edge
Index3i te = GetTriEdges(tID);
for (int j = 0; j < 3; ++j)
{
int eid = te[j];
CheckOrFailF(IsEdge(eid));
int tOther = Edge_other_t(eid, tID);
if (tOther == InvalidID)
{
CheckOrFailF(Tri_is_boundary(tID));
continue;
}
CheckOrFailF(Tri_has_neighbour_t(tOther, tID) == true);
// edge must have same two verts as tri for same index
int a = tv[j], b = tv[(j + 1) % 3];
Index2i ev = GetEdgeV(te[j]);
CheckOrFailF(IndexUtil.same_pair_unordered(a, b, ev[0], ev[1]));
// also check that nbr edge has opposite orientation
Index3i othertv = GetTriangle(tOther);
int found = IndexUtil.find_tri_ordered_edge(b, a, othertv.array);
CheckOrFailF(found != InvalidID);
}
}
// edge verts/tris must exist
foreach (int eID in EdgeIndices())
{
CheckOrFailF(IsEdge(eID));
CheckOrFailF(edges_refcount.RefCount(eID) == 1);
Index2i ev = GetEdgeV(eID);
Index2i et = GetEdgeT(eID);
CheckOrFailF(IsVertex(ev[0]));
CheckOrFailF(IsVertex(ev[1]));
CheckOrFailF(et[0] != InvalidID);
CheckOrFailF(ev[0] < ev[1]);
CheckOrFailF(IsTriangle(et[0]));
if (et[1] != InvalidID)
{
CheckOrFailF(IsTriangle(et[1]));
}
}
// verify compact check
bool is_compact = vertices_refcount.Is_dense;
if (is_compact)
{
for (int vid = 0; vid < vertices.Length / 3; ++vid)
{
CheckOrFailF(vertices_refcount.IsValid(vid));
}
}
// vertex edges must exist and reference this vert
foreach (int vID in VertexIndices())
{
CheckOrFailF(IsVertex(vID));
Vector3D v = GetVertex(vID);
CheckOrFailF(double.IsNaN(v.LengthSquared) == false);
CheckOrFailF(double.IsInfinity(v.LengthSquared) == false);
List <int> l = vertex_edges[vID];
foreach (int edgeid in l)
{
CheckOrFailF(IsEdge(edgeid));
CheckOrFailF(Edge_has_v(edgeid, vID));
int otherV = Edge_other_v(edgeid, vID);
int e2 = Find_edge(vID, otherV);
CheckOrFailF(e2 != InvalidID);
CheckOrFailF(e2 == edgeid);
e2 = Find_edge(otherV, vID);
CheckOrFailF(e2 != InvalidID);
CheckOrFailF(e2 == edgeid);
}
List <int> vTris = new List <int>(), vTris2 = new List <int>();
GetVtxTriangles(vID, vTris, false);
GetVtxTriangles(vID, vTris2, true);
CheckOrFailF(vTris.Count == vTris2.Count);
//System.Console.WriteLine(string.Format("{0} {1} {2}", vID, vTris.Count, GetVtxEdges(vID).Count));
if (bAllowNonManifoldVertices)
{
CheckOrFailF(vTris.Count <= GetVtxEdges(vID).Count);
}
else
{
CheckOrFailF(vTris.Count == GetVtxEdges(vID).Count || vTris.Count == GetVtxEdges(vID).Count - 1);
}
CheckOrFailF(vertices_refcount.RefCount(vID) == vTris.Count + 1);
CheckOrFailF(triToVtxRefs[vID] == vTris.Count);
foreach (int tID in vTris)
{
CheckOrFailF(Tri_has_v(tID, vID));
}
// check that edges around vert only references tris above, and reference all of them!
List <int> vRemoveTris = new List <int>(vTris);
foreach (int edgeid in l)
{
Index2i edget = GetEdgeT(edgeid);
CheckOrFailF(vTris.Contains(edget[0]));
if (edget[1] != InvalidID)
{
CheckOrFailF(vTris.Contains(edget[1]));
}
vRemoveTris.Remove(edget[0]);
if (edget[1] != InvalidID)
{
vRemoveTris.Remove(edget[1]);
}
}
CheckOrFailF(vRemoveTris.Count == 0);
}
return(is_ok);
}
double get_tri_area(DMesh3 mesh, ref Index3i tri)
{
return(MathUtil.Area(mesh.GetVertex(tri.a), mesh.GetVertex(tri.b), mesh.GetVertex(tri.c)));
}
Vector3d get_tri_normal(DMesh3 mesh, Index3i tri)
{
return(MathUtil.Normal(mesh.GetVertex(tri.a), mesh.GetVertex(tri.b), mesh.GetVertex(tri.c)));
}
public bool Apply()
{
// do a simple fill
SimpleHoleFiller simplefill = new SimpleHoleFiller(Mesh, FillLoop);
int fill_gid = Mesh.AllocateTriangleGroup();
bool bOK = simplefill.Fill(fill_gid);
if (bOK == false)
{
return(false);
}
if (FillLoop.Vertices.Length <= 3)
{
FillTriangles = simplefill.NewTriangles;
FillVertices = new int[0];
return(true);
}
// extract the simple fill mesh as a submesh, via RegionOperator, so we can backsub later
HashSet <int> intial_fill_tris = new HashSet <int>(simplefill.NewTriangles);
regionop = new RegionOperator(Mesh, simplefill.NewTriangles,
(submesh) => { submesh.ComputeTriMaps = true; });
fillmesh = regionop.Region.SubMesh;
// for each boundary vertex, compute the exterior angle sum
// we will use this to compute gaussian curvature later
boundaryv = new HashSet <int>(MeshIterators.BoundaryEdgeVertices(fillmesh));
exterior_angle_sums = new Dictionary <int, double>();
if (IgnoreBoundaryTriangles == false)
{
foreach (int sub_vid in boundaryv)
{
double angle_sum = 0;
int base_vid = regionop.Region.MapVertexToBaseMesh(sub_vid);
foreach (int tid in regionop.BaseMesh.VtxTrianglesItr(base_vid))
{
if (intial_fill_tris.Contains(tid) == false)
{
Index3i et = regionop.BaseMesh.GetTriangle(tid);
int idx = IndexUtil.find_tri_index(base_vid, ref et);
angle_sum += regionop.BaseMesh.GetTriInternalAngleR(tid, idx);
}
}
exterior_angle_sums[sub_vid] = angle_sum;
}
}
// try to guess a reasonable edge length that will give us enough geometry to work with in simplify pass
double loop_mine, loop_maxe, loop_avge, fill_mine, fill_maxe, fill_avge;
MeshQueries.EdgeLengthStatsFromEdges(Mesh, FillLoop.Edges, out loop_mine, out loop_maxe, out loop_avge);
MeshQueries.EdgeLengthStats(fillmesh, out fill_mine, out fill_maxe, out fill_avge);
double remesh_target_len = loop_avge;
if (fill_maxe / remesh_target_len > 10)
{
remesh_target_len = fill_maxe / 10;
}
//double remesh_target_len = Math.Min(loop_avge, fill_avge / 4);
// remesh up to target edge length, ideally gives us some triangles to work with
RemesherPro remesh1 = new RemesherPro(fillmesh);
remesh1.SmoothSpeedT = 1.0;
MeshConstraintUtil.FixAllBoundaryEdges(remesh1);
//remesh1.SetTargetEdgeLength(remesh_target_len / 2); // would this speed things up? on large regions?
//remesh1.FastestRemesh();
remesh1.SetTargetEdgeLength(remesh_target_len);
remesh1.FastestRemesh();
/*
* first round: collapse to minimal mesh, while flipping to try to
* get to ballpark minimal mesh. We stop these passes as soon as
* we have done two rounds where we couldn't do another collapse
*
* This is the most unstable part of the algorithm because there
* are strong ordering effects. maybe we could sort the edges somehow??
*/
int zero_collapse_passes = 0;
int collapse_passes = 0;
while (collapse_passes++ < 20 && zero_collapse_passes < 2)
{
// collapse pass
int NE = fillmesh.MaxEdgeID;
int collapses = 0;
for (int ei = 0; ei < NE; ++ei)
{
if (fillmesh.IsEdge(ei) == false || fillmesh.IsBoundaryEdge(ei))
{
continue;
}
Index2i ev = fillmesh.GetEdgeV(ei);
bool a_bdry = boundaryv.Contains(ev.a), b_bdry = boundaryv.Contains(ev.b);
if (a_bdry && b_bdry)
{
continue;
}
int keepv = (a_bdry) ? ev.a : ev.b;
int otherv = (keepv == ev.a) ? ev.b : ev.a;
Vector3d newv = fillmesh.GetVertex(keepv);
if (MeshUtil.CheckIfCollapseCreatesFlip(fillmesh, ei, newv))
{
continue;
}
DMesh3.EdgeCollapseInfo info;
MeshResult result = fillmesh.CollapseEdge(keepv, otherv, out info);
if (result == MeshResult.Ok)
{
collapses++;
}
}
if (collapses == 0)
{
zero_collapse_passes++;
}
else
{
zero_collapse_passes = 0;
}
// flip pass. we flip in these cases:
// 1) if angle between current triangles is too small (slightly more than 90 degrees, currently)
// 2) if angle between flipped triangles is smaller than between current triangles
// 3) if flipped edge length is shorter *and* such a flip won't flip the normal
NE = fillmesh.MaxEdgeID;
Vector3d n1, n2, on1, on2;
for (int ei = 0; ei < NE; ++ei)
{
if (fillmesh.IsEdge(ei) == false || fillmesh.IsBoundaryEdge(ei))
{
continue;
}
bool do_flip = false;
Index2i ev = fillmesh.GetEdgeV(ei);
MeshUtil.GetEdgeFlipNormals(fillmesh, ei, out n1, out n2, out on1, out on2);
double dot_cur = n1.Dot(n2);
double dot_flip = on1.Dot(on2);
if (n1.Dot(n2) < 0.1 || dot_flip > dot_cur + MathUtil.Epsilonf)
{
do_flip = true;
}
if (do_flip == false)
{
Index2i otherv = fillmesh.GetEdgeOpposingV(ei);
double len_e = fillmesh.GetVertex(ev.a).Distance(fillmesh.GetVertex(ev.b));
double len_flip = fillmesh.GetVertex(otherv.a).Distance(fillmesh.GetVertex(otherv.b));
if (len_flip < len_e)
{
if (MeshUtil.CheckIfEdgeFlipCreatesFlip(fillmesh, ei) == false)
{
do_flip = true;
}
}
}
if (do_flip)
{
DMesh3.EdgeFlipInfo info;
MeshResult result = fillmesh.FlipEdge(ei, out info);
}
}
}
// Sometimes, for some reason, we have a remaining interior vertex (have only ever seen one?)
// Try to force removal of such vertices, even if it makes ugly mesh
remove_remaining_interior_verts();
// enable/disable passes.
bool DO_FLATTER_PASS = true;
bool DO_CURVATURE_PASS = OptimizeDevelopability && true;
bool DO_AREA_PASS = OptimizeDevelopability && OptimizeTriangles && true;
/*
* In this pass we repeat the flipping iterations from the previous pass.
*
* Note that because of the always-flip-if-dot-is-small case (commented),
* this pass will frequently not converge, as some number of edges will
* be able to flip back and forth (because neither has large enough dot).
* This is not ideal, but also, if we remove this behavior, then we
* generally get worse fills. This case basically introduces a sort of
* randomization factor that lets us escape local minima...
*
*/
HashSet <int> remaining_edges = new HashSet <int>(fillmesh.EdgeIndices());
HashSet <int> updated_edges = new HashSet <int>();
int flatter_passes = 0;
int zero_flips_passes = 0;
while (flatter_passes++ < 40 && zero_flips_passes < 2 && remaining_edges.Count() > 0 && DO_FLATTER_PASS)
{
zero_flips_passes++;
foreach (int ei in remaining_edges)
{
if (fillmesh.IsBoundaryEdge(ei))
{
continue;
}
bool do_flip = false;
Index2i ev = fillmesh.GetEdgeV(ei);
Vector3d n1, n2, on1, on2;
MeshUtil.GetEdgeFlipNormals(fillmesh, ei, out n1, out n2, out on1, out on2);
double dot_cur = n1.Dot(n2);
double dot_flip = on1.Dot(on2);
if (flatter_passes < 20 && dot_cur < 0.1) // this check causes oscillatory behavior
{
do_flip = true;
}
if (dot_flip > dot_cur + MathUtil.Epsilonf)
{
do_flip = true;
}
if (do_flip)
{
DMesh3.EdgeFlipInfo info;
MeshResult result = fillmesh.FlipEdge(ei, out info);
if (result == MeshResult.Ok)
{
zero_flips_passes = 0;
add_all_edges(ei, updated_edges);
}
}
}
var tmp = remaining_edges;
remaining_edges = updated_edges;
updated_edges = tmp; updated_edges.Clear();
}
int curvature_passes = 0;
if (DO_CURVATURE_PASS)
{
curvatures = new double[fillmesh.MaxVertexID];
foreach (int vid in fillmesh.VertexIndices())
{
update_curvature(vid);
}
remaining_edges = new HashSet <int>(fillmesh.EdgeIndices());
updated_edges = new HashSet <int>();
/*
* In this pass we try to minimize gaussian curvature at all the vertices.
* This will recover sharp edges, etc, and do lots of good stuff.
* However, this pass will not make much progress if we are not already
* relatively close to a minimal mesh, so it really relies on the previous
* passes getting us in the ballpark.
*/
while (curvature_passes++ < 40 && remaining_edges.Count() > 0 && DO_CURVATURE_PASS)
{
foreach (int ei in remaining_edges)
{
if (fillmesh.IsBoundaryEdge(ei))
{
continue;
}
Index2i ev = fillmesh.GetEdgeV(ei);
Index2i ov = fillmesh.GetEdgeOpposingV(ei);
int find_other = fillmesh.FindEdge(ov.a, ov.b);
if (find_other != DMesh3.InvalidID)
{
continue;
}
double total_curv_cur = curvature_metric_cached(ev.a, ev.b, ov.a, ov.b);
if (total_curv_cur < MathUtil.ZeroTolerancef)
{
continue;
}
DMesh3.EdgeFlipInfo info;
MeshResult result = fillmesh.FlipEdge(ei, out info);
if (result != MeshResult.Ok)
{
continue;
}
double total_curv_flip = curvature_metric_eval(ev.a, ev.b, ov.a, ov.b);
bool keep_flip = total_curv_flip < total_curv_cur - MathUtil.ZeroTolerancef;
if (keep_flip == false)
{
result = fillmesh.FlipEdge(ei, out info);
}
else
{
update_curvature(ev.a); update_curvature(ev.b);
update_curvature(ov.a); update_curvature(ov.b);
add_all_edges(ei, updated_edges);
}
}
var tmp = remaining_edges;
remaining_edges = updated_edges;
updated_edges = tmp; updated_edges.Clear();
}
}
//System.Console.WriteLine("collapse {0} flatter {1} curvature {2}", collapse_passes, flatter_passes, curvature_passes);
/*
* In this final pass, we try to improve triangle quality. We flip if
* the flipped triangles have better total aspect ratio, and the
* curvature doesn't change **too** much. The .DevelopabilityTolerance
* parameter determines what is "too much" curvature change.
*/
if (DO_AREA_PASS)
{
remaining_edges = new HashSet <int>(fillmesh.EdgeIndices());
updated_edges = new HashSet <int>();
int area_passes = 0;
while (remaining_edges.Count() > 0 && area_passes < 20)
{
area_passes++;
foreach (int ei in remaining_edges)
{
if (fillmesh.IsBoundaryEdge(ei))
{
continue;
}
Index2i ev = fillmesh.GetEdgeV(ei);
Index2i ov = fillmesh.GetEdgeOpposingV(ei);
int find_other = fillmesh.FindEdge(ov.a, ov.b);
if (find_other != DMesh3.InvalidID)
{
continue;
}
double total_curv_cur = curvature_metric_cached(ev.a, ev.b, ov.a, ov.b);
double a = aspect_metric(ei);
if (a > 1)
{
continue;
}
DMesh3.EdgeFlipInfo info;
MeshResult result = fillmesh.FlipEdge(ei, out info);
if (result != MeshResult.Ok)
{
continue;
}
double total_curv_flip = curvature_metric_eval(ev.a, ev.b, ov.a, ov.b);
bool keep_flip = Math.Abs(total_curv_cur - total_curv_flip) < DevelopabilityTolerance;
if (keep_flip == false)
{
result = fillmesh.FlipEdge(ei, out info);
}
else
{
update_curvature(ev.a); update_curvature(ev.b);
update_curvature(ov.a); update_curvature(ov.b);
add_all_edges(ei, updated_edges);
}
}
var tmp = remaining_edges;
remaining_edges = updated_edges;
updated_edges = tmp; updated_edges.Clear();
}
}
regionop.BackPropropagate();
FillTriangles = regionop.CurrentBaseTriangles;
FillVertices = regionop.CurrentBaseInteriorVertices().ToArray();
return(true);
}
public static fMesh DMeshToUnityMesh(DMesh3 m, bool bSwapLeftRight, bool bAllowLargeMeshes = false)
{
if (bSwapLeftRight)
{
throw new Exception("[RMSNOTE] I think this conversion is wrong, see MeshTransforms.SwapLeftRight. Just want to know if this code is ever hit.");
}
if (bAllowLargeMeshes == false)
{
if (m.MaxVertexID > 65000 || m.MaxTriangleID > 65000)
{
Debug.Log("[UnityUtil.DMeshToUnityMesh] attempted to import object larger than 65000 verts/tris, not supported by Unity!");
return(null);
}
}
Mesh unityMesh = new Mesh();
Vector3[] vertices = dvector_to_vector3(m.VerticesBuffer);
Vector3[] normals = (m.HasVertexNormals) ? dvector_to_vector3(m.NormalsBuffer) : null;
unityMesh.vertices = vertices;
if (m.HasVertexNormals)
{
unityMesh.normals = normals;
}
if (m.HasVertexColors)
{
unityMesh.colors = dvector_to_color(m.ColorsBuffer);
}
if (m.HasVertexUVs)
{
unityMesh.uv = dvector_to_vector2(m.UVBuffer);
}
if (bAllowLargeMeshes && (m.MaxVertexID > 65000 || m.TriangleCount > 65000))
{
unityMesh.indexFormat = UnityEngine.Rendering.IndexFormat.UInt32;
}
if (m.IsCompactT)
{
unityMesh.triangles = dvector_to_int(m.TrianglesBuffer);
}
else
{
int[] triangles = new int[m.TriangleCount * 3];
int ti = 0;
for (int k = 0; k < m.MaxTriangleID; ++k)
{
if (m.IsTriangle(k))
{
Index3i t = m.GetTriangle(k);
int j = 3 * ti;
triangles[j] = t.a;
triangles[j + 1] = t.b;
triangles[j + 2] = t.c;
ti++;
}
}
unityMesh.triangles = triangles;
}
if (m.HasVertexNormals == false)
{
unityMesh.RecalculateNormals();
}
return(new fMesh(unityMesh));
}
} // Calculate()
bool is_connection(Index3i flags)
{
return((flags.a & (int)TPVertexFlags.IsConnector) != 0);
}
