public static Segment3d OutFrame(this Segment2d _seg2d, Frame3f _frame)
{
var seg3f = new Segment3f
(_frame.FromPlaneUV((Vector2f)_seg2d.P0, 2),
_frame.FromPlaneUV((Vector2f)_seg2d.P1, 2));
return(new Segment3d(seg3f.P0, seg3f.P1));
}
/// <summary>
/// available after call to UpdateSection()
/// </summary>
public DMesh3 GetSectionMesh(double simplifyTol = 0.01)
{
DMesh3 mesh = new DMesh3();
if (localCurves.Loops == null)
{
return(mesh);
}
List <GeneralPolygon2d> solids = GetSolids();
foreach (GeneralPolygon2d poly in solids)
{
poly.Simplify(simplifyTol, simplifyTol / 10, true);
TriangulatedPolygonGenerator gen = new TriangulatedPolygonGenerator()
{
Polygon = poly
};
DMesh3 polyMesh = gen.Generate().MakeDMesh();
MeshTransforms.PerVertexTransform(polyMesh, (uv) => {
return(frameL.FromPlaneUV((Vector2f)uv.xy, 2));
});
MeshEditor.Append(mesh, polyMesh);
}
if (OutputSpace != CoordSpace.ObjectCoords)
{
MeshTransforms.PerVertexTransform(mesh, (v) => {
return(SceneTransforms.TransformTo((Vector3f)v, SO, CoordSpace.ObjectCoords, OutputSpace));
});
}
return(mesh);
}
public DMesh3 CreateMesh(List <Vector3d> path,
List <Polygon2d> polys,
VectorArray3d seam)
{
// Ignore first and last path/polys for mesh generation.
// We just need the extra path positions to calculate a
// continuous tangent at the seams.
List <Vector3d> pathXZ = new List <Vector3d>();
for (int i = 0; i < path.Count; i++)
{
pathXZ.Add(new Vector3d(path[i].x, 0, path[i].z));
}
int nVerts = path.Count - 2;
int nPolys = polys.Count - 2;
// Same VertexCount for all Polygons.
int nSlices = polys[0].VertexCount;
int nPolySize = nSlices + 1;
int nVecs = nVerts * nPolySize;
vertices = new VectorArray3d(nVecs);
normals = new VectorArray3f(nVecs);
uv = new VectorArray2f(nVecs);
int quad_strips = nVerts - 1;
int nSpanTris = quad_strips * (2 * nSlices);
triangles = new IndexArray3i(nSpanTris);
Frame3f fCur = new Frame3f(frame);
double pathLength = CurveUtils.ArcLength(path.GetRange(1, nVerts));
double accum_path_u = 0;
for (int ri = 0; ri < nPolys; ++ri)
{
int si = ri + 1; // actual path/polys index for mesh
Vector3d tangent = CurveUtils.GetTangent(pathXZ, si);
fCur.Origin = (Vector3f)path[si];
fCur.AlignAxis(2, (Vector3f)tangent);
int nStartR = ri * nPolySize;
double accum_ring_v = 0;
bool copy = ri == nPolys - 1;
bool paste = ri == 0;
for (int j = 0; j < nPolySize; ++j)
{
int k = nStartR + j;
Vector2d pv = polys[si].Vertices[j % nSlices];
Vector2d pvNext = polys[si].Vertices[(j + 1) % nSlices];
Vector3d v = fCur.FromPlaneUV((Vector2f)pv, 2);
vertices[k] = v;
Vector3f n = (Vector3f)(v - fCur.Origin).Normalized;
normals[k] = n;
uv[k] = new Vector2f(accum_path_u, accum_ring_v);
accum_ring_v += (pv.Distance(pvNext) / polys[si].ArcLength);
if (copy)
{
Seam[j] = vertices[k];
}
else if (paste)
{
vertices[k] = seam[j];
}
}
double d = path[si].Distance(path[si + 1]);
accum_path_u += d / pathLength;
}
int nStop = nVerts - 1;
int ti = 0;
for (int ri = 0; ri < nStop; ++ri)
{
int r0 = ri * nPolySize;
int r1 = r0 + nPolySize;
for (int k = 0; k < nPolySize - 1; ++k)
{
triangles.Set(ti++, r0 + k, r0 + k + 1, r1 + k + 1, Clockwise);
triangles.Set(ti++, r0 + k, r1 + k + 1, r1 + k, Clockwise);
}
}
return(MakeDMesh());
}