internal static Edge[] BuildEdges(int vertexCount, int[] triangleArray)
{
int maxEdgeCount = triangleArray.Length;
int[] firstEdge = new int[vertexCount + maxEdgeCount];
int nextEdge = vertexCount;
int triangleCount = triangleArray.Length / 3;
for (int a = 0; a < vertexCount; a++)
firstEdge[a] = -1;
// First pass over all triangles. This finds all the edges satisfying the
// condition that the first vertex index is less than the second vertex index
// when the direction from the first vertex to the second vertex represents
// a counterclockwise winding around the triangle to which the edge belongs.
// For each edge found, the edge index is stored in a linked list of edges
// belonging to the lower-numbered vertex index i. This allows us to quickly
// find an edge in the second pass whose higher-numbered vertex index is i.
Edge[] edgeArray = new Edge[maxEdgeCount];
int edgeCount = 0;
for (int a = 0; a < triangleCount; a++) {
int i1 = triangleArray[a * 3 + 2];
for (int b = 0; b < 3; b++) {
int i2 = triangleArray[a * 3 + b];
if (i1 < i2) {
Edge newEdge = new Edge();
newEdge.vertexIndex[0] = i1;
newEdge.vertexIndex[1] = i2;
newEdge.faceIndex[0] = a;
newEdge.faceIndex[1] = a;
edgeArray[edgeCount] = newEdge;
int edgeIndex = firstEdge[i1];
if (edgeIndex == -1) {
firstEdge[i1] = edgeCount;
}
else {
while (true) {
int index = firstEdge[nextEdge + edgeIndex];
if (index == -1) {
firstEdge[nextEdge + edgeIndex] = edgeCount;
break;
}
edgeIndex = index;
}
}
firstEdge[nextEdge + edgeCount] = -1;
edgeCount++;
}
i1 = i2;
}
}
// Second pass over all triangles. This finds all the edges satisfying the
// condition that the first vertex index is greater than the second vertex index
// when the direction from the first vertex to the second vertex represents
// a counterclockwise winding around the triangle to which the edge belongs.
// For each of these edges, the same edge should have already been found in
// the first pass for a different triangle. Of course we might have edges with only one triangle
// in that case we just add the edge here
// So we search the list of edges
// for the higher-numbered vertex index for the matching edge and fill in the
// second triangle index. The maximum number of comparisons in this search for
// any vertex is the number of edges having that vertex as an endpoint.
for (int a = 0; a < triangleCount; a++) {
int i1 = triangleArray[a * 3 + 2];
for (int b = 0; b < 3; b++) {
int i2 = triangleArray[a * 3 + b];
if (i1 > i2) {
bool foundEdge = false;
for (int edgeIndex = firstEdge[i2]; edgeIndex != -1; edgeIndex = firstEdge[nextEdge + edgeIndex]) {
Edge edge = edgeArray[edgeIndex];
if ((edge.vertexIndex[1] == i1) && (edge.faceIndex[0] == edge.faceIndex[1])) {
edgeArray[edgeIndex].faceIndex[1] = a;
foundEdge = true;
break;
}
}
if (!foundEdge) {
Edge newEdge = new Edge();
newEdge.vertexIndex[0] = i1;
newEdge.vertexIndex[1] = i2;
newEdge.faceIndex[0] = a;
newEdge.faceIndex[1] = a;
edgeArray[edgeCount] = newEdge;
edgeCount++;
}
}
i1 = i2;
}
}
Edge[] compactedEdges = new Edge[edgeCount];
for (int e = 0; e < edgeCount; e++)
compactedEdges[e] = edgeArray[e];
return compactedEdges;
}
internal static EdgeLoop[] BuildEdgeLoops(Edge[] manifoldEdges)
{
List<EdgeLoop> loops = new List<EdgeLoop>();
if (manifoldEdges.Length == 0) return loops.ToArray();
List<Edge> Stock = new List<Edge>(manifoldEdges);
List<int> Loop = new List<int>();
int nextVI;
Loop.Add(Stock[0].vertexIndex[0]);
Loop.Add(Stock[0].vertexIndex[1]);
int curVI = Stock[0].vertexIndex[1];
Stock.RemoveAt(0);
while (Stock.Count > 0) {
// find edge that connects to curVI
Edge E = getNextEdge(curVI, ref Stock, out nextVI);
if (E == null)
return new EdgeLoop[0]; // Open Loop
Loop.Add(nextVI);
curVI = nextVI;
Stock.Remove(E);
if (curVI == Loop[0]) {
loops.Add(new EdgeLoop(Loop));
Loop.Clear();
if (Stock.Count > 0) {
Loop.Add(Stock[0].vertexIndex[0]);
Loop.Add(Stock[0].vertexIndex[1]);
curVI = Stock[0].vertexIndex[1];
Stock.RemoveAt(0);
}
}
}
if (Loop.Count > 0)
loops.Add(new EdgeLoop(Loop));
return loops.ToArray();
}
