private void Triangulate()
{
TPPLPoly poly = new TPPLPoly();
foreach (PointF p in _points)
{
poly.Points.Add(new TPPLPoint(p.X, p.Y));
}
poly.SetOrientation(TPPLOrder.CCW);
List <TPPLPoly> triangles = new List <TPPLPoly>();
TPPLPartition part = new TPPLPartition();
part.Triangulate_EC(poly, triangles);
_triangles.Clear();
foreach (TPPLPoly triangle in triangles)
{
Triangle tr = new Triangle();
triangle.SetOrientation(TPPLOrder.CW);
tr.Alpha = new PointF(triangle[0].X, triangle[0].Y);
tr.Bravo = new PointF(triangle[1].X, triangle[1].Y);
tr.Charlie = new PointF(triangle[2].X, triangle[2].Y);
_triangles.Add(tr);
}
}
public static float PolyArea2(Vector2[] points)
{
TPPLPoly poly = new TPPLPoly();
for (int i = 0; i < points.Length; i++)
{
poly.Points.Add(new TPPLPoint(points[i].x, points[i].y));
}
if (BuildrPolyClockwise.Check(points))
{
poly.SetOrientation(TPPLOrder.CW);
}
else
{
poly.SetOrientation(TPPLOrder.CCW);
}
List <TPPLPoly> triangles = new List <TPPLPoly>();
TPPLPartition part = new TPPLPartition();
part.Triangulate_EC(poly, triangles);
int triCount = triangles.Count;
float output = 0;
for (int t = 0; t < triCount; t += 3)
{
TPPLPoint tv0 = triangles[t][0];
TPPLPoint tv1 = triangles[t][1];
TPPLPoint tv2 = triangles[t][2];
Vector2 v0 = new Vector2(tv0.X, tv0.Y);
Vector2 v1 = new Vector2(tv1.X, tv1.Y);
Vector2 v2 = new Vector2(tv2.X, tv2.Y);
float a = Vector2.Distance(v0, v1);
float b = Vector2.Distance(v1, v2);
float c = Vector2.Distance(v2, v0);
output += TriangleAreaHeron(a, b, c);
}
return(output);
}
public void Execute()
{
calculatedPartitions.Clear();
//remvoe duplicate points
for (int i = 0; i < shape.Count; i++)
{
Vector2Int p0 = shape[i];
Vector2Int p1 = shape[i < shape.Count - 1 ? i + 1 : 0];
float sqrM = Vector2Int.SqrMagnitudeFloat(p1, p0);
if (sqrM < Mathf.Epsilon)
{
shape.RemoveAt(i);
i--;
}
}
//break poly down into convex shapes
TPPLPoly poly = new TPPLPoly();
for (int i = 0; i < shape.Count; i++)
{
poly.Points.Add(new TPPLPoint(shape[i].x, shape[i].y));
}
if (BuildrPolyClockwise.Check(shape))
{
poly.SetOrientation(TPPLOrder.CW);
}
else
{
poly.SetOrientation(TPPLOrder.CCW);
}
List <TPPLPoly> parts = new List <TPPLPoly>();
TPPLPartition tpplPartition = new TPPLPartition();
tpplPartition.ConvexPartition_HM(poly, parts);
//generate an irregular grid upon each convex poly
int partCount = parts.Count;
PlotSplitter plotSplitter = new PlotSplitter();
floorSegments.Clear();
for (int p = 0; p < partCount; p++)
{
TPPLPoly partPoly = parts[p];
int partSize = partPoly.Count;
List <Vector2Int> plotPoints = new List <Vector2Int>();
for (int w = 0; w < partSize; w++)
{
TPPLPoint tpplPoint = partPoly[w];
Vector2Int p0 = new Vector2Int(tpplPoint.X, tpplPoint.Y);
plotPoints.Add(p0);
}
Plot plot = new Plot(seed, plotPoints, minimumWallUnitSpacing);
plot.splitSettings = splitSettings;
plotSplitter.Execute(plot, seed);
int splitCount = plotSplitter.plots.Count;
for (int s = 0; s < splitCount; s++)
{
IPlot segmentPlot = plotSplitter.plots[s];
Vector2Int[] points = Vector2Int.Parse(segmentPlot.pointsV2);
FloorSegment segment = new FloorSegment(segmentPlot.area, segmentPlot.flatbounds, points);
floorSegments.Add(segment);
}
}
int segmentCount = floorSegments.Count;
List <FloorSegment> availableSegments = new List <FloorSegment>(floorSegments);
int restrictedAreaCount = restrictedAreas.Count;
Partition restrictedPartition = null;
for (int r = 0; r < restrictedAreaCount; r++)
{
RestrictedArea area = restrictedAreas[r];
FlatBounds areaBounds = new FlatBounds();
areaBounds.Encapsulate(Vector2Int.Parse(area.shape));
for (int fs = 0; fs < segmentCount; fs++)
{
FloorSegment segment = availableSegments[fs];
if (areaBounds.Overlaps(segment.bounds))
{
if (JMath.ShapesIntersect(Vector2Int.Parse(area.shape), Vector2Int.Parse(segment.points)))
{
if (restrictedPartition == null)
{
restrictedPartition = new Partition();
}
restrictedPartition.AddSegment(segment);
availableSegments.Remove(segment);
segmentCount--;
fs--;
}
}
}
}
//Link up floor segments
segmentCount = availableSegments.Count;
for (int x = 0; x < segmentCount; x++)
{
FloorSegment subject = floorSegments[x];
FlatBounds subjectBounds = subject.nBounds;
for (int y = 0; y < segmentCount; y++)
{
if (x == y)
{
continue;
}
FloorSegment candidate = floorSegments[y];
FlatBounds candidateBounds = candidate.nBounds;
if (subjectBounds.Overlaps(candidateBounds))
{
if (candidate.neighbours.Contains(subject))
{
continue;
}
subject.neighbours.Add(candidate);
candidate.neighbours.Add(subject);
}
}
}
//Grow out partitions to fill the available space
List <PartitionGrowth> partitionGs = new List <PartitionGrowth>();
Dictionary <FloorSegment, FloorSegmentClaim> segmentClaims = new Dictionary <FloorSegment, FloorSegmentClaim>();
for (int i = 0; i < partitions.Count; i++)
{
partitionGs.Add(new PartitionGrowth(partitions[i]));
}
int it = 1000;
while (true)
{
int growthCount = partitionGs.Count;
int completePartitionGrowths = 0;
int[] partitionGrowthAmount = new int[growthCount];
segmentClaims.Clear();
for (int g = 0; g < growthCount; g++)
{
PartitionGrowth partitionG = partitionGs[g];
if (!partitionG.active)
{
completePartitionGrowths++;
continue;
}
if (availableSegments.Count == 0)
{
break;
}
//assign inital segment to begin partition from
if (!partitionG.initialised)
{
float nearestSqrMag = float.PositiveInfinity;
FloorSegment candidate = availableSegments[0];
for (int x = 0; x < availableSegments.Count; x++)
{
FloorSegment subject = availableSegments[x];
float sqrMag = Vector2Int.SqrMagnitudeFloat(partitionG.subject.position, subject.position);
if (sqrMag < nearestSqrMag)
{
candidate = subject;
nearestSqrMag = sqrMag;
}
}
partitionG.capturedSegments.Add(candidate);
partitionG.processSegments.Add(candidate);
availableSegments.Remove(candidate);
partitionG.initialised = true;
partitionGrowthAmount[g] = 1;
continue;//don't start growth until next iteration
}
//grow partition
if (partitionG.initialised)
{
List <FloorSegment> neighbourCandiates = new List <FloorSegment>();
int processCount = partitionG.processSegments.Count;
// float additionalArea = 0;
for (int p = 0; p < processCount; p++)
{
FloorSegment processSegment = partitionG.processSegments[p];
int processNeighbourCount = processSegment.neighbours.Count;
for (int n = 0; n < processNeighbourCount; n++)
{
FloorSegment neighbour = processSegment.neighbours[n];
bool isAvailable = availableSegments.Contains(neighbour);
bool notDuplicateNeighbour = !neighbourCandiates.Contains(neighbour);
if (isAvailable && notDuplicateNeighbour)
{
neighbourCandiates.Add(neighbour);
float fit = processSegment.BestFit(neighbour);
if (fit > Mathf.Epsilon)
{
FloorSegmentClaim newClaim = new FloorSegmentClaim();
newClaim.partition = partitionG;
newClaim.growthIndex = g;
newClaim.segment = neighbour;
newClaim.priority = partitionG.subject.priority * fit;
if (!segmentClaims.ContainsKey(neighbour))
{
segmentClaims.Add(neighbour, newClaim);
}
else
{
FloorSegmentClaim currentClaim = segmentClaims[neighbour];
if (currentClaim.priority < newClaim.priority)
{
segmentClaims[neighbour] = newClaim;
}
}
}
// additionalArea += neighbour.area;
}
}
}
// int neighbourCandiatesCount = neighbourCandiates.Count;
// for (int n = 0; n < neighbourCandiatesCount; n++) {
// FloorSegment segement = neighbourCandiates[n];
//
// if (segmentClaims.ContainsKey(segement)) {
//
// }
// else {
//
// }
// }
// if (neighbourCandiatesCount > 0) {
//
// bool canAddAll = partitionG.AvailableArea(additionalArea);
// if (canAddAll) {
// partitionG.processSegments.Clear();
// for (int n = 0; n < neighbourCandiatesCount; n++)
// availableSegments.Remove(neighbourCandiates[n]);
//// partitionG.AddSegments(neighbourCandiates);
// }
// else {
// // TODO partial add (?)
//// partitionG.AddSegments(neighbourCandiates);
// partitionG.Complete();
// }
// }
// else {
// partitionG.Complete();
// }
// if (partitionG.processSegments.Count == 0)
// partitionG.Complete();
}
}
foreach (KeyValuePair <FloorSegment, FloorSegmentClaim> kv in segmentClaims)
{
//TODO - support instance when new areas to add are too large
//TODO - fall back on partial adding of single side
FloorSegmentClaim claim = kv.Value;
claim.partition.AddSegment(claim.segment);
availableSegments.Remove(claim.segment);
partitionGrowthAmount[claim.growthIndex]++;
}
for (int g = 0; g < growthCount; g++)
{
PartitionGrowth partitionG = partitionGs[g];
if (!partitionG.active)
{
continue;
}
// Debug.Log(g+" "+ partitionG.AcceptableAreaUsed()+" " + partitionGrowthAmount[g]+" "+ partitionG.processSegments.Count);
if (partitionG.AcceptableAreaUsed() || partitionGrowthAmount[g] == 0 || partitionG.processSegments.Count == 0)
{
completePartitionGrowths++;
partitionG.Complete();
}
}
if (completePartitionGrowths == growthCount) //all partitions have been completed
{
break;
}
if (availableSegments.Count == 0)
{
foreach (PartitionGrowth part in partitionGs)
{
if (part.active)
{
part.Complete();
}
}
foreach (PartitionGrowth part in partitionGs)
{
int childCount = part.subject.children.Count;
if (childCount > 0)
{
for (int c = 0; c < childCount; c++)
{
partitionGs.Add(new PartitionGrowth(part.subject.children[c]));
}
part.subject.children.Clear();
availableSegments.AddRange(part.capturedSegments);
part.capturedSegments.Clear();
break;
}
}
if (availableSegments.Count == 0)
{
break;
}
}
it--;
if (it == 0)
{
Debug.Log(" MAX reached!");
Debug.Log(availableSegments.Count);
foreach (PartitionGrowth pg in partitionGs)
{
Debug.Log(pg.processSegments.Count);
Debug.Log(pg.capturedSegments.Count);
pg.Complete();
}
break;
}
}
foreach (PartitionGrowth part in partitionGs)
{
if (part.active)
{
part.Complete();
}
calculatedPartitions.Add(part.subject);
}
// if (floorplan != null)
// {
// int roomCount = calculatedPartitions.Count;
//
//
//
//
// Room floorplanRoom = new Room();
//
//
// floorplan.rooms.Add();
// }
// foreach (Partition part in partitions) {
// Debug.Log(part.segments.Count);
// }
}