/***************************************************/
public static List <PolyCurve> SplitAtPoints(this PolyCurve curve, List <Point> points, double tolerance = Tolerance.Distance)
{
if (points.Count == 0)
{
return new List <PolyCurve> {
curve.DeepClone()
}
}
;
List <PolyCurve> result = new List <PolyCurve>();
List <ICurve> tmpResult = new List <ICurve>();
List <Point> subPoints = new List <Point>();
List <Point> onCurvePoints = new List <Point>();
foreach (Point p in points)
{
if (p.IsOnCurve(curve, tolerance))
{
onCurvePoints.Add(p);
}
}
onCurvePoints = onCurvePoints.CullDuplicates(tolerance);
if (onCurvePoints.Count == 0)
{
return new List <PolyCurve> {
curve.DeepClone()
}
}
;
onCurvePoints = onCurvePoints.SortAlongCurve(curve);
foreach (ICurve crv in curve.SubParts())
{
if (crv is Arc)
{
foreach (Point point in onCurvePoints)
{
if (point.IIsOnCurve(crv, tolerance))
{
subPoints.Add(point);
}
}
tmpResult.AddRange((crv as Arc).SplitAtPoints(subPoints));
subPoints.Clear();
}
else if (crv is Line)
{
foreach (Point point in onCurvePoints)
{
if (point.IIsOnCurve(crv, tolerance))
{
subPoints.Add(point);
}
}
tmpResult.AddRange((crv as Line).SplitAtPoints(subPoints));
subPoints.Clear();
}
else if (crv is Circle)
{
List <PolyCurve> tResult = new List <PolyCurve>();
foreach (Arc arc in (crv as Circle).SplitAtPoints(onCurvePoints, tolerance))
{
tResult.Add(new PolyCurve {
Curves = new List <ICurve> {
arc
}
});
}
result.AddRange(tResult);
}
else
{
Reflection.Compute.RecordError($"SplitAtPoints is not implemented for PolyCurves consisting of ICurves of type: {crv.GetType().Name}.");
return(null);
}
}
int i = 0;
int j = 0;
if (curve.IStartPoint().IsEqual(onCurvePoints[0]))
{
onCurvePoints.Add(onCurvePoints[0]);
onCurvePoints.RemoveAt(0);
}
while (i <= onCurvePoints.Count)
{
List <ICurve> subResultList = new List <ICurve>();
while (j < tmpResult.Count)
{
subResultList.Add(tmpResult[j]);
if (i < onCurvePoints.Count)
{
if (tmpResult[j].IEndPoint().IsEqual(onCurvePoints[i]) || (curve.IIsClosed(tolerance) && !curve.IIsClockwise(curve.INormal(), tolerance) && tmpResult[j].IStartPoint().IsEqual(onCurvePoints[i])))
{
j++;
break;
}
else if (tmpResult[j].IEndPoint().IsEqual(curve.EndPoint()) || (curve.IIsClosed(tolerance) && !curve.IIsClockwise(curve.INormal(), tolerance) && tmpResult[j].IEndPoint().IsEqual(curve.StartPoint())))
{
j++;
break;
}
}
j++;
}
if (subResultList.Count > 0)
{
result.Add(new PolyCurve {
Curves = subResultList.ToList()
});
}
i++;
}
if (curve.IsClosed(tolerance) && !(curve.SubParts()[0] is Circle))
{
if (!curve.StartPoint().IsEqual(onCurvePoints[onCurvePoints.Count - 1]))
{
List <ICurve> subResultList = new List <ICurve>();
foreach (ICurve subCrv in result[result.Count - 1].ISubParts())
{
subResultList.Add(subCrv);
}
foreach (ICurve subCrv in result[0].ISubParts())
{
subResultList.Add(subCrv);
}
result.RemoveAt(0);
result.RemoveAt(result.Count - 1);
result.Add(new PolyCurve {
Curves = subResultList.ToList()
});
}
}
return(result);
}
/***************************************************/
/**** Public Methods ****/
/***************************************************/
public static PolyCurve SortCurves(this PolyCurve curve, double tolerance = Tolerance.Distance)
{
if (curve.Curves.Count < 2)
{
return(curve.DeepClone());
}
List <ICurve> pending = curve.Curves.Select(x => x.DeepClone()).ToList();
PolyCurve result = new PolyCurve {
Curves = new List <ICurve> {
pending[0]
}
};
pending.RemoveAt(0);
double sqTol = tolerance * tolerance;
while (pending.Count > 0)
{
Point start1 = result.StartPoint();
Point end1 = result.EndPoint();
bool foundNext = false;
for (int i = 0; i < pending.Count; i++)
{
Point start2 = pending[i].IStartPoint();
Point end2 = pending[i].IEndPoint();
if (end1.SquareDistance(start2) < sqTol)
{
result.Curves.Add(pending[i]);
pending.RemoveAt(i);
foundNext = true;
break;
}
else if (end1.SquareDistance(end2) < sqTol)
{
result.Curves.Add(pending[i].IFlip());
pending.RemoveAt(i);
foundNext = true;
break;
}
else if (start1.SquareDistance(end2) < sqTol)
{
result.Curves.Insert(0, pending[i]);
pending.RemoveAt(i);
foundNext = true;
break;
}
else if (start1.SquareDistance(start2) < sqTol)
{
result.Curves.Insert(0, pending[i].IFlip());
pending.RemoveAt(i);
foundNext = true;
break;
}
}
if (!foundNext)
{
throw new Exception("PolyCurve with unconnected subcurves cannot have them sorted");
}
}
return(result);
}
