internal CurveConverter(PointConverter ptConv, VectorConverter vecConv)
{
var lineConv = new LineConverter(ptConv);
AddConverter(lineConv);
var arcConv = new ArcConverter(ptConv, vecConv);
AddConverter(arcConv);
//to convert nurbs curves
var nurbsConv = new PipeConverter <dg.NurbsCurve, ppc.NurbsCurve>(
(dc) => {
////just to smooth out anything weird about this curve
//dc = dc.ToNurbsCurve();
ppc.NurbsCurve cur;
List <dg.Point> pts = dc.ControlPoints().ToList();
List <double> knots = dc.Knots().ToList();
var startParam = dc.StartParameter();
var endParam = dc.EndParameter();
knots = knots.Select((k) => (k - startParam) / (endParam - startParam)).ToList();
//making sure all the weights are not zeros by setting them to 1 if they are
double tolerance = 1e-4;
List <double> weights = dc.Weights().ToList();
if (weights.Any((w) => w <= tolerance))
{
weights = weights.Select((w) => 1.0).ToList();
}
cur = new ppc.NurbsCurve(pts.Select((pt) => ptConv.ToPipe <dg.Point, ppg.Vec>(pt)).ToList(),
dc.Degree, weights, knots, dc.IsClosed);
return(cur);
},
(pnc) => {
dg.NurbsCurve cur;
try
{
cur = dg.NurbsCurve.ByControlPointsWeightsKnots(
pnc.ControlPoints.Select((pt) => ptConv.FromPipe <dg.Point, ppg.Vec>(pt)),
pnc.Weights.ToArray(), pnc.Knots.ToArray(), pnc.Degree);
if (pnc.IsClosed != cur.IsClosed)
{
cur = dg.NurbsCurve.ByControlPoints(
pnc.ControlPoints.Select((pt) => ptConv.FromPipe <dg.Point, ppg.Vec>(pt)), pnc.Degree,
pnc.IsClosed);
}
}
catch (Exception e)
{
cur = dg.NurbsCurve.ByControlPoints(
pnc.ControlPoints.Select((pt) => ptConv.FromPipe <dg.Point, ppg.Vec>(pt)), pnc.Degree,
pnc.IsClosed);
}
return(cur);
}
);
AddConverter(nurbsConv);
//generic curves - one way conversion, hence one of the conversion delegates is null
AddConverter(new PipeConverter <dg.Curve, ppc.Curve>(
(dc) => {
return(nurbsConv.ToPipe <dg.NurbsCurve, ppc.NurbsCurve>(dc.ToNurbsCurve()));
},
null
));
//conversion for polycurves
var polyCurveConv = new PipeConverter <dg.PolyCurve, ppc.PolyCurve>(
(dpc) => {
dg.Curve[] curs = dpc.Curves();
return(new ppc.PolyCurve(curs.Select((c) => ToPipe <dg.Curve, ppc.Curve>(c)).ToList()));
},
(ppcrv) => {
try
{
List <dg.Curve> curves = ppcrv.Segments.Select((c) => FromPipe <dg.Curve, ppc.Curve>(c)).ToList();
return(dg.PolyCurve.ByJoinedCurves(curves));
}
catch (Exception e)
{
return(null);
}
}
);
AddConverter(polyCurveConv);
//one way conversion for incoming polylines
var plineConv = new PipeConverter <dg.PolyCurve, ppc.Polyline>(
null,
(ppl) => {
return(polyCurveConv.FromPipe <dg.PolyCurve, ppc.PolyCurve>(ppl.AsPolyCurve()));
}
);
}
public CurveConverter(Point3dConverter ptConv, ArcConverter arcConv, LineConverter lineConv)
{
//to convert ArcCurves
AddConverter(new PipeConverter <rh.ArcCurve, pp.Arc>(
(rhArc) => { return(arcConv.ToPipe <rh.Arc, pp.Arc>(rhArc.Arc)); },
(ppArc) => { return(new rh.ArcCurve(arcConv.FromPipe <rh.Arc, pp.Arc>(ppArc))); }
));
//to convert LineCurves
AddConverter(new PipeConverter <rh.LineCurve, pp.Line>(
(rhLine) => { return(lineConv.ToPipe <rh.Line, pp.Line>(rhLine.Line)); },
(ppLine) => { return(new rh.LineCurve(lineConv.FromPipe <rh.Line, pp.Line>(ppLine))); }
));
//to convert polyline curves
AddConverter(new PipeConverter <rh.PolylineCurve, pp.Polyline>(
(rhpl) =>
{
List <ppg.Vec> ptList = new List <ppg.Vec>();
int ptCount = rhpl.PointCount;
for (int i = 0; i < ptCount; i++)
{
ptList.Add(ptConv.ToPipe <rh.Point3d, ppg.Vec>(rhpl.Point(i)));
}
return(new pp.Polyline(ptList));
},
(ppl) =>
{
List <rh.Point3d> ptList = new List <rh.Point3d>();
foreach (var pt in ppl.Points)
{
ptList.Add(ptConv.FromPipe <rh.Point3d, ppg.Vec>(pt));
}
return(new rh.PolylineCurve(ptList));
}
));
//to convert nurbs curves
AddConverter(new PipeConverter <rh.NurbsCurve, pp.NurbsCurve>(
(rhc) => {
pp.NurbsCurve curve;
/*
* if the curve is closed, the internal NurbsCurve datastructure stores too many points in the
* array, in order to loop around to the next knot, we want to take a smaller list in that case
*/
//rebuilding the curve just in case.. if there is something weird about the curve
var rhc2 = rhc.Rebuild(rhc.Points.Count, rhc.Degree, true);
rhc = rhc2 ?? rhc;
int controlPtsNum = rhc.IsClosed ? rhc.Points.Count - (rhc.IsPeriodic ? rhc.Degree : 1)
: rhc.Points.Count;
List <ppg.Vec> ptList = rhc.Points.Take(controlPtsNum).Select(
(pt) => ptConv.ToPipe <rh.Point3d, ppg.Vec>(pt.Location)).ToList();
//normalizing the knots to be between 0 and 1
List <double> knotList = rhc.Knots.Select((k) => (k - rhc.Domain.Min) / (rhc.Domain.Length)).ToList();
curve = new pp.NurbsCurve(ptList, rhc.Degree,
rhc.Points.Take(controlPtsNum).Select((pt) => pt.Weight).ToList(), knotList, rhc.IsClosed);
curve.IsPeriodic = rhc.IsPeriodic;
return(curve);
},
(ppc) => {
List <rh.Point3d> ptList = ppc.ControlPoints.Select(
(pt) => ptConv.FromPipe <rh.Point3d, ppg.Vec>(pt)).ToList();
/*
* If the curve is closed, then rhino expects the first point to appear at the end of the
* control point list again, so we add it.
*/
if (ppc.IsClosed)
{
ptList.Add(ptList.First());
}
rh.NurbsCurve curve = rh.NurbsCurve.Create(ppc.IsPeriodic, ppc.Degree, ptList);
if (ppc.IsClosed && ppc.ControlPoints.Count > 3 && !curve.IsClosed)
{
curve.MakeClosed(1e-7);
}
if (!ppc.IsRational)
{
for (int i = 0; i < curve.Points.Count; i++)
{
var pt = curve.Points.ElementAt(i);
var newPt = new rh.Point4d(pt.Location.X, pt.Location.Y, pt.Location.Z, ppc.Weights[i % ppc.Weights.Count]);
curve.Points.SetPoint(i, newPt);
}
}
//setting knots after scaling them to the domain
if (ppc.Knots.Count == curve.Knots.Count)
{
for (int i = 0; i < ppc.Knots.Count; i++)
{
curve.Knots[i] = ppc.Knots[i] * (curve.Domain.Length) + curve.Domain.Min;
}
}
string msg;
if (!curve.IsValidWithLog(out msg))
{
System.Diagnostics.Debug.WriteLine(msg);
if (curve.IsPeriodic)
{
curve.Knots.CreatePeriodicKnots(1.0 / (curve.Points.Count));
}
else
{
curve.Knots.CreateUniformKnots(1.0 / (curve.Points.Count));
}
if (!curve.IsValid)
{
throw new InvalidOperationException("Cannot create a valid curve with " +
"received data because: \n" + msg);
}
}
return(curve);
}
));
//to convert polycurves
AddConverter(new PipeConverter <rh.PolyCurve, pp.PolyCurve>(
(rhc) => {
List <pp.Curve> curves = new List <pp.Curve>();
for (int i = 0; i < rhc.SegmentCount; i++)
{
curves.Add(ToPipe <rh.Curve, pp.Curve>(rhc.SegmentCurve(i)));
}
return(new pp.PolyCurve(curves));
},
(ppc) => {
var curve = new rh.PolyCurve();
foreach (var segment in ppc.Segments)
{
curve.Append(FromPipe <rh.Curve, pp.Curve>(segment));
}
return(curve);
}
));
}
