public void SetGeoPoint(int Index, GeoPoint ThePoint)
{
points[Index] = ThePoint;
bSpline.ThroughPoints((GeoPoint[])points.ToArray(typeof(GeoPoint)), degree, closed);
}
/// <summary>
/// Overrides <see cref="CADability.GeoObject.ISurfaceImpl.Make3dCurve (ICurve2D)"/>
/// </summary>
/// <param name="curve2d"></param>
/// <returns></returns>
public override ICurve Make3dCurve(ICurve2D curve2d)
{
if (curve2d is Curve2DAspect)
{
ICurve res = (curve2d as Curve2DAspect).Get3DCurve(this);
if (res != null)
{
return(res);
}
}
if (curve2d is ProjectedCurve pc)
{
if (pc.Surface is SurfaceOfLinearExtrusion)
{
BoundingRect otherBounds = new BoundingRect(PositionOf(pc.Surface.PointAt(pc.StartPoint)), PositionOf(pc.Surface.PointAt(pc.EndPoint)));
if (pc.Surface.SameGeometry(pc.GetExtent(), this, otherBounds, Precision.eps, out ModOp2D notneeded))
{
return(pc.Curve3DFromParams); // if trimmed or reversed still returns the correct 3d curve (but trimmed and/or reversed)
}
}
}
if (curve2d is Line2D)
{
Line2D l2d = curve2d as Line2D;
GeoVector2D dir = l2d.EndPoint - l2d.StartPoint;
if (Math.Abs(dir.x) < Precision.eps)
{ // das Ergebnis ist eine Mantel-Linie
Line res = Line.Construct();
res.StartPoint = PointAt(l2d.StartPoint);
res.EndPoint = PointAt(l2d.EndPoint);
return(res);
}
else if (Math.Abs(dir.y) < Precision.eps)
{
// Basiskurve bzw. Abschnitt derselben
ModOp move = ModOp.Translate(l2d.StartPoint.y * direction);
ICurve res = basisCurve.CloneModified(move);
double sp = (l2d.StartPoint.x - curveStartParameter) / (curveEndParameter - curveStartParameter);
double ep = (l2d.EndPoint.x - curveStartParameter) / (curveEndParameter - curveStartParameter);
//double sp = l2d.StartPoint.x;
//double ep = l2d.EndPoint.x;
if (!(basisCurve is BSpline))
{ // hier geht auch Verlängern
if (sp > ep)
{
res.Reverse();
if (ep != 0.0 || sp != 1.0)
{
res.Trim(1.0 - sp, 1.0 - ep);
}
}
else
{
if (sp != 0.0 || ep != 1.0)
{
res.Trim(sp, ep);
}
}
}
else
{
if (sp > 1.0 && ep > 1.0)
{
return(null);
}
if (sp < 0.0 && ep < 0.0)
{
return(null);
}
if (sp > ep)
{
res.Reverse();
if (ep != 0.0 || sp != 1.0)
{
res.Trim(1.0 - sp, 1.0 - ep);
}
}
else
{
if (sp != 0.0 || ep != 1.0)
{
res.Trim(sp, ep);
}
}
}
return(res);
}
}
if (curve2d is BSpline2D)
{
BSpline2D b2d = (curve2d as BSpline2D);
int numpts = b2d.Poles.Length * b2d.Degree;
GeoPoint[] pts = new GeoPoint[numpts + 1];
for (int i = 0; i <= numpts; ++i)
{
pts[i] = PointAt(b2d.PointAt((double)i / (double)numpts));
}
BSpline b3d = BSpline.Construct();
b3d.ThroughPoints(pts, b2d.Degree, false);
return(b3d);
}
return(base.Make3dCurve(curve2d));
}
public override ICurve Make3dCurve(ICurve2D curve2d)
{
if (curve2d is Line2D l2d)
{
if (Math.Abs(Geometry.DistPL(GeoPoint2D.Origin, l2d.StartPoint, l2d.EndPoint)) < Precision.eps)
{
double p0 = l2d.PositionOf(GeoPoint2D.Origin);
if (p0 > 1e-6 && p0 < 1 - 1e-6)
{
// the line passes through the apex: we have to split this edge and make a polyline
return(Polyline.FromPoints(new GeoPoint[] { PointAt(l2d.StartPoint), location, PointAt(l2d.EndPoint) }));
}
else
{
return(Line.TwoPoints(PointAt(l2d.StartPoint), PointAt(l2d.EndPoint)));
}
}
else
{
// the result is a parabola, which is exactly represented by a BSpline of degree 2 with 3 poles
BSpline parabola = BSpline.Construct();
parabola.ThroughPoints(new GeoPoint[] { PointAt(l2d.StartPoint), PointAt(l2d.PointAt(0.5)), PointAt(l2d.EndPoint) }, 2, false);
return(parabola);
}
}
else if (curve2d is Ellipse2D elli2d)
{ // includes EllipseArc2D
// this is an ellipse in 3d
GeoPoint[] fp3d = new GeoPoint[5];
double n = 5.0;
if (elli2d is EllipseArc2D)
{
n = 4.0;
}
for (int i = 0; i < 5; i++)
{
fp3d[i] = PointAt(elli2d.PointAt(i / n));
}
Ellipse elli = Ellipse.FromFivePoints(fp3d, !(elli2d is EllipseArc2D));
if (elli != null)
{
return(elli);
}
}
else if (curve2d is Circle2D circle2d)
{ // includes Arc2D
if (Precision.IsEqual(circle2d.Center, GeoPoint2D.Origin))
{
// this is an ellipse in 3d
GeoPoint[] fp3d = new GeoPoint[5];
double n = 5.0;
if (circle2d is Arc2D)
{
n = 4.0;
}
for (int i = 0; i < 5; i++)
{
fp3d[i] = PointAt(circle2d.PointAt(i / n));
}
Ellipse elli = Ellipse.FromFivePoints(fp3d, !(circle2d is Arc2D));
if (elli != null)
{
return(elli);
}
}
}
return(base.Make3dCurve(curve2d));
}