public void Reflect(Segment s)
{
// NOTES:
// Arcs can go to lines, and lines to arcs.
// Rotations may reverse arc directions as well.
// Arc centers can't be transformed directly.
// NOTE: We must calc this before altering the endpoints.
Vector3D mid = Midpoint;
if (Infinity.IsInfinite(mid))
{
mid = Infinity.IsInfinite(s.P1) ? s.P2 * Infinity.FiniteScale : s.P1 * Infinity.FiniteScale;
}
P1 = s.ReflectPoint(P1);
P2 = s.ReflectPoint(P2);
mid = s.ReflectPoint(mid);
// Can we make a circle out of the reflected points?
Circle temp = new Circle();
if (!Infinity.IsInfinite(P1) && !Infinity.IsInfinite(P2) && !Infinity.IsInfinite(mid) &&
temp.From3Points(P1, mid, P2))
{
Type = SegmentType.Arc;
Center = temp.Center;
// Work out the orientation of the arc.
Vector3D t1 = P1 - Center;
Vector3D t2 = mid - Center;
Vector3D t3 = P2 - Center;
double a1 = Euclidean2D.AngleToCounterClock(t2, t1);
double a2 = Euclidean2D.AngleToCounterClock(t3, t1);
Clockwise = a2 > a1;
}
else
{
// The circle construction fails if the points
// are colinear (if the arc has been transformed into a line).
Type = SegmentType.Line;
// XXX - need to do something about this.
// Turn into 2 segments?
//if( isInfinite( mid ) )
// Actually the check should just be whether mid is between p1 and p2.
}
}
public void Reflect(Segment s)
{
// Just reflect all our segments.
for (int i = 0; i < Segments.Count; i++)
{
Segments[i].Reflect(s);
}
Center = s.ReflectPoint(Center);
}
/// <summary>
/// Reflect ourselves about a segment.
/// </summary>
public virtual void Reflect(Segment s)
{
if (SegmentType.Arc == s.Type)
{
ReflectInternal(s.Circle);
}
else
{
// We just need to reflect the center.
Center = s.ReflectPoint(Center);
}
}
public override void Reflect(Segment s)
{
base.Reflect(s);
CenterNE = s.ReflectPoint(CenterNE);
}
