/// <summary>
/// Creates a line starting at the projection of this.loc on the intersection between this and another Plane.
/// The direction of the line is that of the crossproduct of this.normal and anotherPlane.normal.
/// </summary>
/// <returns>A line along the intersection of this and anotherPlane, returns "null" if two planes are significantly parallel</returns>
/// <param name="anotherPlane">A plane to calculate the intersection with</param>
public Scientrace.Line getIntersectionLineWith(Scientrace.Plane anotherPlane)
{
Scientrace.UnitVector n1, n2;
n1 = this.getNorm();
n2 = anotherPlane.getNorm();
Vector tw = n1.crossProduct(n2);
if (tw.length < MainClass.SIGNIFICANTLY_SMALL)
{
//Console.WriteLine("WARNING: two planes do not intersect since they are parallel.");
return(null);
}
UnitVector intersection_direction = tw.tryToUnitVector();
Vector tl1 = n1.crossProduct(intersection_direction);
if (tl1.length == 0)
{
throw new Exception("Plane.getIntersectionLineWith/l1.length can never be zero. If this happens, notify the [email protected] about this..." + this.ToString() + anotherPlane.ToString());
}
// l1 lies in "this" plane, and is orthogonal to the intersectionline-direction
UnitVector l1 = tl1.tryToUnitVector();
// where l1, starting at this.loc, meets anotherPlane we found a location on the intersectionline.
Scientrace.Location retLoc = anotherPlane.lineThroughPlane(new Line(this.loc, l1));
if (retLoc == null)
{
Console.WriteLine("WARNING: retLoc == null; l1: " + l1.ToString() + " ; anotherPlane:" + anotherPlane.getNorm().ToString());
return(null);
}
return(new Line(retLoc, intersection_direction));
}
public override string ToString()
{
return("FresnelLensRing properties: \n:sphereLoc{" + sphereLoc.ToString() + "}, sphereRadius{" + sphereRadius.ToString() + "}, radiansMin{" + radiansMin.ToString() + "}, radiansMax{" + radiansMax.ToString() + "}, orientation{" + orientation.ToString() + "}");
}