public RectangleRoofHooksSpace(Point2d p1, Vector2d v1, double b, Plane3d pPlane) {
super();
// this.p1 = p1;
// this.v1 = v1;
this.b = b;
double angle = Math.atan2(v1.y, v1.x);
// Math.toDegrees(angle);
SimpleMatrix tr2d =
TransformationMatrix2d.rotZA(-angle).mult(TransformationMatrix2d.tranA(-p1.x, -p1.y));
SimpleMatrix tr3d =
TransformationMatrix3d.rotYA(-angle).mult(TransformationMatrix3d.tranA(-p1.x, 0, p1.y));
this.p1 = TransformationMatrix2d.transform(p1, tr2d);
this.v1 = TransformationMatrix2d.transform(v1, tr2d);
Point3d planePoint = TransformationMatrix3d.transform(pPlane.getPoint(), tr3d);
Vector3d planeNormal = TransformationMatrix3d.transform(pPlane.getNormal(), tr3d);
this.plane = new Plane3d(planePoint, planeNormal);
SimpleMatrix trBack =
TransformationMatrix3d.rotYA(angle).mult(TransformationMatrix3d.tranA(-p1.x, 0, p1.y));
this.transformationMatrix = trBack;
}
public PolygonRoofHooksSpace(
Point2d p1, Vector2d v1, List<List<Point2d>> pPolygon, Plane3d pPlane) {
super();
// this.p1 = p1;
// this.v1 = v1;
this.b = this.b;
double angle = Math.atan2(v1.y, v1.x);
// Math.toDegrees(angle);
SimpleMatrix tr2d =
TransformationMatrix2d.rotZA(-angle).mult(TransformationMatrix2d.tranA(-p1.x, -p1.y));
SimpleMatrix tr3d =
TransformationMatrix3d.rotYA(-angle).mult(TransformationMatrix3d.tranA(-p1.x, 0, p1.y));
this.p1 = TransformationMatrix2d.transform(p1, tr2d);
this.v1 = TransformationMatrix2d.transform(v1, tr2d);
List<List<Point2d>> transformPolygons = new ArrayList<List<Point2d>>();
for (List<Point2d> polygon : pPolygon) {
List<Point2d> transformPolygon = new ArrayList<Point2d>();
for (Point2d point : polygon) {
transformPolygon.add(TransformationMatrix2d.transform(point, tr2d));
}
transformPolygons.add(transformPolygon);
}
this.polygon = transformPolygons;
Point3d planePoint = TransformationMatrix3d.transform(pPlane.getPoint(), tr3d);
Vector3d planeNormal = TransformationMatrix3d.transform(pPlane.getNormal(), tr3d);
this.plane = new Plane3d(planePoint, planeNormal);
SimpleMatrix trBack =
TransformationMatrix3d.tranA(p1.x, 0, -p1.y).mult(TransformationMatrix3d.rotYA(angle));
// SimpleMatrix trBack =
// TransformationMatrix3d.rotYA(angle).mult(TransformationMatrix3d.tranA(-p1.x, 0, p1.y));
// TransformationMatrix3d.transform(planePoint, trBack)
this.transformationMatrix = trBack;
}
