public containsPoint ( Vector2 point ) : bool | ||
point | Vector2 | Point. |
return | bool |
public static bool circleToPolygon(Circle circle, Polygon polygon, out CollisionResult result) { result = new CollisionResult(); // circle position in the polygons coordinates var poly2Circle = circle.position - polygon.position; // first, we need to find the closest distance from the circle to the polygon float distanceSquared; var closestPoint = Polygon.getClosestPointOnPolygonToPoint( polygon.points, poly2Circle, out distanceSquared, out result.normal); // make sure the squared distance is less than our radius squared else we are not colliding. Note that if the Circle is fully // contained in the Polygon the distance could be larger than the radius. Because of that we also make sure the circle position // is not inside the poly. var circleCenterInsidePoly = polygon.containsPoint(circle.position); if (distanceSquared > circle.radius * circle.radius && !circleCenterInsidePoly) { return(false); } // figure out the mtv. We have to be careful to deal with circles fully contained in the polygon or with their center contained. Vector2 mtv; if (circleCenterInsidePoly) { mtv = result.normal * (Mathf.sqrt(distanceSquared) - circle.radius); } else { // if we have no distance that means the circle center is on the polygon edge. Move it only by its radius if (distanceSquared == 0) { mtv = result.normal * circle.radius; } else { var distance = Mathf.sqrt(distanceSquared); mtv = -(poly2Circle - closestPoint) * ((circle.radius - distance) / distance); } } result.minimumTranslationVector = mtv; result.point = closestPoint + polygon.position; return(true); }
public static bool pointToPoly(Vector2 point, Polygon poly, out CollisionResult result) { result = new CollisionResult(); if (poly.containsPoint(point)) { float distanceSquared; var closestPoint = Polygon.getClosestPointOnPolygonToPoint(poly.points, point - poly.position, out distanceSquared, out result.normal); result.minimumTranslationVector = result.normal * Mathf.sqrt(distanceSquared); result.point = closestPoint + poly.position; return(true); } return(false); }
public static bool pointToPoly( Vector2 point, Polygon poly, out CollisionResult result ) { result = new CollisionResult(); if( poly.containsPoint( point ) ) { float distanceSquared; var closestPoint = Polygon.getClosestPointOnPolygonToPoint( poly.points, point - poly.position, out distanceSquared, out result.normal ); result.minimumTranslationVector = result.normal * Mathf.sqrt( distanceSquared ); result.point = closestPoint + poly.position; return true; } return false; }
public static bool circleToPolygon( Circle circle, Polygon polygon, out CollisionResult result ) { result = new CollisionResult(); // circle position in the polygons coordinates var poly2Circle = circle.position - polygon.position; // first, we need to find the closest distance from the circle to the polygon float distanceSquared; var closestPoint = Polygon.getClosestPointOnPolygonToPoint( polygon.points, poly2Circle, out distanceSquared, out result.normal ); // make sure the squared distance is less than our radius squared else we are not colliding. Note that if the Circle is fully // contained in the Polygon the distance could be larger than the radius. Because of that we also make sure the circle position // is not inside the poly. var circleCenterInsidePoly = polygon.containsPoint( circle.position ); if( distanceSquared > circle.radius * circle.radius && !circleCenterInsidePoly ) return false; // figure out the mtv. We have to be careful to deal with circles fully contained in the polygon or with their center contained. Vector2 mtv; if( circleCenterInsidePoly ) { mtv = result.normal * ( Mathf.sqrt( distanceSquared ) - circle.radius ); } else { // if we have no distance that means the circle center is on the polygon edge. Move it only by its radius if( distanceSquared == 0 ) { mtv = result.normal * circle.radius; } else { var distance = Mathf.sqrt( distanceSquared ); mtv = -( poly2Circle - closestPoint ) * ( ( circle.radius - distance ) / distance ); } } result.minimumTranslationVector = mtv; result.point = closestPoint + polygon.position; return true; }