Exemple #1
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        /// <summary>
        /// Returns the collisionvector of a corner collision calculated with a circle in the center of the collision box.
        /// </summary>
        /// <param name="obj1">The object colliding with the corner.</param>
        /// <param name="corner">The circle for this corner.</param>
        /// <returns>A Vector2 of the collision.</returns>
        public static Vector2 DiagonalCollision(CollisionObject obj1, Circle corner)
        {
            #region variables from obj1
            Vector2 speed    = obj1.GetSpeedTotal();
            Vector2 startPos = obj1.GetCenter();
            #endregion

            #region Get line from movement vector and position
            Line trajectoryObj = new Line(startPos, startPos + speed);
            #endregion
            #region Find where line intersects circle
            Vector2[] intersects = corner.Intersects(trajectoryObj);
            #endregion
            #region Find which one of the intersections is closer
            int closestIndex = GetClosestVector(intersects, startPos);
            if (closestIndex == -1)
            {
                return(Vector2.Zero);
            }
            Vector2 closest = intersects[closestIndex];
            #endregion
            #region Define startpoint of vector
            Vector2 startPoint = closest - speed;
            #endregion
            #region Construct a line through the intersection found earlier and the center of the circle
            Line middlePointThroughIntersect = new Line(closest, corner.center);
            #endregion
            #region Construct a line perpandicular to this line through the startpoint
            Line PerpendicularLineThroughStart = new Line(new Vector2(middlePointThroughIntersect.twoPointFormY, -middlePointThroughIntersect.twoPointFormX), startPoint);
            #endregion
            #region Find the intersection of the perpandicular with the line through the center of the circle
            Vector2 intersectPerp = PerpendicularLineThroughStart.Intersects(middlePointThroughIntersect);
            #endregion
            #region Find vector from startposition to intersect of perpandicular and center line
            Vector2 diffStartIntersect = intersectPerp - startPoint;
            #endregion
            #region Add vector to the intersection to find the reflected point
            Vector2 endPoint = intersectPerp + diffStartIntersect;
            #endregion
            #region Return vector from intersect of incoming vector's intersect with circle to reflected point
            return(-(endPoint - closest) - speed);

            #endregion

            //Illustration in documentation
        }