2020-07-23 11:00:46 +08:00
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module es {
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2020-08-03 14:06:47 +08:00
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/**
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* 各种形状的碰撞例程
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* 大多数人都希望第一个形状位于第二个形状的空间内(即shape1)
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* pos应该设置为shape1。pos - shape2.pos)。
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*/
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2020-07-23 11:00:46 +08:00
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export class ShapeCollisions {
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/**
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* 检查两个多边形之间的碰撞
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* @param first
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* @param second
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2020-07-27 16:10:36 +08:00
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* @param result
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2020-07-23 11:00:46 +08:00
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*/
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2020-07-27 16:10:36 +08:00
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public static polygonToPolygon(first: Polygon, second: Polygon, result: CollisionResult): boolean {
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2020-07-23 11:00:46 +08:00
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let isIntersecting = true;
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let firstEdges = first.edgeNormals;
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let secondEdges = second.edgeNormals;
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let minIntervalDistance = Number.POSITIVE_INFINITY;
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let translationAxis = new Vector2();
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let polygonOffset = Vector2.subtract(first.position, second.position);
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let axis: Vector2;
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// 循环穿过两个多边形的所有边
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for (let edgeIndex = 0; edgeIndex < firstEdges.length + secondEdges.length; edgeIndex++) {
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// 1. 找出当前多边形是否相交
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// 多边形的归一化轴垂直于缓存给我们的当前边
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if (edgeIndex < firstEdges.length) {
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axis = firstEdges[edgeIndex];
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} else {
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axis = secondEdges[edgeIndex - firstEdges.length];
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}
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// 求多边形在当前轴上的投影
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let minA = 0;
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let minB = 0;
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let maxA = 0;
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let maxB = 0;
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let intervalDist = 0;
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let ta = this.getInterval(axis, first, minA, maxA);
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minA = ta.min;
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minB = ta.max;
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let tb = this.getInterval(axis, second, minB, maxB);
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minB = tb.min;
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maxB = tb.max;
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// 将区间设为第二个多边形的空间。由轴上投影的位置差偏移。
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let relativeIntervalOffset = Vector2.dot(polygonOffset, axis);
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minA += relativeIntervalOffset;
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maxA += relativeIntervalOffset;
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// 检查多边形投影是否正在相交
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intervalDist = this.intervalDistance(minA, maxA, minB, maxB);
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if (intervalDist > 0)
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isIntersecting = false;
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// 对于多对多数据类型转换,添加一个Vector2?参数称为deltaMovement。为了提高速度,我们这里不使用它
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// TODO: 现在找出多边形是否会相交。只要检查速度就行了
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// 如果多边形不相交,也不会相交,退出循环
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if (!isIntersecting)
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2020-07-27 16:10:36 +08:00
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return false;
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2020-07-23 11:00:46 +08:00
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// 检查当前间隔距离是否为最小值。如果是,则存储间隔距离和当前距离。这将用于计算最小平移向量
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intervalDist = Math.abs(intervalDist);
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if (intervalDist < minIntervalDistance) {
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minIntervalDistance = intervalDist;
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translationAxis = axis;
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if (Vector2.dot(translationAxis, polygonOffset) < 0)
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translationAxis = new Vector2(-translationAxis);
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}
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2020-06-15 20:08:21 +08:00
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}
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2020-07-23 11:00:46 +08:00
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// 利用最小平移向量对多边形进行推入。
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result.normal = translationAxis;
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result.minimumTranslationVector = Vector2.multiply(new Vector2(-translationAxis.x, -translationAxis.y), new Vector2(minIntervalDistance));
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2020-06-16 00:04:28 +08:00
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2020-07-27 16:10:36 +08:00
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return true;
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2020-06-15 20:08:21 +08:00
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}
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2020-06-16 00:04:28 +08:00
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2020-07-23 11:00:46 +08:00
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/**
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* 计算[minA, maxA]和[minB, maxB]之间的距离。如果间隔重叠,距离是负的
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* @param minA
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* @param maxA
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* @param minB
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* @param maxB
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*/
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public static intervalDistance(minA: number, maxA: number, minB: number, maxB) {
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if (minA < minB)
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return minB - maxA;
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return minA - minB;
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}
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2020-06-16 00:04:28 +08:00
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2020-07-23 11:00:46 +08:00
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/**
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* 计算一个多边形在一个轴上的投影,并返回一个[min,max]区间
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* @param axis
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* @param polygon
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* @param min
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* @param max
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*/
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public static getInterval(axis: Vector2, polygon: Polygon, min: number, max: number) {
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let dot = Vector2.dot(polygon.points[0], axis);
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min = max = dot;
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for (let i = 1; i < polygon.points.length; i++) {
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dot = Vector2.dot(polygon.points[i], axis);
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if (dot < min) {
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min = dot;
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} else if (dot > max) {
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max = dot;
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}
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2020-06-15 20:08:21 +08:00
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}
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2020-06-16 00:04:28 +08:00
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2020-07-28 16:25:20 +08:00
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return {min: min, max: max};
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2020-07-23 11:00:46 +08:00
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}
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2020-06-15 08:46:38 +08:00
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2020-07-23 11:00:46 +08:00
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/**
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*
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* @param circle
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* @param polygon
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2020-07-27 16:10:36 +08:00
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* @param result
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2020-07-23 11:00:46 +08:00
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*/
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2020-07-27 16:10:36 +08:00
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public static circleToPolygon(circle: Circle, polygon: Polygon, result: CollisionResult): boolean {
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2020-07-23 11:00:46 +08:00
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let poly2Circle = Vector2.subtract(circle.position, polygon.position);
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2020-06-15 08:46:38 +08:00
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2020-07-27 16:10:36 +08:00
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let distanceSquared = 0;
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let closestPoint = Polygon.getClosestPointOnPolygonToPoint(polygon.points, poly2Circle, distanceSquared, result.normal);
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2020-07-23 11:00:46 +08:00
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let circleCenterInsidePoly = polygon.containsPoint(circle.position);
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if (distanceSquared > circle.radius * circle.radius && !circleCenterInsidePoly)
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2020-07-27 16:10:36 +08:00
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return false;
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2020-06-15 08:46:38 +08:00
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2020-07-23 11:00:46 +08:00
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let mtv: Vector2;
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if (circleCenterInsidePoly) {
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mtv = Vector2.multiply(result.normal, new Vector2(Math.sqrt(distanceSquared) - circle.radius));
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} else {
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if (distanceSquared == 0) {
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mtv = Vector2.multiply(result.normal, new Vector2(circle.radius));
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} else {
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let distance = Math.sqrt(distanceSquared);
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mtv = Vector2.multiply(new Vector2(-Vector2.subtract(poly2Circle, closestPoint)), new Vector2((circle.radius - distanceSquared) / distance));
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}
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2020-06-15 08:46:38 +08:00
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}
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2020-06-12 20:24:51 +08:00
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2020-07-23 11:00:46 +08:00
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result.minimumTranslationVector = mtv;
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result.point = Vector2.add(closestPoint, polygon.position);
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2020-06-16 00:04:28 +08:00
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2020-07-27 16:10:36 +08:00
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return true;
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2020-06-12 20:24:51 +08:00
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}
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2020-07-23 11:00:46 +08:00
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/**
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* 适用于圆心在方框内以及只与方框外圆心重叠的圆。
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* @param circle
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* @param box
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2020-07-27 16:10:36 +08:00
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* @param result
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2020-07-23 11:00:46 +08:00
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*/
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2020-07-27 16:10:36 +08:00
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public static circleToBox(circle: Circle, box: Box, result: CollisionResult): boolean {
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let closestPointOnBounds = box.bounds.getClosestPointOnRectangleBorderToPoint(circle.position, result.normal);
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2020-06-16 00:04:28 +08:00
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2020-07-27 18:16:19 +08:00
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// 处理那些中心在盒子里的圆,因为比较好操作,
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2020-07-23 11:00:46 +08:00
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if (box.containsPoint(circle.position)) {
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result.point = closestPointOnBounds;
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2020-06-16 00:04:28 +08:00
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2020-07-27 18:16:19 +08:00
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// 计算mtv。找到安全的,没有碰撞的位置,然后从那里得到mtv
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let safePlace = Vector2.add(closestPointOnBounds, Vector2.multiply(result.normal, new Vector2(circle.radius)));
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result.minimumTranslationVector = Vector2.subtract(circle.position, safePlace);
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2020-06-12 20:24:51 +08:00
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2020-07-27 16:10:36 +08:00
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return true;
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2020-07-23 11:00:46 +08:00
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}
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2020-06-12 20:24:51 +08:00
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2020-07-23 11:00:46 +08:00
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let sqrDistance = Vector2.distanceSquared(closestPointOnBounds, circle.position);
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2020-07-27 18:16:19 +08:00
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// 看盒子上的点与圆的距离是否小于半径
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2020-07-23 11:00:46 +08:00
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if (sqrDistance == 0) {
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result.minimumTranslationVector = Vector2.multiply(result.normal, new Vector2(circle.radius));
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} else if (sqrDistance <= circle.radius * circle.radius) {
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result.normal = Vector2.subtract(circle.position, closestPointOnBounds);
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let depth = result.normal.length() - circle.radius;
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2020-07-27 16:10:36 +08:00
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result.point = closestPointOnBounds;
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result.normal = Vector2Ext.normalize(result.normal);
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result.minimumTranslationVector = Vector2.multiply(new Vector2(depth), result.normal);
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2020-06-12 20:24:51 +08:00
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2020-07-27 16:10:36 +08:00
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return true;
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2020-07-23 11:00:46 +08:00
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}
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2020-06-12 20:24:51 +08:00
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2020-07-27 16:10:36 +08:00
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return false;
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2020-07-23 11:00:46 +08:00
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}
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2020-06-12 20:24:51 +08:00
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2020-07-23 11:00:46 +08:00
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/**
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*
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* @param point
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* @param circle
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* @param result
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2020-07-23 11:00:46 +08:00
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*/
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2020-07-27 16:10:36 +08:00
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public static pointToCircle(point: Vector2, circle: Circle, result: CollisionResult): boolean {
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let distanceSquared = Vector2.distanceSquared(point, circle.position);
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let sumOfRadii = 1 + circle.radius;
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let collided = distanceSquared < sumOfRadii * sumOfRadii;
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if (collided) {
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result.normal = Vector2.normalize(Vector2.subtract(point, circle.position));
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let depth = sumOfRadii - Math.sqrt(distanceSquared);
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result.minimumTranslationVector = Vector2.multiply(new Vector2(-depth, -depth), result.normal);
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result.point = Vector2.add(circle.position, Vector2.multiply(result.normal, new Vector2(circle.radius, circle.radius)));
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return true;
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}
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return false;
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2020-07-23 11:00:46 +08:00
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}
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2020-06-12 20:24:51 +08:00
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2020-07-31 17:17:44 +08:00
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public static pointToBox(point: Vector2, box: Box, result: CollisionResult){
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if (box.containsPoint(point)){
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// 在方框的空间里找到点
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result.point = box.bounds.getClosestPointOnRectangleBorderToPoint(point, result.normal);
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result.minimumTranslationVector = Vector2.subtract(point, result.point);
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return true;
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}
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return false;
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}
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2020-07-23 11:00:46 +08:00
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/**
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*
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* @param lineA
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* @param lineB
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* @param closestTo
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*/
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public static closestPointOnLine(lineA: Vector2, lineB: Vector2, closestTo: Vector2): Vector2 {
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let v = Vector2.subtract(lineB, lineA);
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let w = Vector2.subtract(closestTo, lineA);
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let t = Vector2.dot(w, v) / Vector2.dot(v, v);
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t = MathHelper.clamp(t, 0, 1);
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return Vector2.add(lineA, Vector2.multiply(v, new Vector2(t, t)));
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}
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2020-07-23 11:00:46 +08:00
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/**
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*
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* @param point
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* @param poly
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2020-07-27 16:10:36 +08:00
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* @param result
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2020-07-23 11:00:46 +08:00
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*/
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2020-07-27 16:10:36 +08:00
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public static pointToPoly(point: Vector2, poly: Polygon, result: CollisionResult): boolean {
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2020-07-23 11:00:46 +08:00
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if (poly.containsPoint(point)) {
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2020-07-27 16:10:36 +08:00
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let distanceSquared: number = 0;
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let closestPoint = Polygon.getClosestPointOnPolygonToPoint(poly.points, Vector2.subtract(point, poly.position), distanceSquared, result.normal);
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2020-07-23 11:00:46 +08:00
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result.minimumTranslationVector = Vector2.multiply(result.normal, new Vector2(Math.sqrt(distanceSquared), Math.sqrt(distanceSquared)));
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result.point = Vector2.add(closestPoint, poly.position);
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2020-07-27 16:10:36 +08:00
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return true;
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2020-07-23 11:00:46 +08:00
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}
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2020-06-16 00:04:28 +08:00
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2020-07-27 16:10:36 +08:00
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return false;
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2020-07-23 11:00:46 +08:00
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}
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2020-06-16 00:04:28 +08:00
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2020-07-23 11:00:46 +08:00
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/**
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*
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* @param first
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* @param second
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*/
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2020-07-28 16:25:20 +08:00
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public static circleToCircle(first: Circle, second: Circle, result: CollisionResult): boolean {
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2020-07-23 11:00:46 +08:00
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let distanceSquared = Vector2.distanceSquared(first.position, second.position);
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let sumOfRadii = first.radius + second.radius;
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let collided = distanceSquared < sumOfRadii * sumOfRadii;
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2020-07-28 16:25:20 +08:00
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if (collided) {
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2020-07-23 11:00:46 +08:00
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result.normal = Vector2.normalize(Vector2.subtract(first.position, second.position));
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let depth = sumOfRadii - Math.sqrt(distanceSquared);
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result.minimumTranslationVector = Vector2.multiply(new Vector2(-depth), result.normal);
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result.point = Vector2.add(second.position, Vector2.multiply(result.normal, new Vector2(second.radius)));
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2020-07-27 16:10:36 +08:00
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return true;
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2020-07-23 11:00:46 +08:00
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}
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2020-07-27 16:10:36 +08:00
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return false;
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2020-06-16 00:04:28 +08:00
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}
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2020-07-23 11:00:46 +08:00
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/**
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*
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* @param first
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* @param second
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2020-07-27 16:10:36 +08:00
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* @param result
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2020-07-23 11:00:46 +08:00
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*/
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2020-07-28 16:25:20 +08:00
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public static boxToBox(first: Box, second: Box, result: CollisionResult): boolean {
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2020-07-23 11:00:46 +08:00
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let minkowskiDiff = this.minkowskiDifference(first, second);
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2020-07-28 16:25:20 +08:00
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if (minkowskiDiff.contains(0, 0)) {
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2020-07-23 11:00:46 +08:00
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// 计算MTV。如果它是零,我们就可以称它为非碰撞
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result.minimumTranslationVector = minkowskiDiff.getClosestPointOnBoundsToOrigin();
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2020-07-07 12:18:51 +08:00
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2020-07-27 16:10:36 +08:00
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if (result.minimumTranslationVector.equals(Vector2.zero))
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return false;
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2020-07-07 12:18:51 +08:00
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2020-07-23 11:00:46 +08:00
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result.normal = new Vector2(-result.minimumTranslationVector.x, -result.minimumTranslationVector.y);
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2020-07-31 17:17:44 +08:00
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result.normal = result.normal.normalize();
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2020-07-07 18:54:19 +08:00
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2020-07-27 16:10:36 +08:00
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return true;
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2020-07-23 11:00:46 +08:00
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}
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2020-07-07 12:18:51 +08:00
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2020-07-27 16:10:36 +08:00
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return false;
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2020-07-23 11:00:46 +08:00
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}
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2020-07-07 12:18:51 +08:00
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2020-07-31 17:17:44 +08:00
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private static minkowskiDifference(first: Box, second: Box): Rectangle {
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2020-07-23 11:00:46 +08:00
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// 我们需要第一个框的左上角
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// 碰撞器只会修改运动的位置所以我们需要用位置来计算出运动是什么。
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let positionOffset = Vector2.subtract(first.position, Vector2.add(first.bounds.location, Vector2.divide(first.bounds.size, new Vector2(2))));
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let topLeft = Vector2.subtract(Vector2.add(first.bounds.location, positionOffset), second.bounds.max);
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let fullSize = Vector2.add(first.bounds.size, second.bounds.size);
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2020-07-07 12:18:51 +08:00
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2020-07-23 11:00:46 +08:00
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return new Rectangle(topLeft.x, topLeft.y, fullSize.x, fullSize.y)
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}
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2020-08-03 14:06:47 +08:00
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/**
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* 用second检查被deltaMovement移动的框的结果
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* @param first
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* @param second
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* @param movement
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* @param hit
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*/
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public static boxToBoxCast(first: Box, second: Box, movement: Vector2, hit: RaycastHit): boolean{
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// 首先,我们检查是否有重叠。如果有重叠,我们就不做扫描测试
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let minkowskiDiff = this.minkowskiDifference(first, second);
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if (minkowskiDiff.contains(0, 0)){
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// 计算MTV。如果它是零,我们就可以称它为非碰撞
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let mtv = minkowskiDiff.getClosestPointOnBoundsToOrigin();
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if (mtv.equals(Vector2.zero))
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return false;
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hit.normal = new Vector2(-mtv.x);
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hit.normal = hit.normal.normalize();
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hit.distance = 0;
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hit.fraction = 0;
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return true;
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}else{
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// 射线投射移动矢量
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let ray = new Ray2D(Vector2.zero, new Vector2(-movement.x));
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let fraction: number = minkowskiDiff.rayIntersects(ray);
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if (fraction <= 1){
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hit.fraction = fraction;
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hit.distance = movement.length() * fraction;
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hit.normal = new Vector2(-movement.x);
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hit.normal = hit.normal.normalize();
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hit.centroid = Vector2.add(first.bounds.center, Vector2.multiply(movement, new Vector2(fraction)));
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return true;
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}
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}
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return false;
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}
|
2020-07-07 12:18:51 +08:00
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}
|
2020-07-23 11:00:46 +08:00
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}
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