由于二维球是圆形的,因此您需要使用三角函数来正确确定与边缘的连接。我建议您首先使用“快速检查”检查一般区域,以防止降低您的应用程序的速度。
// Paddle Collision Detection
// Start by a global check to see if the ball is behind the paddle's face
if (this.x <= playerPaddle.x + playerPaddle.width) {
// Get the ball's radius
var rad = this.width/2;
// Give yourself a 3px 'padding' area into the front of the paddle
// For the detection fo collisions to prevent collision issues caused
// By a ball moving > 1px in a given frame. You may want to adjust this number
var padding = 3;
// Detect if ball hits front of paddle
// y collision should be from 1/2 the ball width above the paddle's edge
// to 1/2 the ball width below the paddle's edge
if (this.x + padding >= playerPaddle.x + playerPaddle.width
&& this.y - rad >= playerPaddle.y
&& this.y + rad <= playerPaddle.y + playerPaddle.height) {
console.log("front connect");
this.vx = -this.vx;
// Next, do a "quick check" to see if the ball is in the correct
// general area for an edge collision prior to doing expensive trig math
} else if (this.y - this.height >= playerPaddle.y
&& this.y <= playerPaddle.y
&& this.x - rad >= playerPaddle.x) {
// Get the position of the center of the ball
var x = this.x + rad;
var y = this.y + rad;
// Get the position of the corner of the paddle
var px = playerPaddle.x + playerPaddle.width;
var py = playerPaddle.y;
if (this.y + this.height > playerPaddle.y) {
// if the ball is below the top edge, use the bottom corner
// of the paddle - else use the top corner of the paddle
py += playerPaddle.height;
}
// Do some trig to determine if the ball surface touched the paddle edge
// Calc the distance (C = sqrt(A^2 + B^2))
var dist = Math.pow(Math.pow(x - px, 2) + Math.pow(y - py, 2), 0.5);
// Check if the distance is within the padding zone
if (dist <= rad && dist >= rad - padding) {
// Get the angle of contact as Arc-sin of dx/dy
var angle = Math.asin(x - px / y - py);
// Adjust the velocity accordingly
this.vy = (-this.vy * Math.cos(angle)) + (-this.vx * Math.sin(angle));
this.vx = (-this.vx * Math.cos(angle)) + (-this.vy * Math.sin(angle));
}
}
}