c# - C# 中的弹跳缓动方程

Question

我正在尝试为使用 C# 制作的游戏元素添加反弹效果。我似乎无法为此找到正确的缓动方程。这是我暂时使用的：

t.position += (destination-t.position)*0.05f;
    if((destination-t.position).magnitude <= 0.01f)
    {
        t.position = destination;
    }

谁能帮我把它改成一个弹跳方程？

Answer 1

if(setUpEase)
    {
        // Set the destination of each boardspace
        if(!oneTime)
        {
            beginning = new Vector3(t.position.x, t.position.y, t.position.z);
            destination = new Vector3(t.position.x, t.position.y-10, t.position.z);
            change = new Vector3(0, -10, 0);
            setUpDuration = Random.Range (1.0f, 3.0f);
            oneTime = true;
        }

        // BOUNCING
        currentTime += Time.deltaTime;
        float t2 = currentTime/setUpDuration;
        if(currentTime < setUpDuration)
        {
            if (t2 < (1/2.75f))
            {
                t.position = change*(7.5625f*t2*t2) + beginning;
            }
            else if (t2 < (2/2.75f))
            {
                t.position = change*(7.5625f*(t2-=(1.5f/2.75f))*t2 + 0.75f) + beginning;
            }
            else if (t2 < (2.5f/2.75f))
            {
                t.position = change*(7.5625f*(t2-=(2.25f/2.75f))*t2 + 0.9375f) + beginning;
            }
            else
            {
                t.position = change*(7.5625f*(t2-=(2.625f/2.75f))*t2 + 0.984375f) + beginning;
            }
        }
        else
        {
            t.position = destination;
            if(boardId < 113 && boardId > 92)
                pie.setUpEase2 = true;
            setUpEase=false;
        }
    }