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javascript - Spinable turn dial : Calculate angle between two vectors, 每次移动引用线

转载 作者:行者123 更新时间:2023-11-28 00:20:56 24 4
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我使用 popmotion 制作了下面的旋转转盘.

const {
listen,
styler,
pointer,
value,
transform,
spring,
inertia,
calc
} = window.popmotion;
const { pipe } = transform;

const dial = document.querySelector(".dial");
const dialStyler = styler(dial);
const dialRotate = value(0, dialStyler.set('rotate'));

const dialRect = dial.getBoundingClientRect();
const dialY = dialRect.top + window.scrollY + (dialRect.height / 2);
const dialX = dialRect.left + window.scrollX + (dialRect.width / 2);
// console.log(dialX, dialY);

const pointA = {x: dialX, y: dialY};
// let pointB = {x: 0, y: 0};
// let angle = 0;
// let prevAngle = 90;
// Angle between origo and pointer
const pointerAngle = o => pointer( o ).pipe(v => {
const pointB = {x: v.x, y: v.y};
const angle = calc.angle(pointA, pointB) + 90;
// console.log('pointA: ', pointA);
// console.log('pointB: ', pointB);
// console.log('angle: ', angle);
// console.log('prevAngle: ', prevAngle);
// console.log('angle - prevAngle: ', angle - prevAngle);
return angle;
});

listen(dial, "mousedown touchstart").start(e => {
e.preventDefault();
// prevAngle = angle;
pointerAngle().start(dialRotate);
});

listen(document, "mouseup touchend").start(() => {
dialRotate.stop();
});
img {
width: 200px;
}
<script src="https://unpkg.com/popmotion/dist/popmotion.global.min.js"></script>

<img class="dial" src="https://greensock.com/wp-content/uploads/custom/draggable/img/knob.png">

每次松开并重新点击时,如何让表盘从同一位置开始?

它现在的工作方式是,在单击/触摸时移动到光标/手指位置。我希望它从它当前所在的确切位置开始,并从那里计算 Angular 。

这可能与三 Angular 学有关,但我一直没弄清楚。

最佳答案

我想出了以下解决方案:

通常,atan2(在我的例子中是 popmotion 中的 angle)通过假设水平 x 轴运行来计算两点之间的 Angular 通过第一点。然后它计算 x 轴和穿过两点的矢量之间的 Angular 。毕竟,谈论两个之间的 Angular 是没有意义的, Angular 只存在于两个向量/线之间。 p>

在我们的例子中,我们希望假设的 x 轴移动到我们点击/触摸的任何地方,所以我们每次都从 0 Angular 开始,然后再旋转表盘。显而易见的解决方案是计算两个 atan2,一个从表盘的原点到我们第一次点击的点,一个从表盘的原点到我们指针的任何点/手指移动到。然后我们只需从移动的那个中减去第一个停止的 atan2

以上内容将确保我们在放下指针/手指时始终以 0 度 Angular 开始。

最后,我们只需将旧 Angular 添加到新 Angular ,从我们之前停止的地方开始。

下面是最终代码。

PS:作为奖励效果,我在表盘上添加了惯性,因此它会继续以较低的速度旋转直到停止,当我们放开它时:

const {
listen,
styler,
pointer,
value,
transform,
spring,
inertia,
calc
} = window.popmotion;
const {
pipe
} = transform;

const dial = document.querySelector(".dial");
const dialStyler = styler(dial);
const dialRotate = value(0, dialStyler.set('rotate'));

// Get origin of dial graphic
const dialRect = dial.getBoundingClientRect();
const dialY = dialRect.top + window.scrollY + (dialRect.height / 2);
const dialX = dialRect.left + window.scrollX + (dialRect.width / 2);

// Angle between origo and pointer
const pointA = {
x: dialX,
y: dialY
};
let startSet = false;
let startPoint = {
x: 0,
y: 0
};
let combinedAngle = 0;
let prevAngle = 0;

const pointerAngle = o => pointer(o).pipe(v => {
// Capture exact coordinate click/touch event happens
// Used to calculate angle from that point and to where pointer is dragged
// Also, capture last rotate position, to add to new angle
// Ensures angle starts from where it previously stopped (not from 0 degrees)
if (!startSet) {
startPoint = {
x: v.x,
y: v.y
};
prevAngle = dialRotate.get();
startSet = true;
}

const startAngle = calc.angle(pointA, startPoint) + 90;
const pointB = {
x: v.x,
y: v.y
};
const mainAngle = calc.angle(pointA, pointB) + 90;
const newAngle = mainAngle - startAngle;

combinedAngle = newAngle + prevAngle;
return combinedAngle;
});

listen(dial, "mousedown touchstart").start(e => {
e.preventDefault();
pointerAngle().start(dialRotate);
});

listen(document, "mouseup touchend").start(() => {
startSet = false;
const angle = dialRotate.get();
inertia({
velocity: dialRotate.getVelocity(),
power: 0.8,
from: angle,
}).start(dialRotate);
});
img {
width: 200px;
}
<script src="https://unpkg.com/popmotion/dist/popmotion.global.min.js"></script>
<img class="dial" src="https://greensock.com/wp-content/uploads/custom/draggable/img/knob.png">

关于javascript - Spinable turn dial : Calculate angle between two vectors, 每次移动引用线,我们在Stack Overflow上找到一个类似的问题: https://stackoverflow.com/questions/54874967/

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