bigonion 发表于 2022-12-26 17:44:21

基于Promise的delay函数的疑问

# 关于Promise封装的delay函数的小问题求助

以下是能够实现的代码

```js
const sleep = (time) => {
      return new Promise(resolve => setTimeout(resolve, time))
    }
```

```js
console.log("开始等待")
sleep(2000).then(()=>{console.log("延时结束啦")})
```

* 两句话前后间隔两秒输出

这里有个问题,如果我resolve里面传参的话这个延时函数就不会生效

```js
const sleep = (time) => {
      return new Promise(resolve => setTimeout(resolve("delay"), time))
    }
```

```js
console.log("开始等待")
sleep(2000).then(()=>{console.log("延时结束啦")})
```

* 两句话同时输出

可以看到他们返回的分别是pending和fulfilled状态:
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)
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)
有点不太理解,为什么setTimeout执行的是resolve函数就能够成功延时,执行的是带参数的resolve就没法延时呢?

bigonion 发表于 2022-12-26 17:46:11

还有一个问题@管理员
为什么没办法显示base64的图片呢,预览图 "所见即所得" 里面明明就能看到

李恒道 发表于 2022-12-26 17:55:42

return new Promise(resolve => setTimeout(resolve("delay"), time))

(resolve => setTimeout(resolve("delay"), time)
相当于
直接执行了resolve("delay"),然后把返回值undeinfed传给了setTimeout

李恒道 发表于 2022-12-26 17:56:07

bigonion 发表于 2022-12-26 17:46
还有一个问题@管理员
为什么没办法显示base64的图片呢,预览图 "所见即所得" 里面明明就能看到 ...

论坛mk的bug比较多
呜呜呜

bigonion 发表于 2022-12-26 18:19:24

李恒道 发表于 2022-12-26 17:55
return new Promise(resolve => setTimeout(resolve("delay"), time))

(resolve => setTimeout(resolve( ...

我好像懂了,这里给setTimeout传入的应该是一个函数名,像这样写也可以的:
const sleep = (time) => {
      return new Promise(resolve => setTimeout(()=>{resolve("delaying")}, time))
    }
页: [1]
查看完整版本: 基于Promise的delay函数的疑问