废话不多说，龙年腾云特效送给大家

预览

在线预览 龙年腾云
image

源码

龙是使用的 svg，你也可以替换成其他样式的龙，而云是图片转化成的 base64 编码，所以整个文件就是一个 html。

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<!DOCTYPE html>
<html lang="en">
  <head>
    <meta charset="UTF-8" />
    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
    <title>龙年腾云</title>
    <style>
      .wrapper {
        margin: 100px auto;
        width: 200px;
        height: 200px;
        position: relative;
      }
      .dragon {
        position: absolute;
        z-index: 3;
        width: 100%;
        height: 100%;
        top: 0;
        left: 0;
      }
      .dragon > svg {
        transform: rotateZ(55deg) scale(1.5) translate(0px, -40px);
      }
      #cloudContent {
        position: absolute;
        left: -30%;
        width: 200%;
        height: 100%;
        overflow: hidden;
      }
      .cloud {
        position: absolute;
        top: 0;
        right: 0;
        height: 20px;
        opacity: 0;
        animation: 6s linear 0s infinite cloud-left;
      }
      .cloud > img {
        height: 100%;
      }
      .cloud:nth-child(1) {
        top: 0;
        height: 20px;
        z-index: 2;
        animation-duration: 6s;
        animation-delay: 0s;
      }
      .cloud:nth-child(2) {
        top: 15%;
        height: 42px;
        z-index: 4;
        animation-duration: 5s;
        animation-delay: 1s;
      }
      .cloud:nth-child(3) {
        top: 35%;
        height: 24px;
        z-index: 2;
        animation-duration: 5s;
        animation-delay: 5s;
      }
      .cloud:nth-child(4) {
        top: 50%;
        height: 36px;
        z-index: 4;
        animation-duration: 8s;
        animation-delay: 4s;
      }
      .cloud:nth-child(5) {
        top: 70%;
        height: 26px;
        z-index: 2;
        animation-duration: 7s;
        animation-delay: 3s;
      }
      .cloud:nth-child(6) {
        top: 85%;
        height: 32px;
        z-index: 4;
        animation-duration: 6s;
        animation-delay: 2s;
      }
      @keyframes cloud-left {
        0% {
          transform: translateX(0);
          opacity: 0;
        }
        10% {
          opacity: 1;
        }
        80% {
          opacity: 1;
        }
        90% {
          opacity: 0.2;
        }
        100% {
          transform: translateX(-400px);
          opacity: 0;
        }
      }
    </style>
  </head>

  <body>
    <div class="wrapper">
      <div class="dragon">
        <svg viewBox="0 0 1024 1024" width="100%" height="100%" version="1.1" xmlns="http://www.w3.org/2000/svg">
          <defs>
            <radialGradient id="RadialGradient" cx="0.45" cy="0.25" r="0.75">
              <stop offset="0%" stop-color="#fd091b"></stop>
              <stop offset="100%" stop-color="#ffa731"></stop>
            </radialGradient>
          </defs>
          <path
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"></div>'
      for (let i = 0; i < 6; i++) {
        imgs += img
      }
      document.querySelector('#cloudContent').innerHTML = imgs
    }
  </script>
</html>

说明

svg

1. svg 里的 <defs><radialGradient> 这两个标签是用来控制 svg 图形的渐变色：

  • defs 是定义容器，其标签里的内容并不会展示在 svg 中；
  • radialGradient 用来定义径向渐变，以对图形元素进行填充或描边。横向渐变是 linearGradient 标签。
  • radialGradient 需要定义 id，以方便 svg 图形来引用此定义。

2. cx="0.45" cy="0.25" r="0.75" 指的是径向渐变的起始位置和半径，数值是百分比的形式：

  • cx 是 x 轴方向，cy 是 y 轴方向，r是半径；
  • 如果你的起始点不在正中心，那么半径肯定要大于 0.5，才能让你的整个渐变都覆盖到图形上。举个例子，如果 cx="0.2" cy="0.5"，那半径等于 1-0.2 也就是 0.8，则刚好你的渐变覆盖整个图形，当然大于 0.8 也可，但是你的渐变色将不是 100%的表达出来。

3. <stop offset="0%" stop-color="#fd091b"> 用来定义渐变的颜色：

  • offset 位置偏离量， stop-color 当前位置的颜色
  • 设置多个 stop 标签，来表达渐变过程，如果只有一个那就不是渐变了，是单色。

4. 定义好以上 内容后，需要在 path 里引用此定义：

  • path 里 d="xxx" 的内容，是整个图形的绘制内容；
  • fill="url(#RadialGradient)"，fill 指填充颜色，RadialGradient 是此前我们说的 radialGradient 标签的 id；
  • stroke 是描边颜色；
  • stroke-width 是描边的宽度。

云朵动画

由于 base64 编码太长，所以直接在 js 遍历生成了，如果你用图片或者不介意长度，可以将 n 朵云朵直接复制在 hrml，放在元素 div#cloudContent 里，完全不用 js 了。

  • 每个云朵的动画名称都是一样的，左右往左移动。
  • 不同的是云朵距离顶部的位置 top，以及它的层级 z-index，如果 z-index 值比图形龙所在元素的层级大，那云朵就漂浮在图形龙的上面，反之在图形龙的下面；
  • 还有就是动画延迟开始时间 animation-delay 和 执行整个动画需要的时间 animation-duration，这些数值也都可以调整;
  • 为了避免云朵消失和出现的太过突兀，所以在动画 @keyframes cloud-left 里设置了透明度，达到了渐隐渐现的效果。

广告时间

如果你的博客是采用 hexo+hexo-theme-butterfly 的框架和主题（其他主题也可尝试，但可能要自己处理下兼容性的问题），不妨尝试下个人开发的首页导航插件 hexo-butterfly-recommend，最新版本 1.1.0 已集成此特效。

在线效果预览 weizwz的博客

截图展示：

image

image

当然，最后祝大家龙年快乐！