SVG总结小知识

SVG：可缩放矢量图形。全称是：Scalable Vector Graphics

SVG使用 XML 格式定义图像。

SVG是使用 XML 来描述（二维图形和绘图）程序的语言。

SVG是W3C的推荐标准

SVG于2003年1月14日成为W3C推荐标准。

这是SVG单独文件：

<?xml version="1.0" standalone="no" ?>

<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">

<svg xmlns="http://www.w3.org/2000/svg" version="1.1">

<circle cx="100" cy="50" r="40" stroke="black" stroke-width="2" fill="red" />
</svg>

这是SVG在HTML中：

SVG文件可以通过以下标签嵌入 HTML 文档：<embed>、<object> 和 <iframe>。

SVG的代码可以直接嵌入到HTML页面中，或你可以直接链接到SVG文件中。

使用<embed>标签：

优势：所有主流浏览器都支持，并允许使用脚本。

缺点：不推荐在HTML4和 XHTML中使用。

SVG有一些预定义的形状元素，可被开发者使用操作。

矩形<rect>

圆形<circle>

椭圆<ellipse>

线<line>

折线<polyline>

多边形<polygon>

路径<path>

 <!doctype html>

 <html lang="en">

 <head>

     <meta charset="UTF-8">

     <title>Document</title>

     <link rel="stylesheet" href="css/main.css">

 </head>

 <body>

 <svg xmlns="http://www.w3.org/2000/svg" version="1.0">

     <rect width="300" height="100" style="fill:rgb(0,0,255);stroke-width:1;stroke:rgb(255,0,0);"></rect>

 </svg>

 <p>代码解析</p>

 <ul>

     <li>rect元素的width和height属性可定义矩形的高度和宽度</li>

     <li>style属性用来定义css属性</li>

     <li>css的fill属性定义矩形的填充颜色</li>

     <li>css的stroke-width属性定义矩形边框的宽度</li>

     <li>css的stroke属性定义矩形边框的颜色</li>

 </ul>

 <svg xmlns="http://www.w3.org/2000/svg" version="1.1">

     <rect x="50" y="20" width="100" height="100" style="fill:blue;stroke:pink;stroke-width:5;fill-opacity:0.1;stroke-opacity:0.9"></rect>

 </svg>

 <p>代码解析</p>

 <ul>

     <li>x属性定义矩形的左侧位置</li>

     <li>y属性定义矩形的顶端位置</li>

     <li>CSS的fill-opacity属性定义填充颜色的透明度</li>

     <li>CSS的stroke-opacity属性定义笔触颜色的透明度</li>

 </ul>

 <svg xmlns="http://www.w3.org/2000/svg" version="1.1">

     <rect x="50" y="20" width="100" height="100" style="fill:blue;stroke:pink;stroke-width:5;fill-opacity:0.5;opacity:0.5"></rect>

 </svg>

 <p>代码解析</p>

 <ul>

     <li>CSS的opacity属性用于定义了元素的透明值</li>

 </ul>

 <svg xmlns="http://www.w3.org/2000/svg" version="1.1">

     <rect x="50" y="20" rx="20" ry="20" width="100" height="100" style="fill:red;stroke:black;stroke-width:5;opacity:0.5"></rect>

 </svg>

 <p>代码解析</p>

 <ul>

     <li>rx 和 ry 属性可使矩形产生圆角</li>

 </ul>

 </body>

 </html>

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" alt="" />

这个是画个圆，感觉挺简单的。

 <!DOCTYPE html>

 <html lang="en">

 <head>

     <meta charset="UTF-8">

     <title>Title</title>

 </head>

 <body>

 <svg xmlns="http://www.w3.org/2000/svg" version="1.1">

     <circle cx="100" cy="50" r="40" stroke="black" stroke-width="2" fill="red"></circle>

 </svg>

 <p>cx和cy属性定义圆点的x和y坐标。如果省略cx和cy,圆的中心会被设置为(0,0).r属性定义圆的半径。</p>

 </body>

 </html>

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