标题为SVG基础,但是过于基础的东西就不再熬述啦,可以参考几个学习网址:

SVG参考手册:http://www.runoob.com/svg/svg-reference.html

MDN SVG:https://developer.mozilla.org/zh-CN/docs/Web/SVG

svg的n种用法:
            1、直接在浏览器打开svg格式的文件
           
            2、iframe引用:<iframe src="first.svg" width="200px" height="200px"></iframe>
           
            3、img引用:<img src="first.svg" width="200px" height="200px" />
           
            4、元素背景引用:<div style="width: 200px; height: 200px; background-image: url(first.svg);"></div>
           
            5、embed引用:<embed src="first.svg" width="200px" height="200px" />

   参考文献:https://msdn.microsoft.com/zh-cn/library/gg589526(v=vs.85).aspx

先从a元素的xlink:show开始吧:

    <a xlink:href="http://www.baidu.com/" xlink:show="replace">
<rect x=10 y=80 width="60" height="40"></rect>
</a>
<!--
xlink:show="new | replace",等同于a属性的target(测试是这样);顾名思义 new 就是新标签页打开,replace就是当前窗口
-->

2、<switch>元素:根据用户的系统(不知道是浏览器还是桌面系统)语言显示要展示的元素或内容,应该基本不会用到吧。

    <switch>
<g systemLanguage="zh">
<text x="10" y="50">中文内容</text>
</g>
<g systemLanguage="en">
<text x="10" y="50">English text</text>
</g>
</switch>
<!--
然后我的在中文语言,所以显示【中文内容】,而【English text】则不会显示
-->

3、marker:在元素上绘制箭头或者多点标记图形。

    <svg width="100%" height="1000px">
<defs>
<marker id="m-circle" markerWidth="8" markerHeight="8" refx="4" refy="4">
<circle cx="4" cy="4" r="4" fill="red"></circle>
</marker>
</defs>
<!--
          markerWidth,markerHeight: 标记的实际宽高
          refx,refy:标记相对于引用元素(即下面的path)要偏移的值,
             标记的 最左上角的点 对应引用元素 开始/结束 的点
                     正数则相对于元素向左/上偏移,负数则向右/下        在这里创建了一个半径为4的圆点标记,并填充了红色,因为标记宽度为8,所以refx/y="4",让标记在点在中心
      --> <path d="M50 300,100 240,150 250,200 190,250 200,300 140" fill="none" stroke="#000"
marker-start="url(#m-circle)">
     </path>
     <!--
       通过 marker-start 把标记显示在图形 开始 位置            marker-start="url(#m-circle)"    起始节点
           marker-mid="url(#m-mid)"     中间的全部节点
           marker-end="url(#m-arrow)"     尾部节点
     -->
</svg>

然后效果如下:

aaarticlea/png;base64,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" alt="" />

然后我们来做一个陡势线图:

    <svg width="100%" height="1000px">
<defs>
<marker id="m-circle" markerWidth="8" markerHeight="8" refx="4" refy="4">
<circle cx="4" cy="4" r="4" fill="red"></circle>
</marker>
<marker id="m-arrow" markerWidth="14" markerHeight="14" refx="0" refy="7">
<path d="M0 0 14 7 0 14" fill="red"></path>
</marker>
</defs> <path d="M50 300,100 240,150 250,200 190,250 200,300 140" fill="none" stroke="#000"
marker-start="url(#m-circle)"
marker-end="url(#m-arrow)">
</path>
</svg>

aaarticlea/png;base64,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" alt="" />

效果并不是我们想要的那样,箭头歪了是吧,所以我们需要orient这个属性来将箭头调整齐。

    <marker id="m-arrow" markerWidth="14" markerHeight="14" refx="0" refy="7" orient="auto">
<path d="M0 0 14 7 0 14" fill="red"></path>
</marker>
  <!--
      orient:"auto", 自动与引用元素最后两个点的方向保持一致。
           "30", 如果填入角度值,则表示与引用元素引用点的水平方向顺时针保持30度的角度。
  -->

然后我们想要的效果就出来啦:

aaarticlea/png;base64,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" alt="" />

   <!--
  再来marker最后一个属性:
        markerUnits: "userSpaceOnUse", 标记不随stroke-Width的变化而变化
                     默认"strokeWidth", 标记随着轮廓的大小而变化
    -->   <svg width="100%" height="1000px">
<defs>
<marker id="m-start-s" markerWidth="8" markerHeight="8" refx="4" refy="4">
<circle cx="4" cy="4" r="4" fill="red"></circle>
</marker>
<marker id="m-arrow-s" markerWidth="14" markerHeight="14" refx="0" refy="7" orient="auto">
<path d="M0 0 14 7 0 14" fill="red"></path>
</marker> <marker id="m-start-u" markerWidth="8" markerHeight="8" refx="4" refy="4" markerUnits="userSpaceOnUse">
<circle cx="4" cy="4" r="4" fill="red"></circle>
</marker>
<marker id="m-arrow-u" markerWidth="14" markerHeight="14" refx="0" refy="7" orient="auto" markerUnits="userSpaceOnUse">
<path d="M0 0 14 7 0 14" fill="red"></path>
</marker>
</defs> <path d="M100 300 200 260" fill="none" stroke="black" stroke-width="4"
marker-start="url(#m-start-s)"
marker-end="url(#m-arrow-s)">
</path>
<path d="M180 300 280 260" fill="none" stroke="black" stroke-width="4"
marker-start="url(#m-start-u)"
marker-end="url(#m-arrow-u)">
</path>
</svg>

效果如下:

aaarticlea/png;base64,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" alt="" />

4、symbol:定义一个引用,然后用use引用。

    <svg width="100%" height="1000px">
<symbol id="sym">
<circle cx=40 cy=40 r=40></circle>
</symbol>
<use xlink:href="#sym" x=20 y=500></use>
<use xlink:href="#sym" x=200 y=500 width="40" height="40"></use>
</svg>

效果图及解释:

aaarticlea/png;base64,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" alt="" />

use设置形状大小后,可以通过给symbol设置viewbox来自适应use的变化,以达到不同宽高度下的形状保持一致。如下:

aaarticlea/png;base64,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" alt="" />

5、元素的fill-rule属性:"nonzero | evenodd | inherit"。【填充满整个图形 | 填充交错部分 | 继承父级】
  大概理解:假设一个元素有交错的n个图形,
       如果里层的图形和外层的图形是相反方向的绘制方式,那么fill-rule不管是哪个都只填充交错部分;
       如果里层的图形和外层的图形是相同方向的绘制方式,那么fill-rule="evenodd"才只填充交错部分。

举个例子:

    <svg width="100%" height="1000px">
<path d="M50 0 100 50 50 100 0 50zM50 25 75 50 50 75 25 50z" transform="translate(10,100)" stroke=red stroke-width=2 fill=black></path> <path d="M50 0 100 50 50 100 0 50zM50 25 25 50 50 75 75 50z" transform="translate(120,100)" stroke=red stroke-width=2 fill=black></path> <path d="M50 0 100 50 50 100 0 50zM50 25 75 50 50 75 25 50z" transform="translate(230,100)" stroke=red stroke-width=2 fill=black
fill-rule=evenodd>
</path>
</svg>

我们可以看到下面这样的效果:

aaarticlea/png;base64,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" alt="" />

第一个图形的d属性第二个M-z的值和第二图形的d属性第二个M-z的值是相反方向的,所以第二个图形填充了交错部分,如果要让第一个图形也只填充交错部分,那么就是第三个图形,设置fill-rule属性为evenodd。再借用两张图,或许能便于理解(不便就忽略O(∩_∩)O哈哈~)。

aaarticlea/png;base64,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" alt="" />

6、pattern:图案填充。先举个简单的栗子:

    <defs>
<pattern id="pattern-grid" width=0.5 height=0.5  x=0 y=0>
<path d="M0 0 10 0 10 10 0 10"></path>
</pattern>
<!--
      pattern:
width/height: pattern的宽高,决定了平铺时每个填充图案(即每个pattern)所占填充图形(即rect)的宽度和高度,按百分比计算,0.5 即 50%
x/y: 相对偏移量,默认从(0,0)开始平铺
-->
</defs>
<rect x=600.5 y=200.5 width=100 height=100 fill=url(#pattern-grid) stroke="rgba(0, 128, 0, .3)"></rect>
    <!-- rect 填充以图案 pattern-grid -->

效果及解释如下图:

上面讲的都是pattern在其属性patternUnits为默认时(objectBoundingBox)的使用规则,当patternUnits值为【userSpaceOnUse:按照pattern里元素形状的绝对大小进行填充】时,修改一下上面的栗子:

    <pattern id="pattern-grid" width=11 height=50 x=0 y=0 patternUnits="userSpaceOnUse">
<path d="M0 0 10 0 10 10 0 10"></path>
</pattern>

效果图:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAAB2CAIAAACSxfBGAAABdklEQVR4nO3cMWqEUABFUZf5V2P3V2PnatyNKYZMJZNgcglkzuUXFk+QUwq6nIpb/voB/n+I8xDnIc5DnIc4D3Ee4rxr4rnNsY7H2Y/9eX153nwwt3mHeKxj+ew8z+Vlbz4Y60DcDhDnA8T5AHE+QJwPEOcDxPkAcT64Sbwf++vb9OxLK8Q/DXEe4jzEeYjzEOchzkOchzgPcR7iPMR5iPMQ5yHOQ5yHOA9xHuI8xHmI8xDnIc5DnIc4D3Ee4jzEeYjzEOchzkOchzgPcR7iPMR5iPMQ5yHOu0ns08bvD3w9mg8Q5wPE+QBxPkCcDxDnA8T5AHE+QJwP/FUlzzuKPMR5iPMQ5yHOQ5yHOA9xHuI8xHmI8xDnIc5DnIc4D3Ee4jzEeYjzEOchzkOchzgPcR7iPMR5iPMQ5yHOQ5yHOA9xHuI8xHmI8xDnIc5DnIc47ybx3OZYx+Psx/68vjxvPpjbvEOsXwxxHuI8xHmI8xDnIc5DnPcBQdiFe4PlDAcAAAAASUVORK5CYII=" alt="" />

我们设置了宽度为11,高度为50。

因为盒子(rect)宽度和高度都为100,所以,看到竖直方向,在一半是位置进行了填充,其实就是距离50就填充一次,而宽度相应则距离11就填充一次。

因为pattern内部的形状宽高都为10,所以会看到水平方向每个填充图案有1的空隙。如果设置pattern的宽度为10,就刚刚好整整齐齐的填充了。

相比而言,当patternUnits值为userSpaceOnUse时,更好计算吧,不像百分比那样还要计算比值。

    <!--
     然后对pattern总结一下:
        pattern:
            x/y: 相对偏移量,默认从(0,0)开始平铺
            width/height: pattern的宽高,决定了平铺时每个填充图案所占背景的宽度和高度,相对于引用它的元素的百分比(当patternUnits为默认时)或绝对大小(当patternUnits为userSpaceOnUse时)
            patternTransform: 允许整个表达式进行转换
            
            patternUnits:
                userSpaceOnUse(按照pattern里元素形状的绝对大小进行填充)
                objectBoundingBox(默认,按比例填充)
                
            patternContentUnits="userSpaceOnUse(默认) 或 objectBoundingBox"
                当图形的尺寸发生变化时,pattern也会自动缩放,适应图形的变化,但是pattern内部的图形不会改变尺寸。所以它们之间有比较大的空白。通过改变patternContentUnits属性,我们可以让所有元素使用同样的单位。
                当使用objectBoundingBox时,需要注意pattern里面的元素的width/height,都要用成与引用元素的百分比,所以说很多特殊(path路径)形状很难实现?
                
        patternTransform和patternContentUnits就不说了,动手玩玩控制变量法对比一下就可以出结果了哈。
        MDN链接:https://developer.mozilla.org/zh-TW/docs/Web/SVG/Tutorial/%E5%9B%BE%E6%A1%88
    -->

然后发一张实验pattern的图片,轻点吐槽。

aaarticlea/png;base64,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" alt="" />

最后相关或学习的网址:

慕课网视频:http://www.imooc.com/view/143

html5code.nl:http://www.html5code.nl/svg-tutorials/svg/

jenkov.com:http://tutorials.jenkov.com/svg/mask.html

SVGBasics:http://www.svgbasics.com/filters3.html

最新文章

  1. Log4Net生成出现未引用错误解决方法
  2. USACO . Greedy Gift Givers
  3. flex 布局笔记
  4. Lua手动编译姿势
  5. atom 调用g++编译cpp文件
  6. 系统配置文件的加载设置-以xml文件为例
  7. 【Leafletjs】7.结合echart图表展示信息
  8. Linux下检测IP地址冲突及解决方法
  9. 利用Hessian如何实现Webservice
  10. MVC神韵---你想在哪解脱!(十八)
  11. MySQL数据库中的触发器
  12. 教你50招提升ASP.NET性能(七):总是在服务器端执行验证
  13. Swift 一些环境配置
  14. C++继承:公有,私有,保护
  15. js生成随机数的方法小结
  16. JavaScript高级程序设计第20章JSON 笔记 (学习笔记)
  17. android 视图设置多个setTag数据
  18. C#杂记-隐式类型的局部变量
  19. Linux学习历程——Centos 7 uptime 、free命令
  20. JavaWeb学习日记----XML基础

热门文章

  1. Java中创建对象的5种方法
  2. Spring IOC MVC DI简单实现
  3. go语言-最大32位数反转
  4. jenkins之插件下载方法
  5. BUG 的生命周期
  6. 略学扩展Eculid算法
  7. .netCore+Vue 搭建的简捷开发框架 (4)--NetCore 基础
  8. (java实现)单链表
  9. 命名对象继承1-验证Create*命名对象安全属性的传递
  10. docker容器添加对外映射端口