vertical-align 的理解

1.vertical-align 属性和值列表

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" alt="" />

2.兼容性

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" alt="" />

3.vertical-align 的使用条件

• 作用于inline-block水平的元素（注意：当两个inline-block元素是同级元素时吗，两元素才能实现垂直居中，如例2）
• 例如图片，按钮，单复选框，单行/多行文本框等HTML控件
• 实际作用中讲父元素设置为  display: table-call （注意：此属性可以时父元素下的子元素垂直居中,如例1）
• inline-block元素会根据文档流上一个元素的 vertical-align属性来设置自身基于上一个元素基线的位子（此处的上一个元素，不是同级上一个元素，是文档加载的上一个元素，具体看例3）

4.例子

---设置父元素 display:table-cell 实现垂直居中

 <!DOCTYPE html>
 <html>
     <head>
         <meta charset="utf-8" />
         <title>vertical-align实现垂直居中例子</title>
     </head>
     <body>
         <div style="width: 400px;height: 400px;border: 1px solid #000000;display: table-cell;vertical-align: middle;">
             <div style="width: 100px;height: 100px;border: 1px solid #000000;"></div>
         </div>
     </body>
 </html>

---使用父元素::before 实现垂直居中

 <!DOCTYPE html>
 <html>
     <head>
         <meta charset="utf-8" />
         <title>vertical-align使用父元素::before 实现垂直居中例子</title>

         <style>
             .test{
                 width: 400px;height: 400px;
                 border: 1px solid #000000;
             }
             .test::before{
                 content: '';
                 display: inline-block;
                 height: 100%;
                 vertical-align: middle;
             }
             .test2{
                 border: 1px solid #000000;
                 vertical-align: middle;
                 width: 100px;
                 height: 100px;
                 display: inline-block;
             }
         </style>
     </head>

     <body>
         <div class="test" >
             <div class="test2"></div>
         </div>
     </body>
 </html>

---inline-block元素水平排列

<!DOCTYPE html>
<html>
    <head>
        <meta charset="utf-8" />
        <title>vertical-align使用父元素::before 实现垂直居中例子</title>

        <style>
            .test{
                width: 400px;height: 400px;
                border: 1px solid #000000;
                display: inline-block;
            }
            .test::before{
                content: '';
                display: inline-block;
                height: 100%;
                vertical-align: middle;
            }
            .test2{
                border: 1px solid #000000;
                vertical-align: middle;
                width: 100px;
                height: 100px;
                display: inline-block;
            }

            .test5{
                border:1px solid red;
                width: 100px;
                height: 100px;
                display: inline-block;
            }

            .test3{
                width: 400px;
                height: 400px;
                border: 1px solid #000000;

                display: inline-block;
                vertical-align: middle;
            }

            .test4{
                border: 1px solid #000000;
                vertical-align: middle;
                width: 100px;
                height: 100px;
                display: inline-block;
            }
        </style>
    </head>

    <body>

        <!--
            描述：inline-block 相互影响
        -->
        <div class="test" >
            <div class="test2"></div>
        </div>
        <div class="test5"></div>

        <!--
            描述：inline-block 水平排列
        -->
        <div class="test3">

        </div>
        <div class="test4">

        </div>
    </body>
</html>