申明:IE7无法测试,所以下面说的IE6指IE6和IE7

1,遇到的问题

Normal
0

7.8 磅
0
2

false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

今天在查看w3c网站时,发现w3c推荐的导航方法,给li 添加 display:inline-bock; 达到li 平衡排列当是意想不到的发生了,每个li之间出现了间隙。于是开始下面的不断的测试。重要代码如下:

<style type="text/css">
body,div,h1,ul,li{margin:0; padding:0;}
ul,li{list-style:none;}
.nav a{background: red;color:#fff;padding: 5px 10px;}
.nav ul li{display:inline;}
</style>
<div class="nav">
<ul>
<li><a href="#">首页</a></li>
<li><a href="#">服装城</a></li>
<li><a href="#">食品</a></li>
<li><a href="#">团购</a></li>
<li><a href="#">夺宝岛</a></li>
<li><a href="#">闪购</a></li>
<li><a href="#">金融</a></li>
</ul>
</div>

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" alt="" />

总结:IE8及以上IE浏览器、火狐浏览器出现4px间隙,谷歌和IE6浏览器出现8px间隙

2,inline元素 inline-block 测试

<style type="text/css">
body,div,h1,ul,li{margin:0; padding:0;}
ul,li{list-style:none;}
.nav a{background: red;color:#fff;padding: 5px 10px;}
.nav ul li{display:inline;}
a{display: inline-block;width:150px;background: red;}
</style>
<a href="#" class="a1">inline元素1</a>
<a href="#" class="a2">inline元素2</a>

v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}

Normal
0
false

7.8 磅
0
2

false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

结果:除谷歌8px间隙外,其他都是如下效果

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

3,block元素 inline-block 测试

<style type="text/css">
body,div,h1,ul,li{margin:0; padding:0;}
ul,li{list-style:none;}
.nav a{background: red;color:#fff;padding: 5px 10px;}
.nav ul li{display:inline;}
a{display: inline-block;width:150px;background: red;}
div{display: inline-block;width:150px;background: red;}
</style>
<div class="div1">block元素1</div>
<div class="div2">block元素2</div>

Normal
0

7.8 磅
0
2

false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

以上测试浏览器大都显示如下

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

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

总结:IE6下面 inline-block 表现和 现代浏览器 表现不一样,也就是我们常说的兼容性

4,inline-block在IE6和现代浏览器兼容性

Normal
0

7.8 磅
0
2

false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

为什么会出现这种情况呢?经过查找发现一个 haslayout 的东西,他是在IE8以前存在的。下面是hasLayout 的一些知识,haslayout 是IE在渲染过程中执行,元素的属性,它的值为true 和 false,跟许多的IE兼容性有关,不过在IE8之后就取消了这个属性,鉴于现在很少考虑IE6,7,所以这个东西我也没有再去深究,先解决目前问题。

Normal
0

7.8 磅
0
2

false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

也就是说,是IE独有的haslayout属性影响了 inline-block的表现,

Normal
0

7.8 磅
0
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false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

解决办法:设置 zoom:1; 触发 haslayout 属性,但是还不行,最终解决办法如下:

先设置为 inline样式,在触发 haslayout属性

div{display: inline-block;width:150px;background: red;*display:inline; *zoom:1;/*带*的是IE6、IE7显示的*/}

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" alt="" /> 完美解决且无间隙

5,inline-block出现的原因

Normal
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7.8 磅
0
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false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

block元素下的inline-block样式间隙解决了,inline-block之间的间隙该怎么去除呢?

Normal
0

7.8 磅
0
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false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

测试发现,inline元素,之间本身就存在间隙,是不是这个间隙引起的呢?

Normal
0

7.8 磅
0
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false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

最终原因:inline元素中间的空白符引起的,解决办法:就是去掉空白符

第一种方法:除谷歌外的其他浏览器间隙是4px,使用margin:-4px; 唯独谷歌是 双倍的8px,需要给谷歌单独设置 margin:-8px;

@media screen and (-webkit-min-device-pixel-ratio:0) { div { margin-right: -8px; } }/*谷歌 HACK 方法*/

Normal
0

7.8 磅
0
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false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

第二种方法:删除代码间的空白,例如下面两个a标签紧挨着

<a href="#" class="a1">inline元素1</a><a href="#" class="a2">inline元素2</a>

可能有多种方法,我写了个人认为两种最可靠的

W3C推荐 导航方法(兼容IE6等)

<style type="text/css">
body,div,h1,ul,li{margin:0; padding:0;}
ul,li{list-style:none;}
a{text-decoration: none;}
.nav a{background: red;color:#fff;padding: 10px 20px;margin-right: -4px;line-height: 40px;*margin-right: -8px;/* ie 下面也是 -8px*/}
@media screen and (-webkit-min-device-pixel-ratio:0) { .nav a { margin-right: -8px; } }/*谷歌 HACK 方法*/
.nav ul li{display:inline;}
.nav a:hover{text-decoration: underline;}
</style> <div class="nav">
<ul>
<li><a href="#">首页</a></li>
<li><a href="#">服装城</a></li>
<li><a href="#">食品</a></li>
<li><a href="#">团购</a></li>
<li><a href="#">夺宝岛</a></li>
<li><a href="#">闪购</a></li>
<li><a href="#">金融</a></li>
</ul>
</div>

 不使用hack方法的话,每个li紧挨着即可,不要留空格等间隙

后续的:

因为在使用中,经常会给导航一个1000px宽度,居中,这个时候就会出现一个padding 和 高度 不相同,一个兼容性,于是用了另一个方法

<style type="text/css">
body,div,ul,li{margin: 0; padding: 0; }
ul,li{list-style: none;}
a{text-decoration: none;}
h1{width: 1000px; margin:0 auto;}
.nav{width: 1000px; margin:0 auto; }
.nav a{display: inline-block; height:40px; padding: 0 25px; background: red;line-height: 40px;background: red;}
.nav li{display: inline;}
.nav a:hover{background: green;color:#fff;}
</style>
</head>
<body>
<!-- ul 设定宽度后,与a标签的高度会有一个 4px或8px的间隙,造成兼容性-->
<h1>导航一</h1>
<ul class="nav">
<li><a href="#">首页</a></li><li><a href="#">服装城</a></li><li><a href="#">食品</a></li><li><a href="#">团购</a></li><li><a href="#">夺宝岛</a></li><li><a href="#">闪购</a></li><li><a href="#">金融</a></li>
</ul>

Normal
0

7.8 磅
0
2

false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

参考文章:

什么是IE的haslayout

inline-block 前世今生

去除inline-block元素间间距的N种方法

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