总是忘记给ie做特殊样式处理,以前打游击,不做也就算了,以后可不行,得对自己的“孩子”负责。。

一、先说IE老大的兼容

知道了一些常用的css属性兼容方法确实可以解决问题,

但我不知道我自己的ieTester是不是假的,很多网上说的ie8能识别、ie6,7不能识别的符号,我的ieTester6,7还是能识别。针对ie的兼容还有后缀\9\0写道一起的方法,说是只针对ie9,其实ie8也可以、怀疑自己用的是假的ie9。

总结了一些,常见的IE hack写法,对比正常写法,列表及实际功能如下

  1.       background: red;            ~非ie
  2. background: blue\9;         ~ie所有
  3. background: black\0;        ~ie8及以上
  4.       background: blue\9\0;     ~ie8及以上
  5. background: yelow\9\0;    ~没用  
  6.          background: blue\0/;        ~ie8 独有
  7. +background: grey;         ~没用
  8. *background: deeppink;   ~ie7及以下
  9.              _background: green;        ~ie6及以下

总的来说就是,顺序就是:

  1. background: red;
  2.  background: blue\9;
  3. background: goldenrod\0/;
  4. *background: deeppink;
  5.  _background: green;

代码测试如下:

 <!DOCTYPE html>
<html>
<head>
<meta charset="UTF-8">
<title>IEHackTest</title>
<meta name="author" content="郭菊锋702004176@qq.com"/>
<style type="text/css">
div{
width: 300px;
height: 300px;
background: red; background: blue\9; background: goldenrod\0/; *background: deeppink; _background: green;
}
</style>
</head>
<body>
<div></div>
</body>
</html>

IEhackTest

至于,有了\9,也就没必要有\0了。因为二者只差ie6,7不同,而ie6,7又可以单独设置,所以这里就看自己想要什么了。

\9是针对全部,如果不用单独写ie6,7,当然更好。

二、ie6下absolute定位BUG,top,left等方位没用的解决方法:

(1):给父元素(有relative的父元素)添加*zoom:1;触发layout层解决问题。所以,遇到relative的设置,必加一句*zoom:1;

(2):给父元素(同上)设置width,不必要精确像素,可以是99%。【试了没用】

另外,写了absolute,就一定要有top和left值,哪怕他们是0也要写,因为不同浏览器的处理方式是不同的,如果你不设置出来,他们默认的就会千奇百怪,位置也会四零八落。

三、ie6下transparent没用的原因:解决方法:

(1):在可以的地方,设置transparent为与背景相同的颜色即可

(2):在背景色错综复杂额地方,

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" alt="" />

看来*zoom的作用很大啊,不仅可以解决absolute的问题,还解决了透明的问题。

四、display: inline-block;设置后,必须有的hack写法

display: inline-block; *display: inline;zoom: 1;

发现自己写的hack里,凡是用了inline-block的地方,因为ie6,7不支持,我就得加上*display: inline;zoom: 1;

inline-block和后边这两句是一家,固定搭配别拆掉。

不过也不是遇到inline-block写hack就一定要*display:inline;也要视情况而定的。

如果你那个元素需要设置宽高,很明显,你设置了inline在ie6,7里他会缩成一个肉眼看不到的小圆点。所以必要时候,还是需要设置成block的。

五、ie9下的微软雅黑字体没触发,而是用衬线字体:

对那个div单独设置后就解决了。

六、ie9下的间距,和其他不一样,差几像素

ie9与其他几个版本对文字样式的处理特别不一样

七、让ie支持圆角:核心方法就是利用border的dotted样式

http://www.zhangxinxu.com/study/201607/ie7-ie8-border-radius.html

八、怎么写针对ie9的hack,因为他总是和ie8共用样式,或者单独针对ie8的也行。

  1. background: blue\9;
  2. background: goldenrod\0/;

今天用颜色做测试的时候,这么写,确实可以让ie8和9的样式不一样。可是前天做页面的时候我也针对性写过不一样的样式,但是没起作用。让我静静。肯定是哪里出了问题。

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2017-04-17 17:10:05  今天遇到一件奇怪的事

我在input上加了width,height,和line-height,但是却都没用。当然,只是在ie姥爷家里没用。不明所以。最后实在没办法了,是通过加了一个!important,但是我知道以前看过一篇文章说 ,尽量不要用这个玩意儿。可能是我样式覆盖了?反正问题源头没找出来,工作需要就不得以先及时解决了那个问题。

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2017-04-28  13:59:05

ie总是能愁死我

一个动画效果,想要去掉jq的代码,用css3的trasition来写,但是ie不支持css3的,尤其是动画,那么问题是怎么让ie支持css3动画呢?

另外,不支持动画也就算了,hover你好歹支持一下吧,ie8下(所以不要拿ie6,7不支持不是a的hover这个借口来挡我)你都不支持hover?

或者说有时候支持有时候不支持,我都要崩溃了!!!

一个测试用过的代码

 <!DOCTYPE html>
<html>
<head>
<meta charset="UTF-8">
<title></title>
<style type="text/css">
._mCS_1{ display: block;width: 300px;height: 300px;background: green;position: relative;}
._mCS_1 p{width: 300px; height: 200px; background: #ff0;position: absolute;top: 0px;left:/*-30*/0px;opacity: 0; filter: alpha(opacity=0);visibility: visible;}
/*._mCS_1 p:hover{opacity: 1; filter: alpha(opacity=1);}*/
._mCS_1:hover p{left: 0;opacity: 1; filter: alpha(opacity=1);}
/*._mCS_1:hover p{left: -300px;top: 0;}*/
</style>
</head>
<body>
<a class="_mCS_1" href="javascript:viod(0);">
<p></p>
</a>
<!-- JiaThis Button BEGIN -->
<script type="text/javascript" src="http://v3.jiathis.com/code/jiathis_r.js?type=left&amp;move=0&amp;btn=l4.gif" charset="utf-8"></script>
<!-- JiaThis Button END --> </body>
</html>

2017-07-05  11:28:18

九、z-index在ie和火狐中的不同解析:

在日常布局中一定少不了有隐藏的弹窗、下拉框啥的,然后需要让他出来的时候他才出来。这种情况下势必用到浮动布局,让他脱离文档流隐藏。

在css处理上:父元素position需要用relative、子元素用absolute(再配合方向值来定位)。

同样,子元素也会用到一个必要的属性:z-index——用来设定在所有浮动元素中的高低层级、以及比不浮动的元素要高一点以达到遮挡的效果。

我按常理出牌设置css,但是ie他不按常理出牌啊!

先来看一个案例的效果图:

这是我ff中的正常效果

但到了ie中就成了这样:

浮动的白框,被下边正常文档流中的banner图给遮挡了!

exceme me!!

起初我还以为是,当然我也80%肯定是层级的问题,想到的是*zoom,毕竟这个属性作用大大的好。

触发IE浏览器的haslayout 。。。
解决ie下的浮动,margin重叠等一些问题。 。。

但是设置了,给父元素、子元素都设置了都没用!

ie这个独立团团长!

后来就想,既然是层级,那会不会是z-index的问题?

网上百度果不其然:不同的浏览器对他(z-index)的解析有分歧(不同的浏览器,指的当然是ie和现代浏览器,也就ie特立独行,)

具体分歧如下:

FF:对z-index的解释是:叠放的顺序取决于z-index值得大小

IE:对z-index的解释是:叠放顺序不仅取决于z-index值得大小、还要看父级position属性为relative的层的z-index得属性

于是,死马当作活马医的我,尝试着给父元素加了个z-index:1;

他竟然好了!好了!好了!

可是后来ff又不行了。。。父元素竟然比子元素高了,尽管子元素的z-index远远超出父元素

于是,最终给z-index加了一个ie的特殊标志,只有ie才能解析的那种

最终解决了问题:

ie中,父元素加了*z-index的效果。

所以:总结就是:用了relative,一定后边跟一个*z-index:1;来处理兼容,基本算固定搭配了吧。【补充说明:也不是所有用了relative的都要加这个,但是即使加了,用不到的还是不会被他影响,所以傻瓜机似得,可以都加上,单位了代码优化,一般是指在需要浮动起来后,被下边的层遮挡了的情况,而这种情况多发生在溢出父元素并与其父元素下边的盒模型发生叠加效应时。如果是在自己家里随便浮动定位的话,只要不出家门,都不用给他披这个“斗篷”】

父元素{

  position:relative;

  *z-index:1;

}

十、背景图铺满

1 background-size: 100%;
2 // 兼容ie8以下
3 filter: progid:DXImageTransform.Microsoft.AlphaImageLoader(src='../img/bg-banner.jpg',sizingMethod='scale');

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