记得一年前,到一家公司面试的时候,问我position有哪几个属性,我憋半天才回答出2个,大家估计都清楚,就是我们经常用到的2个(relative,absolute)。

最近又用到了好多,深入研究了下。

一、语法:

position:static | relative | absolute | fixed

取值:
static :默认值,无特殊定位,对象遵循正常文档流。top,right,bottom,left等属性不会被应用,默认值。
relative:相对定位,对象遵循正常文档流,但将依据top,right,bottom,left等属性在正常文档流中偏移位置。
absolute:绝对定位,对象脱离正常文档流,使用top,right,bottom,left等属性进行绝对定位。而其层叠通过z-index属性定义。
fixed:固定定位,对象脱离正常文档流,使用top,right,bottom,left等属性以窗口为参考点进行定位,当出现滚动条时,对象不会随着滚动。

二、四个属性的详细介绍:

1、static,默认值
说 到这里我们不得不提一下一个定义——文档流,很多书对文档流这个概念只是一笔带过,没有详细解答,但我根据自己的经验和理解对它进行了总结,文档流其实就
是文档的输出顺序,也就是我们通常看到的由左到右、由上而下的输出形式,在网页中每个元素都是按照这个顺序进行排序和显示的,而float和
position两个属性可以将元素从文档流脱离出来显示。

默认值就是让元素继续按照文档流显示,不作出任何改变。

2、relative,相对定位

相对定位一个最大特点是:自己通过定位跑开了还占用着原来的位置,不会让给他周围的诸如文本流之类的对象。相对定位也比较独立,做什么事它自己说了算,要定位的时候,它是以自己本身所在位置偏移的(相对对象本身偏移)。本身位置变化了,而元素最初所占的物理空间依然还是存在,另外一点元素相对定位后并没有影响其他相邻的元素。

3、absolute,绝对定位

位置被设置为absolute后,被设置的元素会被定义到包含它的元素内的指定坐标(X坐标、Y坐标)。

比如:position:absolute;left:20px;top:80px;
这个容器始终位于距离浏览器左20px,距离浏览器上80px的这个位置。它不会随着窗口大小变化,只是固定在一个特定的坐标轴上面;

4、固定位置,fixed

在理论上,被设置为fixed的元素会被定位于浏览器窗口的一个指定坐标,不论窗口是否滚动,它都会固定在这个位置。但是目前它在IE6中不被支持.

Ie6处理方法:

body{
background-image:url(about:blank); /* for IE6 */
background-attachment:fixed; /*必须*/
} .demo{
_position:absolute;
_top:expression(documentElement.scrollTop + documentElement.clientHeight-this.offsetHeight);
}

总的例子html:

<!DOCTYPE html>
<html>
<head>
<meta charset="UTF-8" />
<title>position</title>
<style type="text/css">
*{margin:0;padding:0;}
.clearfix:before,.clearfix:after {content:"";display:table;}
.clearfix:after {clear:both;overflow:hidden;}
.clearfix {zoom:1;}
.mgt20{margin-top:20px;}
.w1000{width:1000px;margin:0 auto;min-height:1900px;} #demo{
position:relative;
border:1px solid #000;
margin-top:50px;
top:-50px;
line-height:18px;
}
.static,.fixed,.absolute,.relative{
width:200px;
}
.relative{
position:relative;
left:150px;
top:-20px;
background-color:#ffe4e1;
}
.static{
position:static;
background-color:#bbb;
}
.fixed{
position:fixed;
top:200px;
left:50%;
margin-left:-500px;
background-color:#ffc0cb;
}
.absolute{
position:absolute;
right:10px;
top:10px;
background-color:#b0c4de;
}
</style>
</head>
<body>
<div class="w1000">
<div class="mgt20 clearfix">
<div id="demo" class="clearfix">
<div class="static">static: 默认值。无特殊定位,对象遵循HTML定位规则 </div>
<div class="absolute">absolute: 将对象从文档流中拖出,使用left,right,top,bottom 等属性相对于其最接近的一个最有定位设置的父对象进行绝对定位。如果不存在这样的父对象,则依据body对象。而其层叠通过z-index属性定义 </div>
<div class="fixed">fixed属性的说明:fixed总是以body为定位时的对象,总是根据浏览器的窗口来进行元素的定位,通过"left"、 "top"、 "right"、"bottom" 属性进行定位。</div>
<div class="relative">relative1:对象不可层叠,对象原来占有的位置保留,但将依据 left,right,top,bottom 等属性在正常文档流中偏移位置 </div>
</div>
</div>
</div>
</body>
</html>

显示:

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alt="" />

三、position注意事项

1、当Position属性值为Relative时对象原来占有的位置保留,其后面 的对象按原来文档流仍然保持原来的位置Top的值表示对象相对原位置向下偏移的距离bottom的值表示对象相对原位置向上偏移的距离两者同时存在时,只有Top起作用。left的值表示对象相对原位置向右偏移的距离right的值表示对象相对原位置向左偏移的距离两者同时存在时,只有left起作用。

2、当Position属性值为absolute时对象从文档流中抽取出来,原占有的位置被后面的对象顶替上来Top的值表示对象上边框与浏览器窗口顶部 的距离bottom的值表示对象下边框与浏览器窗口底部的距离两者同时存在时,只有Top起作用;如果两者都未指定,则其顶端将与原文档流位置一致,即垂 直保持位置不变。left的值表示对象左边框与浏览器窗口左边的距离right的值表示对象右边框与浏览器窗口右边的距离两者同时存在时,只有left起
作用;如果两者都未指定,则其左边将与原文档流位置一致,即水平保持位置不变。
在Position属性值为absolute的同时,如果有一级父对象(无论是父对象还是祖父对象,或者再高的辈分,一样)的Position属性值为Relative时,则上述的相对浏览器窗口定位将会变成相对父对象定位,这对精确定位是很有帮助的。

五、positon 与 display
元素分为内联元素和区块元素两类(当然也有其它的),在内联元素中有个非常重要的常识,即内联元素是不可以设置区块元素所具有的样式,例如:width | height。
relative : 原来是什么类型的依旧是什么类型。
absolute | fixed : 元素就被重置为了区块元素,

例如:打算为span元素指定大小,并绝对定位

<span style="position:absolute; width:100px; height:50px;">span</span>这是完全正确的,
<span style="position:absolute; display:block; width:100px; height:100px;">span</span>,这里的display:block就是多余的了。

六、position 与 float
一个元素若设置了 position:absolute |
fixed; 则该元素就不能设置float。这是一个常识性的知识点,因为这是两个不同的流,一个是浮动流,另一个是“定位流”。
但是 relative 却可以。因为它原本所占的空间仍然占据文档流。

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