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89_尺寸位置大小总结.html
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>Document</title>
<style type="text/css">
* {
margin: 0;
}
#box {
width: 100px;
height: 100px;
padding: 20px;
border: 2px dashed red;
margin: 10px;
position: absolute;
overflow: auto;
right: 20px;
top: 0;
left: 0;
white-space: nowrap;
}
/* .outer {
position: absolute;
}*/
</style>
</head>
<body>
<img src="img/position.png" alt="">
<img src="data:image/png;base64,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">
<pre>
window
window.innerWidth/Height->返回浏览器视口的宽高(不包含工具栏状态栏等在内)
IE8及以下不兼容->必须在根元素(html(标准模式)或body(怪异模式))上获取clientWidth/Height来获取视口宽高
function getViewportSize(w){
// 使用指定窗口，不带参数则获取当前窗口
var w=w||window;
//非IE8及更早的，其他浏览器皆可使用
if(w.innerWidth!==null){
return {w:w.innerWidth,h:w.innerHeight};
}
// 标准模式IE(或任何浏览器)
var d=w.document;
if(document.compatMode==="CSS1Compat"){
return {
w:d.documentElement.clientWidth,
h:d.documentElement.clientHeight
}
}
// 怪异模式
return {w:d.body.clientWidth,h:d.body.clientHeight}
}
window.outerWidth/Height->返回浏览器的宽高(包含工具栏状态栏等在内)
window.pageX/YOffset->返回文档相对视口的偏移量
IE8及以下不兼容->通过在html或body上获取scrollLeft/Top来获取文档偏移量
function getScrollOffset(w){
var w=w||window;
if(w.pageXOffset!==null){
return {
x:w.pageXOffset,
y:w.pageYOffset
}
}
var d=w.document;
if(document.compatMode==="CSS1Compat"){
return {
w:d.documentElement.scrollLeft,
h:d.documentElement.scrollTop
}
}
// 怪异模式
return {w:d.body.scrollLeft,h:d.body.scrollTop}
}
元素
ele.getBoundingClientRect()->返回元素相对于视口的大小和位置
ele.getBoundingClientRect().top/right/bottom/left->上/右/下/左border距离视口左上角的水平/竖直距离
ele.getBoundingClientRect().width/height->返回border+padding+content的尺寸;IE8及以下不兼容,可以用right-left获得width,bottom-top获得height
每个元素都有offsetXxx、clientXxx、scrollXxx
offsetParent->返回偏移容器
offsetTop/Left->返回元素相对偏移容器的偏移量
offsetWidth/Height->返回元素content+padding+border+***scrollBar***
clientTop/Left->不常用、一般返回的元素的border宽度
clientWidth/Height->返回元素的content+padding***在根元素上获取clientWidth/Height时值和window.innerWidth/Height一样***
scrollTop/Left->元素内容的滚动距离
scrollWidth/Height->返回元素的content+padding+任何溢出的尺寸***当无溢出的时候,它和clientWidth/Height一样***
事件
e.clientX/Y->事件发生时，鼠标相对于浏览器视口的位置
e.pageX/Y->事件发生时，鼠标相对于文档的位置
e.screenX/Y->事件发生时，鼠标相对于屏幕的位置
e.offsetX/y->事件发生时，鼠标相对于触发事件元素自身的位置
screen
screen.width/height->返回屏幕的尺寸
screen.availWidth/Height->返回屏幕的可用尺寸(去除任务栏)
screen.availLeft/Top->返回可用屏幕区域左/上侧距屏幕最左/上侧的偏移值
</pre>
<div class="outer">
<div class="inner">
<div id="box">组成怀疑相信没什么适应未来材料我现在笑容我还操，动漫视频这位坐在来源成都重量来自走，主流股份会员各位山西要求照顾虽然贴图战士驱动导航广播天地团，绝不观念灵魂深刻收益模拟很多人转换一，天然海外公里很多等级家电把它曾经保留怎么资料广东航空正常行，用于你还产生维护会有下，品质指数完成版本条款到来主席想想成立，真正成绩铃声下载婚姻修改一句始终房产寻求终于人群从事群发标签。</div>
</div>
</div>
<script type="text/javascript">
// 屏幕
console.log("屏幕宽:" + screen.width); //屏幕的像素宽度
console.log("屏幕高:" + screen.height); //屏幕的像素高度
console.log("屏幕可用宽:" + screen.availWidth); //屏幕可用宽度，windows下要去除任务栏
console.log("屏幕可用高:" + screen.availHeight); //屏幕可用高度，windows下要去除任务栏
console.log("屏幕可用区距屏幕最左侧距离:" + screen.availLeft); //可用屏幕区域左侧距屏幕最左侧的偏移值，windows下要去除任务栏
console.log("屏幕可用区距屏幕最顶部距离:" + screen.availTop); //可用屏幕区域顶部距屏幕最顶部的偏移值，windows下要去除任务栏
// 元素
var ele = document.getElementById("box");
function getP(ele) {
var x = 0,
y = 0;
while (ele !== null) {
x += ele.offsetLeft;
y += ele.offsetTop;
ele = ele.offsetParent;
}
return {
x: x,
y: y
}
}
ele.scrollLeft = 10;
console.log(getP(ele));
console.log("元素的偏移容器:" + ele.offsetParent); //获取偏移容器
// 绝对定位下,ele.offsetLeft/Top就和left、top值一样
// float或者正常定位下,一般是margin-left/top的值
console.log("元素相对偏移容器的左偏移量:" + ele.offsetLeft); //元素左边框相对与偏移容器的左边框的偏移量
console.log("元素相对偏移容器的上偏移量:" + ele.offsetTop); //元素顶边框相对与偏移容器的顶边框的偏移量
console.log("元素content+padding+border+scroolbar:" + ele.offsetWidth); //返回一个元素的布局宽度。一个典型的（译者注：各浏览器的offsetWidth可能有所不同）offsetWidth是测量元素的边框(borders)、水平线上的内边距(padding)、竖直方向滚动条(scroolbar)（如果存在的话）、以及CSS设置的宽度(width)的值。
console.log("元素content+padding+border+scroolbar:" + ele.offsetHeight); //返回一个元素的布局高度。一个典型的（译者注：各浏览器的offsetHeight可能有所不同）offsetWidth是测量元素的边框(borders)、水平线上的内边距(padding)、水平方向滚动条(scroolbar)（如果存在的话）、以及CSS设置的高度(width)的值。
console.log("元素content+padding的区域距离content+padding+border区域的左侧距离:" + ele.clientLeft); // 元素content+padding的区域距离content+padding+border区域的左侧距离；一般为左侧border宽度
console.log("元素content+padding的区域距离content+padding+border区域的上侧距离:" + ele.clientTop); // 元素content+padding的区域距离content+padding+border区域的左侧距离；一般为上侧border宽度
console.log("元素content+padding:" + ele.clientWidth); //属性表示元素的内部宽度，以像素计。该属性包括内边距，但不包括垂直滚动条（如果有的话）、边框和外边距
console.log("元素content+padding:" + ele.clientHeight); //属性表示元素的内部高度，以像素计。该属性包括内边距，但不包括垂直滚动条（如果有的话）、边框和外边距
console.log("元素左侧被卷起的距离:" + ele.scrollLeft); // 元素左侧被卷起的距离,一般为左滚动距离,可读写,横向滚动条相对于滚动区域宽度(scrollWidth)的位置【滚动条的位置】
console.log("元素上侧被卷起的距离:" + ele.scrollTop); // 元素上侧被卷起的距离,一般为上滚动距离,可读写,纵向滚动条相对于滚动区域高度(scrollHeight)的位置【滚动条的位置】
console.log("元素content+padding(包括不可见区域):" + ele.scrollWidth);
console.log("元素content+padding(包括不可见区域):" + ele.scrollHeight); //是计量元素内容高度的只读属性，包括overflow样式属性导致的视图中不可见内容。没有垂直滚动条的情况下，scrollHeight值与元素视图填充所有内容所需要的最小值clientHeight相同。包括元素的padding，但不包括元素的margin.
// 事件
ele.onclick = function(e) {
var e = e || window.event;
console.log("相对于浏览器客户区的位置X:", e.clientX);
console.log("相对于浏览器客户区的位置Y:", e.clientY);
console.log("相对于文档的位置X:", e.pageX);
console.log("相对于文档的位置Y:", e.pageY);
console.log("相对于主屏幕的位置X:", e.screenX);
console.log("相对于主屏幕的位置Y:", e.screenY);
console.log("相对于元素的位置Y:", e.offsetX);
console.log("相对于元素的位置Y:", e.offsetY);
};
// 文档
console.log("返回文档显示区域的宽(仅仅是文档显示区域的宽度(包含滚动条)， 不包含工具栏状态栏等在内):" + window.innerWidth);
console.log("返回文档显示区域的宽(仅仅是文档显示区域的宽度(包含滚动条)， 不包含工具栏状态栏等在内):" + window.innerHeight);
console.log("返回浏览器的宽高(包含状态栏， 工具栏...):" + window.outerWidth);
console.log("返回浏览器的宽高(包含状态栏， 工具栏...):" + window.outerHeight);
console.log("返回文档相对于文档显示区域的偏移量:" + window.pageXOffset);
console.log("返回文档相对于文档显示区域的偏移量:" + window.pageYOffset);
// 元素尺寸、位置(相对视口)
console.log('上border距离视口左上角的垂直距离', ele.getBoundingClientRect().top); //上border距离视口左上角的垂直距离
console.log('左border距离视口左上角的水平距离', ele.getBoundingClientRect().left); //左border距离视口左上角的水平距离
console.log('左border距离视口左上角的水平距离,所以right-left为width', ele.getBoundingClientRect().right); //左border距离视口左上角的水平距离,所以right-left为width
console.log('下border距离视口左上角的垂直距离,所以bottom-top为height', ele.getBoundingClientRect().bottom); //下border距离视口左上角的垂直距离,所以bottom-top为height
console.log('width:content+padding+border', ele.getBoundingClientRect().width); //content+padding+border
console.log('height:content+padding+border', ele.getBoundingClientRect().height);
</script>
</body>
</html>