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<!DOCTYPE html><html><head><title>20170812</title><meta charset='utf-8'><link href='https://dn-maxiang.qbox.me/res-min/themes/marxico.css' rel='stylesheet'><style>
.note-content {font-family: 'Helvetica Neue', Arial, 'Hiragino Sans GB', STHeiti, 'Microsoft YaHei', 'WenQuanYi Micro Hei', SimSun, Song, sans-serif;}
</style></head><body><div id='preview-contents' class='note-content'>
<h4 id="20170812">20170812</h4>
<h5 id="js中的盒子模型">JS中的盒子模型</h5>
<blockquote>
<p>通过一系列的属性，来获取当前盒子的相关样式</p>
</blockquote>
<p>1、client系列 <br>
<code>clientWidth</code> 和 <code>clientHeight</code> <br>
<code>clientLeft</code> 和 <code>clientTop</code></p>
<p><img longdesc="./1502503558679.png" alt="Alt text" title="" type="image/png" src="data:image/png;base64,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" class=""></p>
<p>这四个属性和内容是否溢出没有关系，因为client是可视区域，溢出的内容不在可视区域内，我们可以设置<code>overflow:hidden</code>隐藏溢出的内容</p>
<pre class="prettyprint with-line-number hljs-dark"><code class="language-javascript hljs"><span class="hljs-comment line-number">1.</span><span class="hljs-comment">//->获取当前页面可视区域(一屏幕)的宽度(和页面是否有内容溢出没有关系)</span><br><span class="hljs-comment line-number">2.</span><span class="hljs-built_in">document</span>.documentElement.clientWidth||<span class="hljs-built_in">document</span>.body.clientWidth<br><span class="hljs-comment line-number">3.</span><br><span class="hljs-comment line-number">4.</span><span class="hljs-comment">//->获取当前页面可视区域(一屏幕)的高度</span><br><span class="hljs-comment line-number">5.</span><span class="hljs-built_in">document</span>.documentElement.clientHeight||<span class="hljs-built_in">document</span>.body.clientHeight<br><span class="hljs-comment line-number">6.</span><br><span class="hljs-comment line-number">7.</span><span class="hljs-comment">//=>部分浏览器不识别用document.documentElement来操作浏览器的一些盒子模型属性,我们需要使用document.body来操作,所以需要些两套</span><br></code></pre>
<hr>
<p><code>需求：让当前盒子处于页面水平和垂直都居中的位置(可能不知道盒子的宽度和高度)</code></p>
<pre class="prettyprint with-line-number hljs-dark"><code class="language-javascript hljs"><span class="hljs-comment line-number">1.</span><span class="hljs-comment">//->获取一屏幕的宽度和高度</span><br><span class="hljs-comment line-number">2.</span><span class="hljs-keyword">var</span> winW=<span class="hljs-built_in">document</span>.documentElement.clientWidth||<span class="hljs-built_in">document</span>.body.clientWidth;<br><span class="hljs-comment line-number">3.</span><span class="hljs-keyword">var</span> winH=<span class="hljs-built_in">document</span>.documentElement.clientHeight||<span class="hljs-built_in">document</span>.body.clientHeight;<br><span class="hljs-comment line-number">4.</span><br><span class="hljs-comment line-number">5.</span><span class="hljs-comment">//->获取盒子的宽度和高度</span><br><span class="hljs-comment line-number">6.</span><span class="hljs-keyword">var</span> boxW=box.offsetWidth;<br><span class="hljs-comment line-number">7.</span><span class="hljs-keyword">var</span> boxH=box.offsetHeight;<br><span class="hljs-comment line-number">8.</span><br><span class="hljs-comment line-number">9.</span><span class="hljs-comment">//->计算需要设置的position的值</span><br><span class="hljs-comment line-number">10.</span>box.style.position=<span class="hljs-string">'absolute'</span>;<br><span class="hljs-comment line-number">11.</span>box.style.top=(winH-boxH)/<span class="hljs-number">2</span>+<span class="hljs-string">'px'</span>;<br><span class="hljs-comment line-number">12.</span>box.style.left=(winW-boxW)/<span class="hljs-number">2</span>+<span class="hljs-string">'px'</span>;<br></code></pre>
<p>2、offset系列 <br>
<code>offsetWidth</code> 和 <code>offsetHeight</code></p>
<p><img longdesc="./1502505413854.png" alt="Alt text" title="" type="image/png" src="data:image/png;base64,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" class=""></p>
<p>3、scroll系列 <br>
<code>scrollWidth</code> 和 <code>scrollHeight</code> <br>
[没有内容溢出] <br>
scrollWidth = clientWidth <br>
scrollHeight = clientHeight</p>
<p>[有内容溢出] <br>
scrollWidth = paddingLeft + 真实内容的宽度(包含溢出的部分) <br>
scrollHeight = paddingTop + 真实内容的高度(包含溢出的部分)</p>
<p><img longdesc="./1502506085561.png" alt="Alt text" title="" type="image/png" 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" class=""></p>
<p><code>当前我们通过scrollHeight获取的值只能算是一个约等于值</code></p>
<ul><li>同一个浏览器设置overflow和不设置获取的结果有所区别</li>
<li>不同浏览器之间获取的结果也不尽相同</li>
</ul>
<hr>
<p><code>需求：获取一个页面看不见部分的高度</code></p>
<pre class="prettyprint with-line-number hljs-dark"><code class="language-javascript hljs"><span class="hljs-comment line-number">1.</span><span class="hljs-comment">//->获取整个页面的真实高度</span><br><span class="hljs-comment line-number">2.</span><span class="hljs-keyword">var</span> trueH=<span class="hljs-built_in">document</span>.documentElement.scrollHeight||<span class="hljs-built_in">document</span>.body.scrollHeight;<br><span class="hljs-comment line-number">3.</span><br><span class="hljs-comment line-number">4.</span><span class="hljs-comment">//->获取一屏幕的高度</span><br><span class="hljs-comment line-number">5.</span><span class="hljs-keyword">var</span> winH=<span class="hljs-built_in">document</span>.documentElement.clientHeight||<span class="hljs-built_in">document</span>.body.clientHeight;<br><span class="hljs-comment line-number">6.</span><br><span class="hljs-comment line-number">7.</span><span class="hljs-comment">//->看不见的高度</span><br><span class="hljs-comment line-number">8.</span><span class="hljs-keyword">var</span> hiddenH=trueH-winH;<br></code></pre>
<h5 id="获取元素具体的css样式">获取元素具体的CSS样式</h5>
<p>1、<code>元素.style.样式属性</code></p>
<blockquote>
<p>获取当前元素写在行内样式上的样式属性值，重点记住只能获取写在行内上的样式，如果样式写在样式表中，我们通过这个操作是无法获取的</p>
</blockquote>
<p>2、<code>getComputedStyle</code> 和 <code>currentStyle</code></p>
<blockquote>
<p>获取当前元素所有经过浏览器计算的样式</p>
<p>浏览器计算的样式：只要是当前元素能在页面中展示，那么它的样式都是通过浏览器计算的，不管你写在哪，以及不管你写不写(有些样式不写,浏览器也有默认样式)</p>
<p>getComputedStyle是window全局对象的一个属性方法，但是在IE6~8浏览器中不存在这个属性，IE低版本需要我们使用currentStyle来获取</p>
</blockquote>
<pre class="prettyprint with-line-number hljs-dark"><code class="language-javascript hljs"><span class="hljs-comment line-number">1.</span><span class="hljs-comment">//->获取当前元素的某一个样式属性(需要兼容所有的浏览器)</span><br><span class="hljs-comment line-number">2.</span><span class="hljs-function"><span class="hljs-keyword">function</span> <span class="hljs-title">getCss</span>(<span class="hljs-params">curEle,attr</span>)</span>{<br><span class="hljs-comment line-number">3.</span> <span class="hljs-keyword">var</span> val = <span class="hljs-literal">null</span>; <br><span class="hljs-comment line-number">4.</span> <span class="hljs-keyword">if</span>(<span class="hljs-string">'getComputedStyle'</span> <span class="hljs-keyword">in</span> <span class="hljs-built_in">window</span>){<br><span class="hljs-comment line-number">5.</span> <span class="hljs-comment">//->兼容</span><br><span class="hljs-comment line-number">6.</span> val = <span class="hljs-built_in">window</span>.getComputedStyle(curEle,<span class="hljs-literal">null</span>)[attr];<br><span class="hljs-comment line-number">7.</span> }<span class="hljs-keyword">else</span>{<br><span class="hljs-comment line-number">8.</span> <span class="hljs-comment">//->不兼容</span><br><span class="hljs-comment line-number">9.</span> val = curEle.currentStyle[attr];<br><span class="hljs-comment line-number">10.</span> }<br><span class="hljs-comment line-number">11.</span> <span class="hljs-keyword">return</span> val;<br><span class="hljs-comment line-number">12.</span>}<br><span class="hljs-comment line-number">13.</span><span class="hljs-comment">//->第三章 第一节 课件2 ：学习兼容处理常用的三种方式</span><br></code></pre>
<blockquote>
<p>最后优化版: <br>
去掉获取值的单位 <br>
OPACITY的兼容处理</p>
</blockquote>
<pre class="prettyprint with-line-number hljs-dark"><code class="language-javascript hljs"><span class="hljs-comment line-number">1.</span><span class="hljs-function"><span class="hljs-keyword">function</span> <span class="hljs-title">getCss</span>(<span class="hljs-params">curEle, attr</span>) </span>{<br><span class="hljs-comment line-number">2.</span> <span class="hljs-keyword">var</span> val = <span class="hljs-literal">null</span>;<br><span class="hljs-comment line-number">3.</span> <span class="hljs-keyword">if</span> (<span class="hljs-string">'getComputedStyle'</span> <span class="hljs-keyword">in</span> <span class="hljs-built_in">window</span>) {<br><span class="hljs-comment line-number">4.</span> val = <span class="hljs-built_in">window</span>.getComputedStyle(curEle, <span class="hljs-literal">null</span>)[attr];<br><span class="hljs-comment line-number">5.</span> } <span class="hljs-keyword">else</span> {<br><span class="hljs-comment line-number">6.</span> <span class="hljs-keyword">if</span> (attr.toLowerCase() === <span class="hljs-string">'opacity'</span>) {<br><span class="hljs-comment line-number">7.</span> val = curEle.currentStyle[<span class="hljs-string">'filter'</span>];<br><span class="hljs-comment line-number">8.</span> reg = <span class="hljs-regexp">/^alpha\(opacity=(.+)\)$/i</span>;<br><span class="hljs-comment line-number">9.</span> val = reg.test(val) ? reg.exec(val)[<span class="hljs-number">1</span>] / <span class="hljs-number">100</span> : <span class="hljs-number">1</span>;<br><span class="hljs-comment line-number">10.</span> } <span class="hljs-keyword">else</span> {<br><span class="hljs-comment line-number">11.</span> val = curEle.currentStyle[attr];<br><span class="hljs-comment line-number">12.</span> }<br><span class="hljs-comment line-number">13.</span> }<br><span class="hljs-comment line-number">14.</span> <span class="hljs-keyword">var</span> temp = <span class="hljs-built_in">parseFloat</span>(val);<br><span class="hljs-comment line-number">15.</span> val = <span class="hljs-built_in">isNaN</span>(temp) ? val : temp;<br><span class="hljs-comment line-number">16.</span> <span class="hljs-keyword">return</span> val;<br><span class="hljs-comment line-number">17.</span>}<br></code></pre>
<h5 id="设置元素的样式">设置元素的样式</h5>
<p>1、<code>元素.style.样式属性=值</code></p>
<blockquote>
<p>设置元素的行内样式</p>
</blockquote>
<p><code>setCss</code> <br>
<code>setGroupCss</code> <br>
<code>css</code></p>
<p>2、<code>元素.className=xxx</code></p>
<blockquote>
<p>首先在样式表中编写一些样式类名，这句JS代码就是在设置元素的样式类名，从而让其具备某些特定的样式</p>
</blockquote>
<p><code>addClass</code> <br>
<code>removeClass</code> <br>
<code>hasClass</code></p>
<p>周日在讲</p>
<h5 id="关于盒子的偏移量">关于盒子的偏移量</h5>
<p>1、<code>offsetParent</code> </p>
<blockquote>
<p>获取当前元素的父级参照物</p>
<p>1) 默认情况下，所有元素的父级参照物都是body，body的父级参照物是null</p>
<p>2) 如果我们设置了position:relative/absolute/fixed，当前元素的父级参照物是 距离其最近的并且设置position样式的祖先元素</p>
</blockquote>
<p>2、<code>offsetLeft</code> 和 <code>offsetTop</code></p>
<blockquote>
<p>获取当前元素距离其父级参照物的左偏移和上偏移</p>
</blockquote>
<p><img longdesc="./1502523304615.png" alt="Alt text" title="" type="image/png" 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" class=""></p>
<p><code>offset</code></p>
<blockquote>
<p>获取页面中的任意元素距离BODY的左偏移和上偏移 (不论父级参照物是谁)</p>
</blockquote>
<p><img longdesc="./1502524193460.png" alt="Alt text" title="" type="image/png" 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" class=""></p>
<pre class="prettyprint with-line-number hljs-dark"><code class="language-javascript hljs"><span class="hljs-comment line-number">1.</span><span class="hljs-function"><span class="hljs-keyword">function</span> <span class="hljs-title">offset</span>(<span class="hljs-params">curEle</span>) </span>{<br><span class="hljs-comment line-number">2.</span> <span class="hljs-comment">//->获取当前元素本身的左(上)偏移量以及它的父级参照物</span><br><span class="hljs-comment line-number">3.</span> <span class="hljs-keyword">var</span> l = curEle.offsetLeft,<br><span class="hljs-comment line-number">4.</span> t = curEle.offsetTop,<br><span class="hljs-comment line-number">5.</span> p = curEle.offsetParent;<br><span class="hljs-comment line-number">6.</span><br><span class="hljs-comment line-number">7.</span> <span class="hljs-comment">//->如果找到的父级参照物存在,并且还不是BODY呢,我们就要一直的向上查找</span><br><span class="hljs-comment line-number">8.</span> <span class="hljs-keyword">while</span> (p && p !== <span class="hljs-built_in">document</span>.body) {<br><span class="hljs-comment line-number">9.</span> <span class="hljs-comment">//->我们需要在原有的左(上)偏移量的基础上,加上父级参照物的以下两部分值</span><br><span class="hljs-comment line-number">10.</span> <span class="hljs-comment">//->1)加上父级参照物的边框(但是在纯正的IE8下,偏移量已经包含边框了,我们不需要再重复的累加边框)</span><br><span class="hljs-comment line-number">11.</span> <span class="hljs-comment">//=>navigator.userAgent:获取当前浏览器的版本信息(IE8浏览器包含特定的字符:MSIE 8)</span><br><span class="hljs-comment line-number">12.</span> <span class="hljs-keyword">if</span> (!<span class="hljs-regexp">/MSIE 8/i</span>.test(navigator.userAgent)) {<br><span class="hljs-comment line-number">13.</span> l += p.clientLeft;<br><span class="hljs-comment line-number">14.</span> t += p.clientTop;<br><span class="hljs-comment line-number">15.</span> }<br><span class="hljs-comment line-number">16.</span><br><span class="hljs-comment line-number">17.</span> <span class="hljs-comment">//->2)加上父级参照物的偏移量</span><br><span class="hljs-comment line-number">18.</span> l += p.offsetLeft;<br><span class="hljs-comment line-number">19.</span> t += p.offsetTop;<br><span class="hljs-comment line-number">20.</span><br><span class="hljs-comment line-number">21.</span> p = p.offsetParent;<br><span class="hljs-comment line-number">22.</span> }<br><span class="hljs-comment line-number">23.</span><br><span class="hljs-comment line-number">24.</span> <span class="hljs-comment">//->把我们最后获取的L和T返回</span><br><span class="hljs-comment line-number">25.</span> <span class="hljs-keyword">return</span> {<span class="hljs-attr">left</span>: l, <span class="hljs-attr">top</span>: t};<br><span class="hljs-comment line-number">26.</span>}<br></code></pre>
<h5 id="关于滚动条的">关于滚动条的</h5>
<p><code>scrollLeft</code> 和 <code>scrollTop</code></p>
<blockquote>
<p>滚动条卷去的宽度和高度</p>
<p>在13个JS盒子模型属性中，只有这两个属性是‘可读写’的，其余的属性都是‘只读’的</p>
<p>两个属性可以设定的值存在边界范围 <br>
最小值：0 ->到大最顶端了 <br>
最大值：scrollHeight - clientHeight ->到最底端了</p>
</blockquote>
<p>JS盒子模型中的属性，如果操作的元素是浏览器(页面)，为了兼容都需要写两套</p>
<pre class="prettyprint with-line-number hljs-dark"><code class="language-javascript hljs"><span class="hljs-comment line-number">1.</span> <span class="hljs-function"><span class="hljs-keyword">function</span> <span class="hljs-title">win</span>(<span class="hljs-params">attr, value</span>) </span>{<br><span class="hljs-comment line-number">2.</span> <span class="hljs-keyword">if</span> (<span class="hljs-keyword">typeof</span> value !== <span class="hljs-string">'undefined'</span>) {<br><span class="hljs-comment line-number">3.</span> <span class="hljs-built_in">document</span>.documentElement[attr] = value;<br><span class="hljs-comment line-number">4.</span> <span class="hljs-built_in">document</span>.body[attr] = value;<br><span class="hljs-comment line-number">5.</span> <span class="hljs-keyword">return</span>;<br><span class="hljs-comment line-number">6.</span> }<br><span class="hljs-comment line-number">7.</span> <span class="hljs-keyword">return</span> <span class="hljs-built_in">document</span>.documentElement[attr] || <span class="hljs-built_in">document</span>.body[attr];<br><span class="hljs-comment line-number">8.</span>}<br></code></pre>
<h5 id="综合实战图片懒加载">综合实战：图片懒加载</h5>
<blockquote>
<p>刚开始打开页面（渲染页面）的时候，我们不加载真实的图片，先用一张很小的默认图片（最好是10kb以内，1kb最好）占位，等页面（有时候也是第一屏）渲染完成，用户已经看到内容了，我们在依次加载真实的图片（更好的方式：只是先把第一屏幕的真实图片加载，当用户拉动到具体区域的时候，在把当前区域的真实图片加载） <br>
<code>加快页面第一屏幕的渲染速度</code></p>
</blockquote></div></body></html>