响应式网站
我们的眼睛在看东西时会自然地遵循一定的模式。通常从左上开始,然后从左到右,再从上到下。
很多网页都是基于网格设计的,这说明网页是按列来布局的。
响应式网格视图通常是 12 列,宽度为100%,在浏览器窗口大小调整时会自动伸缩。
为什么是12列呢,因为12可以被2、3、4、6整除,能2、3、4、6等分。
创建网格视图
CSS.css
* {
-webkit-box-sizing: border-box;
-moz-box-sizing: border-box;
-ms-box-sizing: border-box;
box-sizing: border-box;
}
* {
border: 1px solid red !important;
}
.row{
width:100%;
display: flex;
flex-wrap: wrap;
text-align: center;
}
.col-1{
width:8.3%;
}
.col-2{
width:16.6%;
}
.col-3{
width:25%;
padding: 0.5%;
}
.col-4{
width:33.33%;
}
.col-5{
width:41.66%;
}
.col-6{
width:50%;
}
.col-7{
width:58.33%;
}
.col-8{
width:66.66%;
}
.col-9{
width:75%;
padding: 0.5%;
}
.col-10{
width:83.33%;
}
.col-11{
width:91.66%;
}
.col-12{
width:100%;
}
Html.html
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8" name="viewport" content="width=device-width, initial-scale=1.0">
<title>Title</title>
<link rel="stylesheet" type="text/css" href="CSS.css">
</head>
<body>
<div class="row">
<div class="col-6">6 Columns</div>
<div class="col-6">6 Columns</div>
</div>
<div class="row">
<div class="col-3">3 Columns</div>
<div class="col-3">3 Columns</div>
<div class="col-3">3 Columns</div>
<div class="col-3">3 Columns</div>
</div>
<div class="row">
<div class="col-4">4 Columns</div>
<div class="col-4">4 Columns</div>
<div class="col-4">4 Columns</div>
</div>
</body>
</html>
效果:
![](https://img2018.cnblogs.com/blog/1650688/201904/1650688-20190430224612930-849283021.png)
Viewport
viewport 是用户网页的可视区域。
手机浏览器是把页面放在一个虚拟的"窗口"(viewport)中,通常这个虚拟的"窗口"(viewport)比屏幕宽,这样就不用把每个网页挤到很小的窗口中(这样会破坏没有针对手机浏览器优化的网页的布局),用户可以通过平移和缩放来看网页的不同部分。
一个常用的针对移动网页优化过的页面的 viewport meta 标签大致如下:
<meta name="viewport" content="width=device-width, initial-scale=1.0">
- width:控制 viewport 的大小,可以指定的一个值,如 600,或者特殊的值,如 device-width 为设备的宽度(单位为缩放为 100% 时的 CSS 的像素)。
- initial-scale:初始缩放比例,也即是当页面第一次 load 的时候缩放比例。
如果不加initial-scale=1.0,有的浏览器会在切换到横屏模式时,仍就保持之前的页面宽度,而且他们还会使内容只是进行缩放,而无法自动调整布局
媒体查询
使用 @media 查询,你可以针对不同的媒体类型定义不同的样式。
如果浏览器窗口小于 500px, 背景将变为浅蓝色:
@media only screen and (max-width: 500px) {
body {
background-color: lightblue;
}
}
添加断点
之前我们使用行和列来制作网页,它是响应式的,但在小屏幕上并不能友好的展示。
媒体查询可以帮我们解决这个问题。我们可以在设计稿的中间添加断点,不同的断点有不同的效果。
1.掉落列模型
![](data:image/png;base64,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)
html:
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8" name="viewport" content="width=device-width, initial-scale=1.0">
<title>Title</title>
<link rel="stylesheet" type="text/css" href="CSS.css">
</head>
<body>
<div class="row">
<div class="box-darkBlue"></div>
<div class="box-blue"></div>
<div class="box-green"></div>
</div>
</body>
</html>
css:
* {
-webkit-box-sizing: border-box;
-moz-box-sizing: border-box;
-ms-box-sizing: border-box;
box-sizing: border-box;
}
html,body{
margin: 0;
padding: 0;
}
.row{
display: flex;
flex-wrap: wrap;
}
div{
width: 100%;
min-height: 150px;
}
.box-darkBlue{
background-color: darkblue;
}
.box-blue{
background-color: blue;
}
.box-green{
background-color: green;
}
@media only screen and (min-width: 500px){
.box-darkBlue{
width: 25%;}
.box-blue{
width: 75%;}
}
@media only screen and (min-width: 850px){
.box-darkBlue,.box-green{
width: 25%;
}
.box-blue{
width: 50%;
}
}
2.大体流动模型
![](https://img2018.cnblogs.com/blog/1650688/201905/1650688-20190501162804732-1393718091.png)
与掉落列模型非常相似,但更像网格系统。
html:
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8" name="viewport" content="width=device-width, initial-scale=1.0">
<title>Title</title>
<link rel="stylesheet" type="text/css" href="CSS.css">
</head>
<body>
<div class="row">
<div class="box-darkBlue"></div>
<div class="box-blue"></div>
<div class="box-green"></div>
<div class="box-red"></div>
<div class="box-orange"></div>
</div>
</body>
</html>
css:
* {
-webkit-box-sizing: border-box;
-moz-box-sizing: border-box;
-ms-box-sizing: border-box;
box-sizing: border-box;
}
html,body{
margin: 0;
padding: 0;
}
.row{
display: flex;
flex-wrap: wrap;
}
div{
width: 100%;
min-height: 150px;
}
.box-darkBlue{
background-color: darkblue;
}
.box-blue{
background-color: blue;
}
.box-green{
background-color: green;
}
.box-red{
background-color:red;
}
.box-orange{
background-color: orange;
}
@media only screen and (min-width: 500px) {
.box-blue, .box-green {
width: 50%;
}
}
@media only screen and (min-width: 650px){
.box-darkBlue,.box-blue{
width: 50%;
}
.box-green,.box-red,.box-orange{
width: 33.333333%;
}
}
@media only screen and (min-width: 850px){
.row{
width: 800px;
margin-left: auto;
margin-right: auto;
}
}
3.活动布局模型
![](https://img2018.cnblogs.com/blog/1650688/201905/1650688-20190501173853123-1051232384.png)
活动布局应该是最灵活的响应式模型了,它的布局方式并不是单纯的重排到其他列的下列,我们可以利用css顺序属性。
html:
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8" name="viewport" content="width=device-width, initial-scale=1.0">
<title>Title</title>
<link rel="stylesheet" type="text/css" href="CSS.css">
</head>
<body>
<div class="row">
<div class="box-darkBlue"></div>
<div class="row2">
<div class="box-blue"></div>
<div class="box-green"></div>
</div>
<div class="box-red"></div>
</div>
</body>
</html>
css:
* {
-webkit-box-sizing: border-box;
-moz-box-sizing: border-box;
-ms-box-sizing: border-box;
box-sizing: border-box;
}
html,body{
margin: 0;
padding: 0;
}
.row{
display: flex;
flex-wrap: wrap;
}
div{
width: 100%;
min-height: 150px;
}
.box-darkBlue{
background-color: darkblue;
}
.box-blue{
background-color: blue;
}
.box-green{
background-color: green;
}
.box-red{
background-color:red;
}
.box-orange{
background-color: orange;
}
@media only screen and (min-width: 500px) {
.box-darkBlue{
width: 50%;
}
.row2{
width: 50%;
}
}
@media only screen and (min-width: 850px){
.box-red{
width: 25%;
order: -1;
}
.row2{
width: 50%;
}
.box-darkBlue{
width: 25%;
order: 1;
}
}
4.画布溢出模型
![](https://img2018.cnblogs.com/blog/1650688/201905/1650688-20190501175554180-633176245.png)
在画布溢出模型中,内容并不是竖直堆放的,而是将不常用的内容,比如导航栏或者应用菜单,放在屏幕以外,只有当屏幕足够大的时候,才显示出来。
html:
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8" name="viewport" content="width=device-width, initial-scale=1.0">
<title>Title</title>
<link rel="stylesheet" type="text/css" href="CSS.css">
</head>
<body>
<nav id="drawer" class="dark-blue">
</nav>
<main clss="light-blue">
<a id="menu">
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24">
<path d="M2 6h20v3H2zm0 5h20v3H2zm0 5h20v3H2z"></path>
</svg>
</a>
</main>
<script> /* * 单击菜单图标时打开抽屉. */
var menu = document.querySelector('#menu');
var main = document.querySelector('main');
var drawer = document.querySelector('#drawer');
menu.addEventListener('click', function(e) {
drawer.classList.toggle('open');
e.stopPropagation(); });
main.addEventListener('click', function() {
drawer.classList.remove('open'); });
</script>
</body>
</html>
* {
-webkit-box-sizing: border-box;
-moz-box-sizing: border-box;
-ms-box-sizing: border-box;
box-sizing: border-box;
}
html,body,main{
padding: 0;
margin: 0;
height: 100%;
width: 100%;
}
nav,main{
padding: 1em;
}
.dark-blue{
background-color: darkblue;
}
main{
background-color: lightblue;
}
a#menu svg{
width: 40px;
fill: #000;
}
nav{
width: 300px;
height: 100%;
position: absolute;
transform:translate(-300px.0);
-webkit-transform: translate(-300px, 0);
transition: transform 0.3s ease;
}
nav.open{
transform: translate(0,0);
-webkit-transform: translate(0, 0);
}
/* 如果有足够的空间(>600 px),我们总是把抽屉打开。*/
@media (min-width: 600px) {
/* 我们打开抽屉. */
nav{
position:relative;
-webkit-transform: translate(0, 0);
transform: translate(0, 0);
}
/* 我们在父服务器上使用 Flexbox. */
body {
display: -webkit-flex;
display: flex;
-webkit-flex-flow: row nowrap;
flex-flow: row nowrap;
}
main {
width: auto;
/* flex-grow 主要内容填充所有可用空间。 */
flex-grow: 1;
}
main > #menu:after {
content: '如果宽度超过 600px,抽屉就会保持打开状态。';
}
响应式图片
未改进
body {
margin: 0;
}
img {
float: left;
![](https://img2018.cnblogs.com/blog/1650688/201905/1650688-20190501203728018-1760937849.jpg)
改进:
body {
margin: 0;
}
img {
float: left;
margin-right: 10px;
width: calc((100% - 20px)/3);
}
img:last-of-type{
margin-right: 0;
}
![](https://img2018.cnblogs.com/blog/1650688/201905/1650688-20190501204053236-1423818740.png)
鲜为人知的CSS单位
当你设置行内元素height:100%时,你必须使body、框内元素的height为100%,多么麻烦。
你可以直接设置 100vh,1个vh代表着1%的视图高度。
同理,1vw是1%的视图宽度。
高度和宽度可以设置 vmin单位使视图区域最小化,vmax使视图区域最大化。
不同设备显示分辨率的图片
<picture>
<source srcset="img_smallflower.jpg" media="(max-width: 400px)">
<source srcset="img_flowers.jpg">
<img src="img_flowers.jpg" alt="Flowers">
</picture>
<source srcset="img_smallflower.jpg" media="(max-width: 400px)">
<source srcset="img_flowers.jpg">
<img src="img_flowers.jpg" alt="Flowers">
</picture>