CSS3 网格布局(grid-layout)基础知识 - 网格模板属性(grid-template)使用说明
CSS3引入了新的网格布局(grid layout),以适应显示和设计技术的发展(尤其是移动设备优先的响应式设计)。
主要目标是建立一个稳定可预料且语义正确的网页布局模式,用来替代过往表现不稳定且繁琐的table、flow以及JS脚本混合技术来实现的网页动态布局。
本文将简单而准确的介绍网格布局属性的基本概念和使用方法(摘自踏得网在线HTML5教程)。
1. 概述
网格模板区域(grid-template-areas)、网格模板行(grid-template-rows)和网格模板列(grid-template-columns),这3个属性共同显式定义了一个网格容器。
而网格模板(grid-template)属性是一个用来同时设置这3个属性的速写(shorthand)。 grid items内容可能会超出显式网格,这时网格容器会自动生成隐式轨道(implicit track),这些隐式轨道的尺寸由 grid-auto-rows 和 grid-auto-columns 属性所确定。
显式网格的大小是由网格模板区域定义的行/列数以及在网格模板行/网格模板列属性定义了尺寸的行/列数中的较大者决定的。
任何由网格模板区域定义的行或列但没有在网格模板行/网格模板列中定义尺寸,则由grid-auto-rows或grid-auto-columns属性来确定大小。
如果没有定义显式轨道,显式网格依然在每根轴线上包含一个网格线。
网格定位(grid-placement)属性中的数字索引从显式网格的边缘开始计算。如果从起始侧开始,索引为以1开始的正数。反之从结束侧开始,则为以-1开始的负数。
2. 轨道尺寸:grid-template-rows 和 grid-template-columns
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" alt="" />
这两个属性用来定义一组空格分开的轨道列表(track list),轨道列表本身使用网格线名称和轨道尺寸函数来定义。
轨道尺寸函数可以是具体的长度、相对于网格容器的百分比、按实际填充内容计算(如min-content)或者可用空间片段。
它还可以通过minmax(min,max)函数来指定一个长度范围,也就是介于min和max之间的一个尺寸,其中min/max参数同样可以使用前面提到的这些尺寸定义方式。
grid-template-columns属性指定网格列的轨道列表,而grid-template-rows属性指定网格行的轨道列表。
3. 命名区域:grid-template-areas属性
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" alt="" />
此属性指定命名网格区域,该区域与任何特定的网格项无关,但可在网格定位(grid-placement)属性中引用。
网格模板区域(grid-template-areas)属性也提供了一个可视化的网格结构,使网格容器的整体布局更容易被理解。
<string>+ 代表一系列字符串。
网格模板区域属性中每个单独的字符串(string)定义了一个行,而字符串中的每个单元(cell)定义了一个列。
浏览器使用最长匹配语义来把字符串解析为如下标记(token)列表:
1. 一串名称编码点(name code points),代表一个命名单元标记(named cell token),其名称由code points(即Unicode编码空间中的字符)组成。
2. 一串单个或多个".",代表一个空单元标记(null cell token)。
3. 一串空格(whitespace),代表不会生成任何标记。
4. 其它字符串,代表一个垃圾标记(trash token)。
4. 应用实例
上述描述严格但有点死板,我们还是用一个经典的响应式多列多行页面布局实例来进行说明:
[ CSS代码 ]
[ HTML代码 ]
<section id="page">
<header>Header</header>
<nav>Navigation</nav>
<main>Main area</main>
<footer>Footer</footer>
</section>
上述代码通过 grid-template-areas 定义了一个3行2列的弹性布局:
1. 相邻的2个head字符串,将生成一个名为head的网格区域,跨越2列;
2. nav、main和foot字符串分别生成与其同名的3个网格区域;
3. 4个点(....)连线生成一个空网格区域。
然后通过grid-template-rows定义了各行轨道高度,
第1、3行分别为50px和30px固定高度,第二行为弹性尺寸即可用空间减去固定尺寸后依据弹性因子按比例分配的长度,
在这里只有一个弹性尺寸,且弹性因子为1,表示占用所有剩余空间宽度(也就是:网格容器宽度 - 50px - 30px)。
通过grid-template-columns定义了各列轨道宽度。第1列为150px固定宽度,第2列占据水平方向的剩余空间。
你可以通过在线实例来自己测试下:http://wow.techbrood.com/fiddle/15975
【注意:网格布局相关规范仍处于Working Draft状态,所以请在浏览器中进行实际测试以鉴别其兼容性。】
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