CSS3 网格布局(grid layout)基础知识 - 隐式网格自己主动布局(grid-auto-rows/grid-auto-columns/grid-auto-flow)

时间:2021-03-19 20:53:36

网格模板(grid-template)属性及其普通写法(longhands)定义了一个固定数量的轨道。构成显式网格。

当网格项目定位在这些界限之外。网格容器通过添加隐式网格线生成隐式网格轨道。

这些隐含的和显式的网格线一起构成隐式网格(implicit grid)。

隐式网格轨道的尺寸由网格自己主动行(grid-auto-rows)和网格自己主动列(grid-auto-columns)属性来确定。

网格自己主动流(grid-auto-flow)属性用来控制无明白位置的网格项的自己主动定位(auto-placement),

一旦显式网格被填满(或者假设没有显式的网格),auto-placement也将导致隐式网格轨道的生成。

自己主动生成行和列的尺寸:grid-auto-rows 和 grid-auto-columns 属性

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*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*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" alt="" />
假设一个网格项被放到一个未明白定义尺寸的行或列中,隐式网格轨道将被创建来容纳它。
这在两种情况下会发生:通过显式定位到一个超出范围的行或列中,或是由自己主动定位算法创建额外的行或列。
网格自己主动列和网格自己主动行属性用来指定这种隐式创建的轨道的大小。
我们仍然通过实例来学习这个属性的使用方法:
#grid {
display: grid;
grid-template-columns: 20px;
grid-template-rows: 20px }
#A { grid-column: 1; grid-row: 1; }
#B { grid-column: 5; grid-row: 1 / span 2; }
#C { grid-column: 1 / span 2; grid-row: 2; }

<div id="grid">
<div id="A">A</div>
<div id="B">B</div>
<div id="C">C</div>
</div>

假设一个网格项被放到一个未明白定义尺寸的行或列中,隐式网格轨道将被创建来容纳它。 
这在两种情况下会发生:通过显式定位到一个超出范围的行或列中,或是由自己主动定位算法创建额外的行或列。 
网格自己主动列和网格自己主动行属性用来指定这种隐式创建的轨道的大小。

上面这个样例演示了隐式网格轨道的使用。

本例*创建了2行5列。当中显式声明的仅仅有第1行/第1列,除此之外有1个隐含行和4个隐含列。

网格项B位于网格线5,这将自己主动创建4个隐式网格列,可是因为列3和4中没有不论什么网格项,所以其宽度塌缩为0。
你能够通过在线实例自己測试下。(请使用Chrome打开)
注意:因为网格布局是制定中的W3规范。所以浏览器尚未全然支持,眼下Chrome已支持。

自己主动布局:网格自己主动流(grid-auto-flow)属性

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" alt="" />
未明白指定位置的网格项将通过自己主动定位算法来自己主动放置到网格容器的未占用空间中。 
网格自己主动流就是用来控制自己主动布局算法怎样工作的。指定怎样把自己主动布局的网格项放进网格中。
row
自己主动布局算法把网格项按顺序填充到每一行。必要时加入新行。

这是grid-auto-flow的缺省值。

column
自己主动布局算法把网格项按顺序填充到每一列。必要时加入新列。

dense
假设指定了dense,将使用“密集”填充算法。它试图把排在后面的体积小的网格项填充到“大个头”网格留下的空隙中,就像我们在汽车后备箱塞物品一样。

这有可能会导致填充顺序和代码顺序不同。
假设未指定,则将使用“稀疏”填充算法。仅仅是按顺序摆放,不回溯填空。

这能够确保全部网格项保持原有的代码序,但有可能会出现页面空间浪费。

相同的我们通过在线实例来学习。

当中代码凝视已经讲得非常清楚,这里不再反复。