flex 实例 豆瓣手机端布局实现

0、最终成品

aaarticlea/png;base64,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" alt="" />

1、头部布局实现

    <div class="module-header">
        <div class="m-left" style="background:red">
            <div class="1">豆瓣</div>
            <div class="2">搜索</div>
        </div>
        <div class="m-right" style="background:royalblue">
            <div class="1">打开APP</div>
        </div>
    </div>

1：设置module-header为弹性容器，可采用两端对齐或把m-left设置为主轴起点边缘对齐、把m-right设置为主轴终点边缘对齐

2：左、右两边可能存在多项，那么在把它们两块设置为弹性容器

3：考虑到弹性项目大小可能不一样，可设置为垂直居中。

.module-header {
    display: flex;
    flex-direction: row;
    align-content: center;
    padding: .5rem;
}
.module-header .m-left {
    display: flex;
    flex:;
    justify-content: flex-start;
}
.module-header .m-right {
    display: flex;
    flex:;
    justify-content: flex-end;
}

2、多行双排并列

主轴 设置为多行，水平方向两端对齐

<div class="module-column-two quick-nav">
        <div class="m-item"><a href="#">影院热映</a></div>
        <div class="m-item"><a href="#">欧美新碟榜</a></div>
        <div class="m-item"><a href="#">豆瓣时间</a></div>
        <div class="m-item"><a href="#">使用豆瓣App</a></div>
</div>

.module-column-two {
    display: flex;
    flex-direction: row;
    flex-wrap: wrap;
    background: #fff;
    padding: .5rem;
    justify-content: space-between;
}

.module-column-two .m-item {
    margin: .5rem 0;
    flex:0 0 calc(100% / 2 - .5rem);
}

3、单排 1 vs 多

<div class="module-1v2">
    <div class="m-item-1"><img src="../i.png"></div>
    <div class="m-item-child">
        <div class="module-flex-1"><img src="../i.png"</div>
        <div class="module-flex-1"><img src="../i.png"</div>
    </div>
</div>

.module-1v2 {
    display: flex;
    flex-direction: row;
}

.module-1v2 .m-item-1 {
    flex:;
}

.module-1v2 .m-item-child {
    display: flex;
    flex:;
    flex-direction: column;
}

4、图文排序

<div class="module-txt">
    <div class="m-item-t">
        <div class="flex-1" style="background: gold">标题</div>
        <div class="flex-1" style="background: rebeccapurple">内容</div>
        <div class="flex-1" style="background: gold">时间</div>
    </div>
    <div class="m-item-p">
        <img src="../i.png">
    </div>
</div>

.module-txt {
    display: flex;
    flex-direction: row;
}

.module-txt .m-item-t {
    flex:;
    display: flex;
    flex-direction: column;
    justify-content: space-between;
}

.module-txt .m-item-p {
    flex:;
}

样本：http://tpl.zhuamimi.cn/%E6%89%8B%E6%9C%BA%E7%AB%AF%E9%A1%B5%E9%9D%A2-Flexbox/flex%E7%BB%83%E4%B9%A0-%E8%B1%86%E7%93%A3%E9%A6%96%E9%A1%B5/

源码下载：链接：https://pan.baidu.com/s/1Y6cu5R9BgVf5omAEgyZLVw
提取码：44nt
复制这段内容后打开百度网盘手机App，操作更方便哦