jQuery系列（二）：jQuery的选择器

css中的选择器有：

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

下面介绍一下jQuery选择器。

jQuery选择器是jQuery强大的体现，它提供了一组方法，让我们更加方便的获取到页面中的元素，

1、jQuery的基本选择器

代码如下：

<!DOCTYPE html>

<html lang="en">

<head>

    <meta charset="UTF-8">

    <title></title>

</head>

<body>

<div></div>

<div id="box"></div>

<div class="box"></div>

<div class="box"></div>

<div></div>

<script type="text/javascript" src="jquery-3.3.1.min.js"></script>

<script type="text/javascript">

    //入口函数

    $(function(){

        //三种方式获取jquery对象

        let jqBox1 = $("#box");

        let jqBox2 = $(".box");

        let jqBox3 = $('div');

        //操作标签选择器

        jqBox3.css('width', '100');

        jqBox3.css('height', 100);

        jqBox3.css('background-color', 'red');

        jqBox3.css('margin-top', 10);

        //操作类选择器(隐式迭代，不用一个一个设置)

        jqBox2.css("background", "green");

        jqBox2.text('哈哈哈');

        //操作id选择器

        jqBox1.css("background", "yellow");

    })

</script>

</body>

</html>

效果如下：

2、层级选择器

代码如下：

<!DOCTYPE html>

<html>

<head lang="en">

    <meta charset="UTF-8">

    <title></title>

    <script src="jquery-3.3.1.min.js"></script>

    <script>

        $(function () {

            //获取ul中的li设置为粉色

            //后代：儿孙重孙曾孙玄孙....

            let jqLi = $("ul li");

            jqLi.css("margin", 5);

            jqLi.css("background", "pink");

            //子代：亲儿子

            let jqOtherLi = $("ul>li");

            jqOtherLi.css("background", "red");

        });

    </script>

</head>

<body>

<ul>

    <li>111</li>

    <li>222</li>

    <li>333</li>

    <ol>

        <li>aaa</li>

        <li>bbb</li>

        <li>ccc</li>

    </ol>

</ul>

</body>

</html>

效果如下：

3、基本过滤选择器

代码如下：

<!DOCTYPE html>

<html>

<head>

    <meta charset="UTF-8">

    <title>基本过滤选择器</title>

</head>

<body>

<ul>

    <li>哈哈哈哈，基本过滤选择器</li>

    <li>嘿嘿嘿</li>

    <li>天王盖地虎</li>

    <li>小鸡炖蘑菇</li>

</ul>

</body>

<script src="jquery-3.3.1.min.js"></script>

<script type="text/javascript">

    $(function () {

        //获取第一个 :first ,获取最后一个 :last

        //奇数

        $('li:odd').css('color', 'red');

        //偶数

        $('li:even').css('color', 'green');

        //选中索引值为1的元素 *

        $('li:eq(1)').css('font-size', '30px');

        //大于索引值1

        $('li:gt(1)').css('font-size', '50px');

        //小于索引值1

        $('li:lt(1)').css('font-size', '12px');

    })

</script>

</html>

效果如下：

4、属性选择器

代码如下：

<!DOCTYPE html>

<html>

<head>

    <meta charset="UTF-8">

    <title></title>

</head>

<body>

<div id="box">

    <h2 class="title">属性元素器</h2>

    <!--<p class="p1">我是一个段落</p>-->

    <ul>

        <li id="li1">分手应该体面</li>

        <li class="what" id="li2">分手应该体面</li>

        <li class="what">分手应该体面</li>

        <li class="heihei">分手应该体面</li>

    </ul>

    <form action="" method="post">

        <input name="username" type='text' value="1" checked="checked"/>

        <input name="username1111" type='text' value="1"/>

        <input name="username2222" type='text' value="1"/>

        <input name="username3333" type='text' value="1"/>

        <button class="btn-default">按钮1</button>

        <button class="btn-info">按钮1</button>

        <button class="btn-success">按钮1</button>

        <button class="btn-danger">按钮1</button>

    </form>

</div>

</body>

<script src="jquery-3.3.1.min.js"></script>

<script type="text/javascript">

    $(function () {

        //标签名[属性名] 查找所有含有id属性的该标签名的元素

        $('li[id]').css('color', 'red');

        //匹配给定的属性是what值得元素

        $('li[class=what]').css('font-size', '30px');

        //[attr!=value] 匹配所有不含有指定的属性，或者属性不等于特定值的元素

        $('li[class!=what]').css('font-size', '50px');

        //匹配给定的属性是以某些值开始的元素

        $('input[name^=username]').css('background', 'gray');

        //匹配给定的属性是以某些值结尾的元素

        $('input[name$=222]').css('background', 'greenyellow');

        //匹配给定的属性是以包含某些值的元素

        $('button[class*=btn]').css('background', 'red')

    })

</script>

</html>

效果如下：

5、筛选选择器

代码如下：

<!DOCTYPE html>

<html>

<head>

    <meta charset="UTF-8">

    <title></title>

</head>

<body>

<div id="box">

    <p class="p1">

        <span>我是第一个span标签</span>

        <span>我是第二个span标签</span>

        <span>我是第三个span标签</span>

    </p>

    <button>按钮</button>

</div>

<ul>

    <li class="list">2</li>

    <li>3</li>

    <li>4</li>

    <li>5</li>

</ul>

</body>

<script src="jquery-3.3.1.min.js"></script>

<script type="text/javascript">

    //获取第n个元素 数值从0开始

    $('span').eq(1).css('color', '#FF0000');

    //获取第一个元素 :first :last    点语法  ：get方法 和set方法

    $('span').last().css('color', 'greenyellow');

    $('span').first().css('color', 'greenyellow');

    //查找span标签的父元素（亲的）

    $('span').parent('.p1').css({"width": '200px', 'height': '200px', "background": 'red'});

    //选择所有的兄弟元素（不包括自己）

    $('.list').siblings('li').css('color', 'red');

    //查找所有的后代元素

    $('div').find('button').css('background', 'yellow');

    //不写参数代表获取所有子元素。

    $('ul').children().css("background", "green");

    $('ul').children("li").css("margin-top", 10);

</script>

</html>

效果如下：

jQuery的基本选择器差不多就以上这些了。

巴特西

jQuery系列（二）：jQuery的选择器

最新文章

热门文章