<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<title></title>
<style type="text/css">
.content{margin:10px;}
</style>
</head>
<body>
<div>
<div class="content" style="float:left;">
<select id="select1" multiple="multiple" style="width: 120px;height: 160px;">
<option value="1">选项1</option>
<option value="2">选项2</option>
<option value="3">选项3</option>
<option value="4">选项4</option>
<option value="5">选项5</option>
<option value="6">选项6</option>
<option value="7">选项7</option>
<option value="8">选项8</option>
</select>
<div>
<span id="add">选中添加到右边>></span><br/>
<span id="add_all">全部添加到右边>></span>
</div>
</div>
<div class="content" style="float:left;">
<select id="select2" multiple="multiple" style="width: 120px;height: 160px;">
</select>
<div>
<span id="remove">选中删除到左边<<</span><br />
<span id="remove_all">全部删除到左边<<</span>
</div>
</div>
<div style="clear:both"></div>
<div>上一个div的作用,是不允许和上面的两个浮动元素同一行</div>
</div>
<script src="Scripts/jquery-1.4.1.js" type="text/javascript"></script>
<script type="text/javascript">
$("#add").click(function () {
var $option = $("#select1 option:selected");
var $remove = $option.remove();
$remove.appendTo("#select2");
//option排序
$("#select2 :nth-child(all)").sort(function (a, b) {
var aText = $(a).text().toUpperCase();
var bText = $(b).text().toUpperCase();
if (aText > bText) return 1;
if (aText < bText) return -1;
return 0;
}).appendTo("#select2");
});
$("#add_all").click(function () {
var $option = $("#select1 :nth-child(all)");
var $option1 = $option.attr("selected", true);
$option.appendTo("#select2");
});
$("#remove").click(function () {
var $option = $("#select2 option:selected");
var $remove = $option.remove();
$remove.appendTo("#select1");
});
$("#remove_all").click(function () {
var $option = $("#select2 :nth-child(all)");
var $option1 = $option.attr("selected", true);
$option.appendTo("#select1");
});
</script>
</body>
</html>
![](data:image/png;base64,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)