第二章 jQuery数组和字符串

时间:2024-04-05 11:34:52

章节内容:

1、利用数组在列表中显示名字

(1)利用数组显示名字列表——join()方法

(2)从数组中获取名字并追加到有序列表——each()方法

(3)利用HTML元素创建数组和计算数组长度——get()方法

2.操作数组元素——map()方法

3、筛选数组元素,只显示所需要的数据——grep()方法

4、字符串数组和数值数组的排序——sort()方法

5、拆分数组——splice()方法

6、合并数组——concat()方法

7、把数值数组转换为字符传数组,并查找其子字符串——substr()方法

1、利用数组在列表中显示名字

(1)利用数组显示名字列表——join()方法

 <!DOCTYPE html>

 <html>

 <head>

         <title>Test</title>

         <meta charset="utf-8">

         <link rel="stylesheet" type="text/css" href="style.css">

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

         <script type="text/javascript">

                  $(document).ready(function(){

                          var members = ["小明","小红","小李","小花"];

                          $('p').text(members.join(','));                             //使用join方法以逗号(,)连接

                  });

         </script>

 </head>

 <body>

 <h3>数组:</h3>

 <p></p>

 </body>

 </html>

注意:join()只是数组对象的方法,不能用于字符串。

显示页面:

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SYl5eXuxgP34SM2p+uBMoilB2zVFF3DuMPe6ZggJwWd9nj6FF3d3f3o0fstq+bv1DJZv8R8endXPavXz57lZ7loSPiS/G7Gp/RThn6ca+/ze/wCeRSyRQaXwQhMK8yOcBQc0N0HkkAIhw6jc4Z8EtgTnacp57diYK6NjKZfM5Ww8ojooNCfHHliJl1IJ7OBcSQv1x02Gp55kc+wXRSO50rgJFvPlm4XcfzQBgWUik0waDATdT+8c42bf2gRx8IDeU5bwq6iO04XH19fX1VSbat1ir9Q8FVdV/r6+vrG5rau5kjLbaBAFw6kUgVgQgK8j498l4wUzf1CxVFYBajmzVgsRcYBlsrch7dio2Nj09IuBV66YSZ5soVS/6cMXv6rDkLNAx3B1yPSLhz+1Z8fExcQtbnth+sfC3o7SYy2ELkm0+rNV3C+DACAxwKhdYfESEw81NGclx0TGxsbGxM1MndW5RVNE6HRMTGxcbFx8eGBuqsmrvJ3icqJi42NjY2LuFpxicSXfAr9/FXGHufEFFlWqy71/mMmq4BPpH5XFryVS+voIR2Zt9JYE52nKeB0/mvFCGMoGEHdGy9IjooxLRg1+2GrlkVNfUNDQ0NDbUf070s9S1/UD5BHEKYx/7AO9k9fHiATyJ6Y56Hs/u9nC9A33ouvU3FAfuNHS48qm9vv3/e0dDSvYTwraoSsNuOmmw09orjjx6dQBxcdrTVXv+CRhrc71MtDeV13A88ejrsJVX4vUhDYEgk4NG6O75+ygz0dnY8cDT0is9mvc3uASHuzvsPeZ1/nvuZRGXyBKIfrCCC8IifQ/32Bd0vpgvg7z6BIlLNa+f9Xk8KW/oTgyAIBEEQBIUcWt7tAGfv0CaKAARBNq27pa4y5OS+qy/KGXwQFImEQhAa8dOof5cx9wkWkCJ9HTeZe2TVkgaVT0Ju8nVXvW3WDwrx38JlmJMd62lg7/ehgdBJIl2y32h9PKKDQnwZ7Kq+cuNet6OeXl5ex497OO/WXqNsdW5kn8hl9w1V1/rcLuwRQAPLJ6Cneo+BhsWxqBYagKIoDAoKEnzVlql4hCQ+un3NaNOmQ5efEGjfHlM+q8XNSMPYM3b0QAZgtib6mqvsOFPayYMHlk8g/fW1gxqGB1JqKX3ZzKf3kutKchLCLhw9uNfV53LK++ovH+4aGhnF5dV+zLh3zsvF3ulAQFj8i7yKtg4SDxgWDSAwPi/OXHO9f9JnJoB888k5jA+BtJZ8R11Np9MJFOGQGhmht3w85+LkEZvPEMIIDNTlPL7gfz2nspZAZoAQTCO1VuFIkv2g7hj7hIDdX167WG47cOV5BwMYXN/BHRUvj1rqW/jcamEACIqiMDcnwWf1Oq1Dx7z9/Py2rVE094jqpBBfhbhu0ba+Eh4VFx8fHx8feyNwh+aav87ea2ENzXRYxEq95LRRxyKjniaCkYE+IZDw2aX9aurGsbmNQhiFAe67OB/T7YZW1hbqSsssjoaUtDL6F6n6FZ8QGOgsebpLa+WRqHwmCA+q71CY3pi1U1PV0PsuF0JRFGXgP0X5u+3fbe/ofPRy1MMyXDsfEFEb37m4HHle2Qnw2R1fy57EhXg4O1ra2Hv4BRY19w5RA+R0P/S3Xb1hZ04TE0bQAT4hkJB+/7zDps0Wz6sGhW4CVvvT4IN6BjaPyjpEMAqD7Dc3XDepm5f0oigCtlS+DfR1Ph6SRPrV9ugvMbY+Qdye12HH9LbZ3y9s4YrgwT6hEJ/y5uaR5au23M5vFsEICnOyE7w3bDT2PH0xKCjIaP0y82MRnd2dzy65mFoHtlBZAoFAIBBwiVXn7fRHjJ8Y7SX7DdcbHbvVwQaHxE8IivbUvN67RWmbS2Q7E0BhmNNLqK4qCT5kpL7J5lVpMzAgPPoVn0ABLSXkoKratrRGFoyig31CYYB9y8Nw2hyNXAIbQVEe+cv1Mx4Xo5NeJj+IiY6KjYtPSEiIj7558oT3hatRiYmJiYmJj5KSCz99fpsUHRgUWkGgD25BIAx8/l4DDfPjMb0CGEUH+oSiKNJelrxLS9nE50FPXyCEwMCXN1EmmtqHg55ShRCMoDDIeR3irLHW5BOR1Vj0/MjuHQY790U9L2QKJblu1tj6RGl457ZD2+b4jRa6EEbRIT6hCEhtyNm7WdXQ5VoTVfAtHrc/Vd5B43B5V/do2x6PbCcSEk856tucqmomEEkkEonUVp3vZ20wUvwkKr7rpaKkFZH1VXwzhvgECykZkW4bdYwiMmqFECLiUWqzE7brG567ld5BJnZ1kPpbgb/gE0JvyD5gsFp33zW2uCQZ7BOKQF0lD81XzrE5/6yNJYIhEYNGY/FEnVXZUVcvBAQEBAQEXLx46cqVS+dPHbcy1FmlqKi382BWIx+BRVweb0hTEgF572O9VNVNwtJrxFc02CcUYHSkhhxctd74dkEbjKIoJGr5mOJsqjZrrnbAk3LxSWCQnX7NRW2F+umgiw6mWxzd/FOL6mk8CXdsjqVPsCA33k9zw6aQJ/l8EEGH+4SiIJf4wN9h7UbTOx/wov54nCqEETT84CZb78i2dnykh9kqNUOfE6fPnDnj7+9/0tNZf8Pqv4bFTyD9q6/Zyk32Zys7GeJMH+ITioKUupdO27SsPCPwDEFnRaq7pabKtn1XI+Mjbwb7nwouIvSKT/Vzn2BhbrzP6pUbLyeX9SU/2CcUBZkNST7bFbUcUyuJcN/6enxmb1c7oY+mordPwwM8TY1NnA77PXpT1M0WIQg8LB5HuJ1lJ3dq6+27UtbXYhjiEwzymz882KGqYns6kcoHe6rfnd1vbWy+bbXytgtPy8VHcGltt30tFOfO2bjV/JBPcOEXwlisdTyG33vlkiqO22zfbHsyD0cWP2/DfUJhsK3o/g7NlWaeUQQ6PTvOU3ene25lQ2tr6wVbdevjUQ248jO71PT/OhAQeOny5UtBQUGX/L0N1ilZDYmfQG7ls8A1y1aee1hE7ev6HeYTCgM9987YrFbfcSuz4lNKiImWmq7JLjcP78sh12/cvFvZ/u1u/cQnBOZ2fj7pZKDreKG8vzd8mE8oAnSX318zb6HN+Qed3R3lhbm5ubl538nPynjq42ikrbXZ2e9i/MNnr95k5ebm5ubm5BWWEunc/tRgEefDvTNbtfRCXlQz+xZPH+ITisACWkv4Yf0VapbJRfUvgl0t7TzvPoix1DA5//ATn91b/zkn4tJp/TWL/vhj5YXETFwnjQ+AKAqx6RQyif6zIan/gLFb35dXlxluaGh+LjGXxP5Wq4/gE4oC7M4IL/P1f7kXd/S+u+23Ukl5u7m1rZ2dmuIiS6+Ygqz79lu2hCQX0NlcLpfD5XLpraUnLTeL4ycBm1xeVNTUwxIy8cH7ddcbHf3YRAX6erKH+4SiaPPHu8Yaqsei0smkpg/Z794XlX9taiX3kPC4hg4aX3zMj3wiNlbmfKjlQrya1EB9Hf2glEpmf5NquE8oisKsEztVtSxP5JQVBPm4DsbN5ZDd6vnzlNS3OrsdPSLG1dXV1dXz1NXPrVQhk1xa/BFH5PN7mwNsDXTtz5R3fh+kGuoTiqKIqP5dzFa1zWfvf6j5+Ca/5EtjVbatpsnZW2kpUaf/MjI2t3Iw1lyrqGzygQiICyZYxCpIjjh9+X4rhf8TTX6ZsfMJpOJL09Kz64ns78UqzK96Frhdc0N07nefYBAg1pfllVQz+ey8xBM6+hYnAq5cu3btRmjUi5yC6x42OiZH3lZ19d9ZUXfdRcdtlmfutrBE7UW37I123HpbK+CzqrKfvihsEgwIPcQ+mbtdaxngE5fW8Sk/uwZPovV2ttRXvU5ODA0JOHPS18PdN7WcAMEwDMM8RssRI01jjxiO+H9YXAdBCX7mGnYXmij0nsbilykvm5kDC0jep0feC2YM9glFWioLCkq+dtMoeFztEMo+pNmqath4xNR9rRu4HddIYPEE+IJ75vqWkXmNIi614PmTV/m1A4dWWIQyjyE+oQiP1laUl1/bSoNgCEEgCv69tYbJ2TsZyTGXL16/k1de8fDCfvU1xsW9fXeI13nnrIOW1fnKdom18cYwfoJBAABE4t4yDr2XTCJRqe0Z15211qrFFpC/j98hCAyCIAyjMA9X+Pze07edVAabzaZTyOXpUbpqm46EZxHZAAJDQj6fzxew2z6fstKzvfCojQO8D9u3XtU08wsRhmFQyPv23CE8KqmL3EshVL7cv0XJwj2MMGDUH4FAEQiCQm7hw4v7HOxt7W1t7R09TgRcuxYade/x6/T09PT0lKQYXaUl682PpLwSb0h/m1fYTe900V5u4nufzAYgkVAgEBdNMI/R09FFYlA7nl1xmD1zy6uv9EGZBg7rMERgoYAvEAh6CKX7NTcdvJwxQt5B3JzIQ0ra+9/hKAgMCXk8IQCiKIoIOWRSF6mH0lycbLVx0cYjkQOHQWEYFn1PDfnm04NiGo1CY/MBgPP2xlHVlRuTStt6KVQqjdpW+87DRtf0+B08/Z9f3w1Mg8f8mBwZcPbsxfN+VlvWqm00T6uljjDkj8BCLoNKo4uXJMd/SjlmrbfTJaCwqVcIglR8ZdqjuKjo6NCL3jt1dDyiMnsEzBgXQwO7c7ieQY8Xq6vydtBp//OBJ47sWq242C3kKW1Y4IlAQFXmvSsh4amZeaUV1biGxoKnNx0tTU3NzMzMzExNjdcoK61cr2lsampmZmZqaubgHVRckmakrh/0opo78NIRbv6TsBMn/S8GnrPVW7tYfd+nrp/UHSC9I+1OTHRMzM3r/rprtI9H5Y1wDLcr3svY2DMBTxuYwwhArrgWcMr/QoDnIVulRQvtAp/++M0JpLclz1J12+kHJX25C9a8DDXTWu1w7EJoWER42A1/r72mxjsCHheLu/8kwu/wCRKyc++c3WVhYmxsYmGzLzj+ZRcb+GnToi7r9jFX7+eF1SwhBMMgqfKVz15TvS26ulv07A6dyKjq4HHw5/Zb+UVmDGn0cslfzx/cYWy43cTEYp/XxZzyphG/UYZAAI/HA0AQgmEYBhmddZlpz5L7eJaSkpLy/d+0rMKytBtWe7yzv1IGy8l/He63Y9t2Q2MTC9t9N5/k0H72vSGQVHX+oJmunp6egaG187n0srbhl8YlVQY6WV1PKaEPOhsMUio9HMy3bzc0Nbd28bmcXdb448QQBrHCz9E14nV1/xaAQy5+fTfo0uXg4JCQ4OCr127eTc5sIo787tDf43f4hMAQl0ZqbsThcLgmfAed80ujjwCX1tlJ5n1reiCggNXa9LWmprq6uqaZQBRACCJkVJSWNJIY0GBdYFBAJDTicDgcrrmzlwn+rRfWhsMhN5VU4thDCwSETupoqsfhcLhGQgdb8AvdOSCvA4+rrq6urqltbu8RjnAzERG3u7qkrJPKHboPFnTiG3G4+obGFiKFJRr1p4EAt62ZQKJxB21FIC77GxwuTyRBlcSJ/h9+3xeBIQj6bZ8FhmFIskOno/Htp/2exCTJ/2WfMP55YD5hSBLMJwxJgvmEIUkwnzAkCeYThiTBfMKQJJhPGJIE8wlDkmA+YUgSzCcMSYL5hCFJ/o5PLS0tGRkZJBKJSqVSMDAGQKVSxT41NTX9kk9MJhOPx2dkZJSVlWVjYAyjoKAgLS2tubmZTqcLBILRfAIAgMVitbW1vXr1KiYmJjo6OjIyMhwDIzw8PDw8MjIyOjo6JiYmNja2tbWVyWQKhUIIgn7ok0gk4nA4RCKxoaGhtLQ0Ly8vKyvrzZs3GRkZ6Rj/YjIyMt68eZOZmZmXl1dSUoLD4To7O9lsNgAAMAyP7BMMwyAI8vl8CoXS3t5eX19fVVX1+fPn0tLSEox/PaWlpaWlpZWVlfX19e3t7RQKhcfjiUSiH/qEIIi4iGKz2VQqlUQitbW14fH4ZgyM5ubm5mY8Hk8gEIhEIpVKZbFYAABAEPRDn/qVEgqFfD6fw+EwmUxG33KXNIx/N3Q6ncFgMJlMDofD4/HEkRMy+G3soV0+fqoAAABPSURBVD71KwWCIAAAwj4EGP96+mUAAEAkEoEgKF6y4Sc+iZUST5qFBgBi/LvpN6FvQvUIsylG9gntWy0EA+NHjKjND33CwPgbYD5hSJL/B+IND/Kk3wMdAAAAAElFTkSuQmCC" alt="" />

纵向显示名字列表(只修改一行jQuery代码,其余不变)

$('p').html(members.join("<br/>"));                                       //插入html元素,注意这里是html()方法,而不是text()方法

显示效果:

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

(2)从数组中获取名字并追加到有序列表——each()方法

全部代码如下:

 <!DOCTYPE html>

 <html>

 <head>

         <title>Test</title>

         <meta charset="utf-8">

         <link rel="stylesheet" type="text/css" href="style.css">

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

         <script type="text/javascript">

                  $(document).ready(function(){

                          var members = ["小明","小红","小李","小花"];

                          $('p').text(members.join(','));                             //使用join方法以逗号(,)连接

                  });

         </script>

 </head>

 <body>

 <h3>数组:</h3>

 <p></p>

 </body>

 </html>

以上代码把HTML页面中id为list元素的(有序列表元素)分配到变量memlist。也就是说,memlist引用了HTML文件中的ol元素。定义名为member的数组,并将5个名字存储到数组中,然后利用each()方法提取数组中的每个元素(名字)并追加到ol元素。

显示效果:

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

(3)利用HTML元素创建数组和计算数组长度——get()方法

<!DOCTYPE html>

<html>

<head>

<title>Test</title>

<meta charset="utf-8">

<link rel="stylesheet" type="text/css" href="style.css">

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

<script type="text/javascript">

$(document).ready(function(){

var names = $("li").get();                                  //使用get()方法提取所有的li元素中的文本

$("p").text("数组长度:" + names.length);

});

</script>

</head>

<body>

<p></p>

<ul>

<li>小明</li>

<li>小红</li>

<li>小李</li>

<li>小花</li>

</ul>

</body>

</html>

显示效果:

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

2.操作数组元素——map()方法

 <!DOCTYPE html>
<html>
<head>
<title>Test</title>
<meta charset="utf-8">
<link rel="stylesheet" type="text/css" href="style.css">
<script type="text/javascript" src="jquery.js"></script>
<script type="text/javascript"> $(document).ready(function(){ var names = $("li").get(); //使用get()方法提取所有的li元素中的文本 $("p").text("数组长度:" + names.length);
});
</script>
</head>
<body>
<p></p>
<ul>
<li>小明</li>
<li>小红</li>
<li>小李</li>
<li>小花</li>
</ul>
</body>
</html>

Map()方法迭代数组的每个元素,并为每个数组元素分别调用一次回调函数,可以把返回的元素分配到一个数组(当然也可以分配到同一个数组,如上代码所示)。map()方法代码:

map(Array,callback);

此处的回调函数包含对数组元素执行处理任务的语句。以上代码想连同序号一起显示存储在数组的名字。定义members数组,包含想要显示的名字。接着把数组传到map()方法。Map()方法中的回调函数包含两个参数,其中n指向传递到map方法中的数组的元素,i表示元素的索引值(从零开始计数)。

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" alt="" />

3、筛选数组元素,只显示所需要的数据——grep()方法

问题:一个数组包含了一些名字,为了只看到需要的名字,需要筛选数组元素。例如:只希望看到长度超过3个字符的名字。

<!DOCTYPE html>
<html>
<head>
<title>Test</title>
<meta charset="utf-8">
<link rel="stylesheet" type="text/css" href="style.css">
<script type="text/javascript" src="jquery.js"></script>
<script type="text/javascript">
$(document).ready(function(){
var members = ["小明","欧阳小红","小李","上官小花"];
$("p.allmem").html(members.join("<br/>"));
members = $.grep(members,function(v){ //使用grep()方法返回符合字符串长度大于3的元素到members数组中;
return v.length > 3;
});
$("p.selected").html(members.join("<br/>"));
});
</script>
</head>
<body>
<h3>显示所有的数组元素:</h3>
<p class="allmem"></p>
<h3>显示只希望显示的数组元素</h3>
<p class="selected"></p>
</body>
</html>

显示效果:

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" alt="" />

grep()方法对数组进行筛选。这个方法分析数组的所有元素,为每个元素分别调用回调函数。在回调函数中编写语句,把不想要的元素过滤掉,这就是说,回调函数只返回被过滤的数组中符合需求的元素。grep()方法的语法:

grep(array,callback,boolean);

Ÿ   array是原始数组,grep对原始数组进行筛选;

Ÿ   callback是回调函数,执行筛选任务,返回构成过滤数组的元素。回调函数有两个默认的参数,第一个是数组元素,第二个是数组索引值(这里和map()方法一样)。

Ÿ   boolean值通常省略。如果指定该参数为false(默认值),则没有任何效果,如果设置为true,那么回调函数的运算则是逆向的。也就是说,它将返回与回调函数中提供的条件语句不匹配的值。

4、字符串数组和数值数组的排序——sort()方法

<!DOCTYPE html>
<html>
<head>
<title>Test</title>
<meta charset="utf-8">
<link rel="stylesheet" type="text/css" href="style.css">
<script type="text/javascript" src="jquery.js"></script>
<script type="text/javascript">
$(document).ready(function(){
var members = ["John","Ben","Damon","Ian"];
$("p.allmem").html(members.join("<br/>"));
members = members.sort(); //调用数组的sort方法对members数组进行排序,返回到原数组中
$("p.sorted").html(members.join("<br/>"));
});
</script>
</head>
<body>
<h3>显示所有的数组元素:</h3>
<p class="allmem"></p>
<h3>显示排序后的数组:</h3>
<p class="sorted"></p>
</body>
</html>

显示效果:

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" alt="" width="205" height="278" />

显然是按字母顺序为字符串数组排序(由小到大)。

Sort()方法基于ASCII码为元素进行排序,所以sort()方法不能为数值排序,因为它会认为3大于10(3的ASCII值大于10的ASCII值)。为了正确地对数值排序,需要为sort()方法重新定义一个比较函数。如果定义了比较函数,将把数组中的一对值发送到函数进行比较,然后返回以下3个值的任何一个:小于0(表示第一个数小于第二个数,此时第二个数靠后排)、等于0(表示两个数大小相等)、大于0(表示第一个数大于第二个数,此时第一数靠后排);

对数组排序代码(从小到大排序):

<!DOCTYPE html>
<html>
<head>
<title>Test</title>
<meta charset="utf-8">
<link rel="stylesheet" type="text/css" href="style.css">
<script type="text/javascript" src="jquery.js"></script>
<script type="text/javascript">
$(document).ready(function(){
var members = [100,56,23,45,72];
$("p.allmem").html(members.join("<br/>"));
members = members.sort(function(a,b){
return a-b;
});
$("p.sorted").html(members.join("<br/>"));
});
</script>
</head>
<body>
<h3>显示所有的数组元素:</h3>
<p class="allmem"></p>
<h3>显示排序后的数组:</h3>
<p class="sorted"></p>
</body>
</html>

注意:如果要从大到小排序只需将a-b改为b-a,即用后一个数减前一个数。

5、拆分数组——splice()方法

使用splice()方法有两个参数,第一个参数指定索引位置,即从哪里开始分拆,第二个参数指定从原始数组中删除多少个元素。从原来的数组提取并返回这两个参数所定义范围的数组元素,可以在另一个数组中保留返回的数组元素。总之,删除并返回数组的一部分(由发送到splice的两个参数所定义),其余部分留在原来的数组中。

 <!DOCTYPE html>
<html>
<head>
<title>Test</title>
<meta charset="utf-8">
<link rel="stylesheet" type="text/css" href="style.css">
<script type="text/javascript" src="jquery.js"></script>
<script type="text/javascript">
$(document).ready(function(){
var members = [0,1,2,3,4,5,6,7,8,9];
$("p.allmem").text(members.join(","));
var memsecond = members.splice(0,3);
$("p.splicing").text(memsecond.join(","));
$("p.spliced").text(members.join(","));
});
</script>
</head>
<body>
<h3>显示所有的数组元素:</h3>
<p class="allmem"></p>
<h3>显示分拆后的数组:</h3>
<p class="splicing"></p>
<h3>显示分拆后的原数组:</h3>
<p class="spliced"></p>
</body>
</html>

显示效果:

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

6、合并数组——concat()方法

 <!DOCTYPE html>
<html>
<head>
<title>Test</title>
<meta charset="utf-8">
<link rel="stylesheet" type="text/css" href="style.css">
<script type="text/javascript" src="jquery.js"></script>
<script type="text/javascript">
$(document).ready(function(){
var first = [0,1,2,3,4,5,6,7,8,9];
$("p.first").text(first.join(","));
var second = [10,11,12,13,14,15,16,17,18,19];
$("p.second").text(second.join(","));
var allmem = first.concat(second);
$("p.allmem").text(allmem.join(","));
});
</script>
</head>
<body>
<h3>第一个数组:</h3>
<p class="first"></p>
<h3>第一个数组:</h3>
<p class="second"></p>
<h3>合并后的数组:</h3>
<p class="allmem"></p>
</body>
</html>

显示效果:

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*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" alt="" />

7、把数值数组转换为字符传数组,并查找其子字符串——substr()方法

假设有一个数值数组,请将它转化为字符串数组,以便于使用substr()方法获取子字符串。

 <!DOCTYPE html>
<html>
<head>
<title>Test</title>
<meta charset="utf-8">
<link rel="stylesheet" type="text/css" href="style.css">
<script type="text/javascript" src="jquery.js"></script>
<script type="text/javascript">
$(document).ready(function(){
var origarr = [0,1,2,3,4,5,6,7,8,9];
$("p.origarr").text(origarr.join(","));
var arrstring = origarr.join(""); //将数值数组转化为字符串数组
$("p.arrstring").text(arrstring);
var partstirng = arrstring.substr(0,3); //使用substr方法截取部分字符串
$("p.partstirng").text(partstirng);
});
</script>
</head>
<body>
<h3>原始数值数组:</h3>
<p class="origarr"></p>
<h3>转换为字符串后的数组:</h3>
<p class="arrstring"></p>
<h3>获取部分数组元素:</h3>
<p class="partstirng"></p>
</body>
</html>

显示效果:

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" 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