1、什么事数组
我们知道变量用来存储数据,一个变量只能存储一个内容。假设你想存储10个人的姓名或者存储20个人的数学成绩,就需要10个或20个变量来存储,如果需要存储更多数据,那就会变的更麻烦。我们用数组解决问题,一个数组变量可以存放多个数据。好比一个团,团里有很多人,如下我们使用数组存储5个学生成绩。
数组是一个值的集合,每个值都有一个索引号,从0开始,每个索引都有一个相应的值,根据需要添加更多数值。
2、如何创建数组
使用数组之前首先要创建,而且需要把数组本身赋至一个变量。好比我们出游,要组团,并给团定个名字“云南之旅”。
创建数组语法:
var myarray=new Array();
我们创建数组的同时,还可以为数组指定长度,长度可任意指定。
var myarray= new Array(8); //创建数组,存储8个数据。
注意:
1.创建的新数组是空数组,没有值,如输出,则显示undefined。
2.虽然创建数组时,指定了长度,但实际上数组都是变长的,也就是说即使指定了长度为8,仍然可以将元素存储在规定长度以外。
3、数组赋值
数组创建好,接下来我们为数组赋值。我们把数组看似旅游团的大巴车,大巴车里有很多位置,每个位置都有一个号码,顾客要坐在哪个位置呢?
第一步:组个大巴车
第二步:按票对号入座
大巴车的1号座位是张三
大巴车的2号座位是李四
数组的表达方式:
第一步:创建数组var myarr=new Array();
第二步:给数组赋值
myarr[1]=" 张三";
myarr[2]=" 李四";
下面创建一个数组,用于存储5个人的数学成绩。
var myarray=new Array(); //创建一个新的空数组
myarray[0]=66; //存储第1个人的成绩
myarray[1]=80; //存储第2个人的成绩
myarray[2]=90; //存储第3个人的成绩
myarray[3]=77; //存储第4个人的成绩
myarray[4]=59; //存储第5个人的成绩
注意:数组每个值有一个索引号,从0开始。
我们还可以用简单的方法创建上面的数组和赋值:
第一种方法:
var myarray = new Array(66,80,90,77,59);//创建数组同时赋值
第二种方法:
var myarray = [66,80,90,77,59];//直接输入一个数组(称 “字面量数组”)
注意:数组存储的数据可以是任何类型(数字、字符、布尔值等)
4、向数组增加一个新元素
之前我们使用myarray变量存储了5个人的成绩,现在多出一个人的成绩,如何存储呢?
只需使用下一个未用的索引,任何时刻可以不断向数组增加新元素。
myarray[5]=88; //使用一个新索引,为数组增加一个新元素
5、使用数组元素
我们知道数组中的每个值有一个索引号,从0开始,如下图, myarray变量存储6个人的成绩:
要得到一个数组元素的值,只需引用数组变量并提供一个索引,如:
第一个人的成绩表示方法:myarray[0]
第三个人的成绩表示方法: myarray[2]
6、数组属性length
如果我们想知道数组的大小,只需引用数组的一个属性length。Length属性表示数组的长度,即数组中元素的个数。
语法:
myarray.length; //获得数组myarray的长度
注意:因为数组的索引总是由0开始,所以一个数组的上下限分别是:0和length-1。如数组的长度是5,数组的上下限分别是0和4。
var arr=[55,32,5,90,60,98,76,54];//包含8个数值的数组arr
document.write(arr.length); //显示数组长度8
document.write(arr[7]); //显示第8个元素的值54
同时,JavaScript数组的length属性是可变的,这一点需要特别注意。
arr.length=10; //增大数组的长度
document.write(arr.length); //数组长度已经变为10
数组随元素的增加,长度也会改变,如下:
var arr=[98,76,54,56,76]; // 包含5个数值的数组
document.write(arr.length); //显示数组的长度5
arr[15]=34; //增加元素,使用索引为15,赋值为34
alert(arr.length); //显示数组的长度16
7、二维数组
一维数组,我们看成一组盒子,每个盒子只能放一个内容。
一维数组的表示: myarray[ ]
二维数组,我们看成一组盒子,不过每个盒子里还可以放多个盒子。
二维数组的表示: myarray[ ][ ]
注意: 二维数组的两个维度的索引值也是从0开始,两个维度的最后一个索引值为长度-1。
(1). 二维数组的定义方法一
var myarr=new Array(); //先声明一维
for(var i=0;i<2;i++){ //一维长度为2
myarr[i]=new Array(); //再声明二维
for(var j=0;j<3;j++){ //二维长度为3
myarr[i][j]=i+j; // 赋值,每个数组元素的值为i+j
}
}
注意: 关于for 循环语句,请看第四章4-5 。
将上面二维数组,用表格的方式表示:
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" 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(2). 二维数组的定义方法二
var Myarr = [[0 , 1 , 2 ],[1 , 2 , 3, ]]
(3). 赋值
myarr[0][1]=5; //将5的值传入到数组中,覆盖原有值。
说明: myarr[0][1] ,0 表示表的行,1表示表的列。