简介

数组可用用于存储存储多个数据,Java的数组要求所有的数组元素具有一种相同的数据类型。一旦数组初始化完成,数组在内存中的空间被固定下来,长度不可改变,即使把数组的元素清空,所占用的空间依然被保留。

生活案例:博物架
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" alt="" width="534" height="298" />
每一个物品架都是相同类型的物品,长度不变,即使把物品下架,物品架依然不会改变。
 

定义数组

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" 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使用数组4步走:

1、声明数组

Java中支持两种格式的数组定义格式:
类型[] 变量名;
类型 变量名[];

例:

int[] a;
int b[]; //两种方法都行,不过建议使用第一种。

声明数组也就相当于上面例子中购买了一个定制的物品架(数组)到博物馆中,但是还没有确定物品架的大小(数组的大小),也还没有往物品架上放东西(数组元素)。

2、分配空间

 分配空间也就是对数组进行初始化,初始化分为两种方式:

第一种:静态初始化

静态初始化的语法格式如下:
数据类型[] 变量名 = new 数据类型[]{数据1, 数据2,数据3,......};

例:

int[] a = new int[]{4,2,64,12,3};  //将这些数存放在数组中,数组的大小(长度)为花括号中元素的数量,该例子中大小为5
String[] b = new String[]{"张三", "李四", "王五"}; //所有数据的类型必须为定义的数据类型
int[] c = {2,5,7}; //也可以使用这样的简写方式
这就如同购买一个定制的物品架回来,同时将展示品放到物品架中一起购买回来,而物品架的大小就有多少物品就就有多大。

第二种:动态初始化

动态初始化是只指定数组的大小,由系统为每个元素指定初始值得一种方式。语法格式如下:

数据类型[] 变量名 = new 数据类型[大小];

在这个格式中, 需要为其指定一个整数类型的数组大小,指定后,将确定数据的长度,数组能够存放多少元素。同时为所有元素指定一个默认初始值。

例:

int[]  a = new int[5];  //定义一个数组,长度为5,也就是说,能够存放5个int类型的数据,同时,默认5个值初始化为0

初始化时默认值按以下规定设置:

  • byte,short,int、long默认为0;
  • float、double默认为0.0;
  • char默认为'\u0000';
  • boolean默认为false;
  • 其他引用类型默认为null;

3、赋值

 尽管你已经初始化好了数组,但是我们还是可以通过通过赋值的方式改变里面的数据。那么已经初始化好了数组,确定了数组的大小,我们该如何为没一个数组元素赋值呢?
数组中还有一个下标的概念,数组初始化的时候,会为每个元素分配一个下标,就和物品展示架上的编号一样,我们可以通过下标为每个元素重新赋值。
数组的下标从0开始,也就是说,第一个元素的下标为0,至于为什么要从0开始,我们后面再探讨一下,我们先看看赋值的例子:
int[]  a = new int[3];  //定义一个长度为3的int类型数组,里面3个元素值已默认为0;
a[0] = 4; //设置第一个元素值为4
a[1] = 5; //设置第二个元素值为5
a[2] = 7; //设置第三个元素值为7

aaarticlea/png;base64,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" alt="" width="159" height="98" />

为什么数组下标从0开始?

首先我们需要知道的是,程序是在电脑内存中运行的,当我们的程序开始处理数据时,会在内存中开辟一个小小的空间用来存储数据,在代码中也就是定义一个变量,如:

int a = 5;

定义一个int类型变量,值为五,而在内存中表示为,在内存中分配一小块内存,命名为a,里面存的值为5。

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而我们是如通过a这样一个变量名得到内存中的值得呢?是因为每一小块内存都会有一个地址,就如同我们居住的家有一个地址一样,通过这个地址,通过这个地址,就能知道里面住的是谁。

二数组在内存中是以相连的位置存储的,方便对数组的操作,我们看一个例子:

int[] b = new int[3];  //定义一个int类型的数组,长度为3,里面的元素默认值为0

此时内存中是这样的:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdgAAADDCAIAAACu3ZciAAARH0lEQVR4nO3db4wj913H8XkQqX0CPfVBFIkmWolHSJx0vSjXk9H1VjQoTVXE8SDl2iblGog5QDT3gOpahWS30inZVptmJBLOATc3VEtuESZnVcZxySZzydI44OZM4sICUzDNtjFwLaZ1ewYMfHngWXv8d73eGX/Xv3n/9Hpkz859P+P8Pjfr9W0sCXWVazW3Wn2iWFxy3WQud8Jx7kinreVlAJhTh1OpE45zTyaz5LpLrutWq261Gm5zWqGc5crWVjKXu3l19adSqWOO8/FCIem6ny2Vnq5WL21vf10EAObUs7Xa09Xqo5VK0nWTrnvMcY45zrtWVu7JZC5XKs1Wa/8Vuq8ivlQu35PJvOPChQ+sr3+2VPpqo6F+yQBgBtxm89FK5e5M5h0XLvz8+vrFUmk/jTxlEV+uVG6z7V/IZh+tVF5ttdQvCgBoWd3auieXu9W2v1gszqiIn/e8w6nU3ZnMV+p19fwAcEB8tdG4t1C4zbYvVyoRFnG5VjvhOCfW1p6t1dQzA8AB9JV6/e5M5nAqVdzeDr+I85533HGerlbVcwLAAfdsrfY+x3mqVAqziB8vFt+/tna12XxdBACwq2Kr9Uu53G8VCuEU8QO53H2FgnoqAJg7ny4W71xbqzeb0xdxvdk84TgPlUrqYQBgTj3leben09V6fZoibrZad66t/a7nqccAgLn2p9ev/3QqNea+eGQRP5DLcS8MAKH4/Wr1zrW1Uf/oY3gRP14s8r4wAITooVLpgVxu0iLOe97719bUhwYAw9xXKDw+7F/f9RdxuVY77jh8Ug0AovA+xxn85W39RXw4lXq2VlOfFQCM9OeNxq223fdmcU8RX9na+sD6uvqgAGCwewuFvl8P1FPEh1Opy7XaNREAQEReGLgp7hbxM+XyL2az6iMCgPF+3XUfdt3+Im62Wrfa9guNhvp8AGC811qtW2271mj0FPHFUukjuZz6cAAQE5/a3Dy/sdFTxD+3tvak56lPBgAxkavXb7PtbhHXm82bV1dfa7XUJwOA+PjJJ5/cun7dL+LLlcqHMhn1mQAgVs667iOu6xfxJ7LZz5XLZREAwMx8eXv7jnTaL+J3ray80myqzwQAcfMe267W61Zxe/u96bT6NAAQQ/cWCk8Ui9alcvlUNqs+DQDEUPtDbNZjm5v3b2yoTwMAMfS5cvkT2az1YKHw28Wi+jQAEEN/UK2ecBzrI5nMSqXy1yIAgBn741rtcCpl3ZFOf3l7W30aAIihjUbj5tVV6zbbztfr6tMAQDxZy8uWtbysPgcAxJZfxG+IAABUUMQAoIwiBgBlFDEAKKOIAUCZX8RvigAAVFDEAKCMIgYAZRQxACjzi7giAgBQQREDgDKKGACU+UX8DREAgAqKGACUUcQAoIwiBgBlfhH/jQgAQAVFDADKKOJIvFav33HyZNtvLC0Zw7xQv3r+fDvRz9x1l/owoYc6+eEPX2s21bcDduUX8d+KIETPlcvWzvrNpSVjmBfqvgcfbCf6sUOH1IeJItQL1ar6dsCuKOLIruzOUp+EUGO8UK22E/3EwoL6MISKLYo4sitrXGcZGcrIzjIylNn8It4SQbg6naU+CaHG2Ah0lvowhIotijiyK2tcZxkZysjOMjKU2SjiyK6scZ1lZCgjO8vIUGbzi/jvRBCuTmepT0KoMV4MdJb6MISKLYo4sitrXGcZGcrIzjIylNko4siurHGdZWQoIzvLyFBm84v470UQrk5nqU9CqDFeCnSW+jCEii2KOLIra1xnGRnKyM4yMpTZKOLIrqxxnWVkKCM7y8hQZvOL+B9EEK5OZ6lPQqgx3EBnqQ9DqNiiiCO7ssZ1lpGhjOwsI0OZjSKO7MrOorO8hxJWYCXThNqjWXWWkaEQGr+IPRGEq7PnovojPPu91pB1Ok+oPbga6CxCQcscFnE+Gbyt0J9n1JWNtrN27rAS9kbfI1FeFvNCRd9ZRoZCyPwi/qbI3AgU8ZfUhxmt01lRXoS+K+D9TsKyLOuo7RFqQp3Oes/CAqGghSKO7MpG2Vlf8nd3vu/xF+1E++brRUJNJurOMjIUQucX8T+KzI3eItafZ4ROZ0Vwcu/hhGVZ1kfzA0959tEor4x5oV4OdBahoGXui/glO/jT6ANUzVF2Vv6j1ojt7T+VeNgj1EQi7iwjQyF8c13EiaM9Hwny17D/6DWubOSdNXQPz3sRzzrUTIrYsFAIn1/E/yQyN7pFPGoln1EfMtBZEZy8u4f38hShhngl0FmEgpZ5L+Luf8du4D2Ko7anPqd5nWVkKIoYB4FfxFWRuRF4a+IRr+epS91n7Kvac3Y6K4KTe4/s/Aho4Cl/e/ddGUKNshnoLEJBy1wXcfJS71NXuzfF/U8pXFmVztr5WXxE8c0LpVbEcxwK4ZvnIh687R3d0QpXNsLO2rn3T+b7Hr+68+nUiL4hMC9U1J1lZCiEzi/ifxaZG71tO/yphP2y9pydzoryIvRdAf/+66jtEWpCfxHoLEJBy1wXsfWxfM9TwfeIDS/inZ0c2OGDjxBqd9F3lpGhEDK/iL8lMjd6PzWx5PmPvxz41MTttqc+Z2eYqP4Iz77dGrI+lifUHnwt0FmEgpZ5L+KhK+moDzmDzhL5lnhLiZkGNy/UrDrLyFAIjV/Eb4nMjU4RJ5MfH9LCiWVPe0KRtwKdpT4JocZ4NdBZ6sMQKrbmuojzb4n8Yc8bFfYr6uN1rqxxnWVkKCM7y8hQZpvDIp4T5nWWkaGM7CwjQ5nNL+JtEYSr01nqkxBqjGKgs9SHIVRsUcSRXVnjOsvIUEZ2lpGhzOYX8bdFEK5OZ6lPQqgxOp1168KC+jCEii2KOLIra1xnGRnKyM4yMpTZ/CL+jgjC1eks9UkINcZrgc5SH4ZQsUURR3ZljessI0MZ2VlGhjKbX8RviyBcnc5Sn4RQY/xloLPUhyFUbFHEkV1Z4zrLyFBGdpaRocxGEUd2ZY3rLCNDGdlZRoYym1/ENRGEq9NZ6pMQaoy/CnSW+jCEii2KOLIra1xnGRnKyM4yMpTZ/CL+FxGEq9NZ6pMQaoxSoLPUhyFUbFHEkV1Z4zrLyFBGdpaRoczmF/G/iiBcnc5Sn4RQY3w90FnqwxAqtijiyK6scZ1lZCgjO8vIUGbzi/jfRBCuTmepT0KoMV4PdJb6MISKLYo4sitrXGcZGcrIzjIylNko4siu7M769NKSMcwLlXzwwXaiHz90SH2Y0EMdeve71TcCJuEX8XURhMtisbTXTTfdpL4RMAmKOLIry2JpL4p4XlDEUUmcPNmm/o1qiMwL9anz59uJfvauu9SHCT3Uh06dUt8ImIRfxN8VAQCooIgBQJlfxN8TAQCooIgBQJlfxP8uAgBQQREDgDKKGACU+UVcFwEAqKCIAUAZRQwAyvwi/g8RAIAKilhVPrnz61mSf7KHg/11zPYCB3iPJQLPJexrga+9Zif6vvZMfh4z9scJplDIGGa0/JnRw2u+fJgJv4i/LwIFgZ2c2cPB3Z3sP+XZx6zBlXjM87+2PGwnz1nGjkDYYAqFjCFFG5x856x5/ZcPM0ERqwpnJ/ffTHVXwi6LfN+kIu49wIQiHv6XaM8xFLHxKGJVU+7k3oO7j+/cAgf2fO+O7Vb2gS/iwYN733sZmWKGGcOIlum+Vp3vYAJ/s+78Var28mEm/CL+gQgU9G7O3hufZGbswZ3Huzs5mR//4A8k/8mdhz+Zn6eMwcmDa1iKGWYMIZq3svNFx2xvt4M1Xj7MBEWsKnAze2zY+4Q9+223nRw8uFsKCbvcPVi3iKfOGJg8YZd3SaFSxFNHGzEtRRwzFLGqgfcNB1ZgH063kw9QEU+dsT15YsWbJIVKEe8n2hAH6BsazIRfxA0RKOjZyYnPe/7jbwS+yT1mewMHJ5/rnqRncw478wQHH/SMfcanmGHG8KP1n7Y3gsbLh5mgiFUFvrftbOO257rP2G/0HzynRTx1xj4HsIjDitZb7sm8WjTMFkWsavTmDNxV7Tw190U8dcY+B7CIQ4oWbOFOg+u+fJgJv4h/KAIFgXdy3xz1lJV8btQjIj+U/P07j96f3/XMIw4+6Bn7jE8xw4zhRutt4f4Tar18mAmKWNWYzTm4yYcf7H0+MWRzvhn41MRBKeLpM/Y5eEW872hvBj/6lsxPFRxzjCJWFbgJ6ttawTcZx+/k7pGBDdx58JjtBU6rW8TTZ+x1AIt4f9FGn0ctGmbLL+IfiUBB74/dv+D5jwfvj47b3sDBySvDT7Jzht6NHfgTe3byPGXsMT7FDDOGEs2zjw8ePE1wzDGKWNUEH0S9MuTgvpLq7s/+lbDfHHGkUhFPnXHyFFpFPGW0K7ucI3gwRWwsilhVZ3Mmk8PKtHuT1XPwYEkF7qpGfrmIchHvM+OkKTSKePpoo/8SHXswRWwYv4hviEBBdyfnb4hke77TtSujDraS2SFn876QGPvlIjd6d/IcZpwkxQwz7j/aBPfUgeug8fJhJiji+TFRSY134HeywRkNjoZ9o4jnRxx2ssEZDY6GffOLuCmCg27g29jjtjfh135j4DeL/0peO07cMhocDftGEc+POOxkgzMaHA37RhHPjzjsZIMzGhwN+0YRA4Ayv4j/UwQAoIIiBgBlFDEAKKOIAUCZX8T/JQIAUEERA4AyihgAlFHEAKCMIgYAZX4R/7cIAEAFRQwAyihiAFBGEQOAMr+IWyIAABUUMQAoo4gBQBlFDADKKGIAUEYRA4Ayv4j/RwQAoMJaXrZuWV39dqOhPgoAxJO1vGwdSaVer9XURwGAGPpus3loZcX64Nran3me+jQAEEPfrNcXbNs6m8s9VSqpTwMAMfRitbroONaS6z7iuurTAEAM/VGlcjqTsS6Vy7+czapPAwAx9HixeK5QsJ73vA+urf2vCABgxs5vbDy2uWnVm81bVld/1GqpDwQAcXM8nS5ub1sisug4L1Wr6gMBQKx8p9G4ZXVVRCwRuVgq/Voupz4TAMTK75VKZ3M5v4ir9fqCbavPBACxsug4brXqF7GIHE+nv7a9rT4WAMTE95rNQysr7Qb2i7j9aWL1yQAgJp4pl89ksz1FXGs0Fmz7Rqv1fyIAgKgdSaXKtVpPEYvIZzY2Ht3cVB8OAIz3bKVyOpPp1G+3iJut1oJtv91oqI8IAAa70Wot2Hat0RhSxCLyRLF4rlBQnxIADPbFYvFcoRDs3p4i5qYYACI1eDvcX8QicrlSOZ3JqM8KAEY6Vyg8USz2FW9/EfNTOwCISN/P6MYVsYicWl9/bmtLfWgAMMar29uLjtNstSYt4mardTydvlarqY8OAAZ4u9E4kkr1vTW8SxGLSLVeP55O84M7ANinG63WouMUt7dH9e3IIhaRcq12JJXivhgApvZ2o7HoOM973piyHVfE7fviRcfh/WIAmMK1Wu1IKjXmXniiIhaRerN5an198PMWLBaLxRqzLlcqx9PpUe8LB9fuRdxe5wqFM9lsvdnc32AsFotl/mq2WucKhdOZzNDPSAyuSYtYRC6Vywu2/djm5oSnZrFYrBiui6XSgm3v6V2EPRSxiNSbzc9sbCzY9sVSaY+zsVgsluHrytbWgm2fzeUmeTsiuPZWxO1VazTO5nILtn2pXObNChaLFfPVbLUuVypHUqlT6+vVen2KM0xTxO1VrdfPZLOHVlYWHediqTTdH89isVhzuurN5qVy+dT6+jsvXDidyXR+y/sUa/oi7iy3Wm3fIB9JpZZc94li0a1W3Wp1rzfnLBaLdWBXs9VqN9ulcnnJdRcd59DKypls9srW1v5PHkIRd1a5Vlty3XOFwqLjLDrOLaur1vIyABjgnRcutJvtTDa75Lrt//tyWOv/AWAu5gTdncSZAAAAAElFTkSuQmCC" alt="" width="308" height="127" />

数组中获得数据也是如此,如何知道b数组每个元素的数据呢?首先我们知道通过b这个数组在内存中的哪个位置,因为数组在内存中是一个相连的内存空间,所以b[0]的位置就等于b+0,而b[1]的位置就为b+1,b[2]=b+2,......以此类推,知道了数组所有元素的位置。而数组中第一个元素正好是在数组中开头的位置,用b[0]表示,则刚好是b表示的位置,而用1表示第一个元素的位置,则需要表示为a+1-1。

4、处理数据

在前面的内容中,我们已经定义了数组,初始化了数组,赋了值,那么如何使用数据呢,其实前面已经分析过,我们通过数组下标来为数组赋值,也通过数组下标得到每个数组元素的值。

int[] a = new int[3];
a[0] = 3;
a[1] = 4;
a[2] = 5;
System.out.println(a[1]); //得到数组的第二个位置的值,将它输出 //我们也可以通过循环遍历数组中每个元素
for(int i = 0; i < a.length; i++){
System.out.println(a[i]); //循环打印出数组中每个元素
}

在上面的例子中,循环打印的时候,我们看到,使用了a.length,通过 数组变量名.length 可以得到数组的长度,所以上面我们通过a.length得到数组的长度为3,循环3次,打印出数组的元素。

不应该访问不存在的下标

上面我们知道,我们控制数组是通过 变量名[下标] 来为变量赋值或者得到值,而如果访问超过了数组长度的下标时,则会出现异常。

int[] a = new int[2];
a[5] = 2; //a数组长度只有2个长度,而我们通过下标5访问第6个元素,实际a数组不存在这个位置,则会出现异常。

二维数组或多维数组

上面我们讲的都是在数组中存储一种基本数据类型或引用数据类型,而我们也可以在数组中存储数组:

aaarticlea/png;base64,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" alt="" width="82" height="352" />

上面我们在一个数组元素中存储了另外一个数组元素,里面那个数组存储了一种数据类型int的值,我们称这样的数组为二维数组。

二维数组的定义,初始化和赋值

数据类型[ ] [ ]  数组名 = new 数据类型[长度1][长度2] ;

长度1为外面一层数组的长度,长度2位里面一层的长度。

定义和初始化上图中的形式,我们可以这样:

int[][] a = new int[3][3];
a[0][0] = 2; //访问时前面一个方括号的数字表示外面一层数组的元素下标,第二个方括号的数字表示里面一层的数组的下标
a[0][1] = 3;
a[0][2] = 4;
a[1][0] = 5;
a[1][1] = 3;
a[1][2] = 9;
a[2][0] = 90;
a[2][1] = 70;
a[2][2] = 85;

我们也可以将二维数组定义成这样一种格式:

aaarticlea/png;base64,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" alt="" width="74" height="318" />

int[][] a = new int[3][];  //在定义初始化时设置外面一层长度为3,不设置里面一层的长度,
a[0] = new int[2]; //初始化里面每一层,设置长度
a[1] = new int[1];
a[2] = new int[3]; a[0][0] = 3; //为每一个元素赋值
a[0][1] = 4;
a[1][0] = 9;
a[2][0] = 90;
a[2][1] = 70;
a[2][2] = 85;

而三维数组就是数组里面的数组里面存放的是数组~~~~~以此类推可以有n多维数组,不过一般人使用的不多  ~~~^_^~~~

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