Java补码表和位移运算符

时间:2020-12-16 07:58:57

在java中数据都是以二进制的形式保存的。

但是我们看到的数据怎么是10进制的?

因为java展示之前会自动调用toString()方法

这里以4位2进制为例,4位2进制只能表示16个数,即0-15。但是自然界的数不只是只有正数,还有负数,怎么表示呢?

所以java采用如下方式表示,见下图:

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" alt="" />

如果按照上面的补码计算,那么7+1的结果结果就为-8,7+2的结果为-9;

底层存储的是二进制,但是通过显示给用户的就是对应的数

7用二进制表示为0111,加1后为1000,java底层保存的是二进制码为1000,但是显示的是1000对应的数,为-8;

溢出就是这样,一直循环。再比如7+16,结果还是7;

这也是为什么 (2^31-1) + 1 =  -2^31

一个数字n   n = n +(max+1)*2  相当于绕了一圈又回到这个数了!

            n = ~n+1;(max,min,0,-1除外)

关于位移运算符,见下面代码:

public class Binary {
public static void main(String[] args) {
//转换成2进制,用Integer.toBinaryString()
//转换成16进制,用Integer.toHexString()
int i = 89;
System.out.println(Integer.toBinaryString(i));
//parseInt()
int a = Integer.parseInt("232");
System.out.println(a);
System.out.println(Integer.toBinaryString(a));
System.out.println(Integer.toHexString(a));
/**
* ~: 0-->1 1-->0
* 注意:00000001 ---> 11111110
*/
System.out.println(~a);
System.out.println(Integer.toHexString(~a));
int n;
int m;
/**
* | 或
*
* 0 | 0 = 0
* 0 | 1 = 1
* 1 | 0 = 1
* 1 | 1 = 0
*
* 常用于数据的拼接
*/
// n = 00000000 00000000 00000000 10100010
// m = 00000000 00000000 10111000 00000000
// i = 00000000 00000000 10111000 10100010
n = 0xa2;
m = 0xb800;
i = n | m; // 0xb8a2;
System.out.println(Integer.toHexString(i));
/**
* & 与
*
* 0 & 0 = 0
* 0 & 1 = 0
* 1 & 0 = 0
* 1 & 1 = 1
*
* 常用语拆分截取数据
*
* n = 00000000 00000000 00110100 10110101
* m = 00000000 00000000 00000000 11111111
* i = 00000000 00000000 00000000 10110101
*/
n = 0x34b5;
m = 0xff;
i = n & m; //0xb5;
System.out.println(Integer.toHexString(i)); /**
* >>> 逻辑右移
* n = 01010001 11000000 00000010 01011111
* n>>>1 = 001010001 11000000 00000010 0101111 1(右移后去掉,高位补0)
*
* n = 10100000 10110101 00101100 00100010
* c1 = 11111111 00000000 00000000 00000000
* c2 = 00000000 11111111 00000000 00000000
* c3 = 00000000 00000000 11111111 00000000
* c4 = 00000000 00000000 00000000 11111111
*/
int b1,b2,b3,b4;
n = 0xa0b52c22;
//截取
//拆分成byte
b1 = (n>>24) & 0xff;
b2 = (n>>16) & 0xff;
b3 = (n>>8) & 0xff;
b4 = n & 0xff;
System.out.println(Integer.toHexString(b1));
System.out.println(Integer.toHexString(b2));
System.out.println(Integer.toHexString(b3));
System.out.println(Integer.toHexString(b4));
//拼接
//byte组合成int
n = b4 | (b3<<8) | (b2<<16) | (b1<<24);
System.out.println(Integer.toHexString(n));
/**
* >>:正数的时候高位为0 >>补0
* 负数的时候高位为1 >>补1
* 以0开头的肯定是正数,以1开头的肯定是负数
*/
/**
* <<:左移
* 10进制中移动一位相当于源数据*10
* 2进制中移动一位相当于源数据*2
* 2<<1 = 2*2
* 2<<2 = 2*4 = 2*(2*2)
* 2<<3 = 2*8 = 2*(2*2*2)
* 20<<1 = 20*2
* 20<<2 = 20*4 = 20*(2*2)
*
* 位移n,相当于2的n次幂
*/
System.out.println(2<<3); //2*2*2*2=16
System.out.println(50<<4); //50*2*2*2*2=800
}
}