The python-bit computing

Bit operation, all of the numbers stored in the computer as binary, bit operation is the operation of the bin

Bitwise Operators Explanation
<< Bitwise left shift, left shift is multiplied by n bits corresponding to n-th power of 2
>> Bitwise right, left by n bits is divided by n-th power of 2
& Bitwise with the same number of bits and the result is 1 bit to 1
l Bit or binary digit or bit to 1 1 results
^ Bitwise XOR, a different number of bits is 1 bit result
~ Bitwise binary bits 0 and 1 bit results interchangeably

Bitwise left shift example

a=11
b=a<<3                  # 将 a 左移三位
print("下面是十进制")
print(a)
print(b)                # b=a*(2**3)
print("下面是二进制")
#print(bin(a))          # 转化为二进制显示
print(bin(a)[2:])       # 切片,去掉前面的:0b
print(bin(b)[2:])       # 二进制右边补上三个000

Here Insert Picture Description
Other examples

a=3
b=2
print("二进制:"+bin(a)[2:]+" a十进制:%d"%a)       # 显示二进制数
print("二进制:"+bin(b)[2:]+" b十进制:%d"%b)
print("按位与:"+bin(a&b)+"  位与后是:%d"%(a&b))  # 都是1才是1
print("按位或:"+bin(a|b)+"  位或后是:%d"%(a|b))  # 有1就是1
print("按位取反"+bin(~a)+"  位反后是:%d"%~a)   # 结果是:a 的倒数-1

Here Insert Picture Description

Guess you like

Origin blog.csdn.net/GrofChen/article/details/91374573