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协议学习:lfsr

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LFSR

1. Galois型实现

:协议学习:pasted:20240708-110513.png

2. Fibonacci型实现

:协议学习:pasted:20240708-110545.png

3. 多项式表

对于一个n nn位的LFSR,可用的抽头至少有n nn个(第0个抽头是必须的,不算数) \ 虽然一个n nn位的LFSR可以有很多种不同的抽头配置,但不是所有抽头都能使其达到最长输出序列。下表给出一些能够使LFSR达到最长反馈的抽头配置 \

LFSR位数状态周期抽头配置LFSR位数状态周期抽头配置
232,117131,07117, 14
373, 218262,14318, 11
4154, 319524, 28719, 6, 2, 1,
5315, 3201,048,57520, 17
6636, 5212,097,15121, 19
71277, 6224,194,30322, 21
82558, 6, 5, 4,238,388,60723, 18
95119, 52416,777,21524, 23, 22, 17,
101,02310, 72533,554,43125, 22
112,04711, 92667,108,96326, 6, 2, 1,
124,09512, 6, 4, 1,27134,217,72727, 5, 2, 1,
138,19113, 4, 3, 1,28268,435,45528, 25
1416,38314, 5, 3, 1,29536,870,91129, 27
1532,76715, 14301,073,741,82330, 6, 4, 1,
1665,53516, 15, 13, 4,312,147,483,64631, 28
324,294,967,29432, 22, 2, 1,324,294,967,29432, 22, 2, 1,

:协议学习:pasted:20240814-103614.png

https://blog.csdn.net/xulu1588/article/details/130035433

协议学习/lfsr.1791903105.txt.gz · 最后更改: 由 127.0.0.1

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