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发表于 2015-9-27 00:55:31
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回复 1# longxianjie
Sorry for answering in English as there is no Chinese input method supported on the computer Im using in my office...
[5,2], which indicates 5 registers in series in this LFSR, is set of taps represents the arrangement of feedback bits in this LFSR. Taps have impact on the maximum length of pseudo-random sequence that can be generated by an LFSR with certain number of registers.
For your case, the taps can be expressed as x^5+x^2+1, which means the 5th and the 2nd bits are the feedback bits (Actually the 1st bit shown as '1' in the polynomial is an inherent feedback bit) By arranging as so, you can obtain a pseudo-random sequence with maximum length of 2^5-1=31. Notice that there can be more than one maximum-length tap sequence for a given LFSR length.
Plz refer to http://users.ece.cmu.edu/~koopman/lfsr/index.html for more details about taps.
Therefore, I dont think [5,2] should be a factor that influences your experiment results.
Thanks
Bo |
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