Method for producing spread-spectrum code with low interference window from CCK code
A spreading code and low-interference technology, which is applied in the field of constructing spreading codes with low-interference windows, can solve problems such as limiting performance
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[0026] The characteristic of the low-interference window spreading code is that the correlation value of its acyclic autocorrelation and acyclic cross-correlation sequences near zero offset is relatively small, close to zero. In other words, let the codeword sequence be C n =(c 1 n , c 2 n ,... c N n ), n=1, 2, ..., M, N is the codeword length, M is the number of codewords, and the acyclic correlation sequence defining the codeword sequence is
[0027] R ij (n)=c 1 i c 1+n j +c 2 i c 2+n j +...+c N-n i c N j n=-N+1,-N+2,...,N-1
[0028] For spreading codes with low interference window characteristics, when -Wij {|R ij (n)|} is closer to zero (R ii (0)=N, so R is not considered when considering the low-interference window characteristics ii (0)).
[0029] Below utilize CCK (Complementary Code Keying) yard to construct the method that has low interference window spreading code to divide into two steps:
[0030] One, choose a CCK code with a spreadin...
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