PN code producing method and device
A generation method and technology for generating devices, which are applied in the direction of safety devices, selection devices, multiplexing code generation, etc., and can solve the problems of inability to shut down devices and inability to reduce power consumption, etc.
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[0026] Before the embodiment of the present invention is described in detail, the calculation principle used for "from the state of the PN code generator at a certain moment to obtain the state of the PN code generator when shifting a predetermined number of times" is explained.
[0027] Consider cyclic codes first. Cyclic codes (n, k) (n is the length of the code, k is the length of the information bit) take the polynomial with the information bit as the coefficient as M(x), (k-1) times, and take the generator polynomial as G(x) , (n-k) times, divide M(x)x by G(x) n-k It is enough to find the remainder, and it is expressed as formula (1) when calculating.
[0028] M(x)x n-k =Q(x)G(x)+R(x) ... (1) where R(x), degree (n-k-1) is a residual polynomial providing redundant bits. Transform formula (1) into
[0029] M(x)x n-k -R(x)=Q(x)G(x)...(2) then M(x)x n-k -R(x) becomes a codeword divisible by G(x).
[0030] With G(x)=x m +g m-1 x m-1 +...+g1x+g0 (m=n-k) based division...
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