Make a Sigma Coefficient from Sigma Vector Using GetSyndrom function, compute 1 +6X +6X for Xa,a,...
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Make a Sigma Coefficient from Sigma Vector Using GetSyndrom function, compute 1 +6₁X +6₂X² for Xaº,a¹, -2, if o(a)= 0, then append beta to Beta array. Make this process as a function named "ChienSearch.m" RS Decoding in Matlab ▸ Let's make a function that returns Error Location Value ß % This function find the root of Erro Locator Polynomial % Return value Beta is the inverse of the root in GF(2^m-1) % input sigma is the coefficients of Error Locator Polynomial in reverse % order. L.e. if s(x) = 1 + $1X + s2X^2, input matrix is [s2 s1]' function Beta = ChienSearch(sigma) m = sigma.m; a = gf(2,m); L = length(sigma); N = 2^m-1; % Sigma Coefficient Make SigCoeff = [1 flip(sigma')] Beta = 0; end >> Sigma Sigma = GF (2^3) array. Primitive polynomial = D^3+D+1 (11 decimal) Array elements = 1 5 >> Beta = ChienSearch(Sigma) SigCoeff = GF (2^3) array. Primitive polynomial = D^3+D+1 (11 decimal) Array elements = 151 Beta = GF(2^3) array. Primitive polynomial = D^3+D+1 (11 decimal) Array elements = 63 Make a Sigma Coefficient from Sigma Vector Using GetSyndrom function, compute 1 +6₁X +6₂X² for Xaº,a¹, -2, if o(a)= 0, then append beta to Beta array. Make this process as a function named "ChienSearch.m" RS Decoding in Matlab ▸ Let's make a function that returns Error Location Value ß % This function find the root of Erro Locator Polynomial % Return value Beta is the inverse of the root in GF(2^m-1) % input sigma is the coefficients of Error Locator Polynomial in reverse % order. L.e. if s(x) = 1 + $1X + s2X^2, input matrix is [s2 s1]' function Beta = ChienSearch(sigma) m = sigma.m; a = gf(2,m); L = length(sigma); N = 2^m-1; % Sigma Coefficient Make SigCoeff = [1 flip(sigma')] Beta = 0; end >> Sigma Sigma = GF (2^3) array. Primitive polynomial = D^3+D+1 (11 decimal) Array elements = 1 5 >> Beta = ChienSearch(Sigma) SigCoeff = GF (2^3) array. Primitive polynomial = D^3+D+1 (11 decimal) Array elements = 151 Beta = GF(2^3) array. Primitive polynomial = D^3+D+1 (11 decimal) Array elements = 63
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To make a Sigma Coefficient from Sigma Vector and compute 1XX using GetSyndrom functionwe can use th... View the full answer
Related Book For
Numerical Methods With Chemical Engineering Applications
ISBN: 9781107135116
1st Edition
Authors: Kevin D. Dorfman, Prodromos Daoutidis
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