📄 sconvenc.m
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function [sys, x0, str, ts] = sconvenc(t, x, u, flag, tran_func);
%SVITERBI SIMULINK file for convolution encoding.
% This file is designed to be used in a SIMULINK S-Function block.
% The function requires the system inputs
% tran_func is one of the two forms of convolution code transfer function.
%
% Wes Wang
% Copyright (c) 1995-96 by The MathWorks, Inc.
if (flag == 2) % refresh discrete-time states
% the major processing routine.
if u(length(u)) < .2
% in the case of no signal, no processing.
return;
end;
% otherwise, there is a signal, have to process.
% initial parameters.
[A, B, C, D, N, K, M] = gen2abcd(tran_func);
u = u(1:K);
if isempty(C)
sys = zeros(M, 1);
msg_i = bi2de(u(:)');
% tran_indx = x(1) + 1 + msg_i * 2^K;
tran_indx = x(1) + 1 + msg_i * 2^M;
sys(1) = tran_func(tran_indx+2, 1);
else
x = x(:); u = u(:);
sys = A * x + B * u;
sys = rem(sys, 2);
end;
elseif flag == 3 % output
if u(length(u)) < .2
% in the case of no signal, no processing.
return;
end;
% otherwise, there is a signal, have to process.
% initial parameters.
[A, B, C, D, N, K, M] = gen2abcd(tran_func);
u = u(1:K);
if isempty(C)
msg_i = bi2de(u(:)');
% tran_indx = x(1) + 1 + msg_i * 2^K;
tran_indx = x(1) + 1 + msg_i * 2^M;
sys = B(tran_indx, :)';
else
x = x(:); u = u(:);
sys = C * x + D * u;
sys = rem(sys, 2);
end;
elseif flag == 0
[A, B, C, D, N, K, M] = gen2abcd(tran_func);
x0 = zeros(M, 1);
sys = [0; length(x0); N; K+1; 0; 0; 1];
ts = [-1, 0];
else
sys = [];
end;
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