📄 condecoder.m
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function dehard = condecoder(code)
% This is simulation for convolutioanl decoder.
% Based on the encoder of Matlab file "conencoder"
% - code: input of the decoder
% - desoft: decoded signal by soft decoding
% - dehard: decoded signal by hard decoding
% - n_encoderbits: rate 1/n_encoderbits
% ------- condecoder.m ------------------------------------
% Black team
% April-08-05
% ----------------------------------------------------------
% trellis = poly2trellis(constraintlength, codegenerator)
% Convert convolutional code polynomial to rellis description
% - CONSTRAINTLENGTH is a 1-by-k vector specifying the delay for each of the k input
% bit streams.
% - CODEGENERATOR is a k-by-n matrix of octal numbers specifying the n output
% connections for each of the k inputs.
% perform the binary-to-octal conversion in MATLAB by using code like
% str2num(dec2base(bin2dec('110'),8))
global encoder_order
n_encoderbits = encoder_order;
% DECODING
if n_encoderbits==2
trellis = poly2trellis(3,[7 5]);
tblen=1;
% desoft = vitdec(code,trellis,tblen,'cont','soft',1);
dehard = vitdec(code,trellis,tblen,'trunc','hard');
end
if n_encoderbits==3
trellis3 = poly2trellis(3,[7 7 5]);
tblen=1;
% desoft = vitdec(code,trellis3,tblen,'cont','soft',1);
dehard = vitdec(code,trellis3,tblen,'trunc','hard');
end
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