📄 ofdmpreamble.m
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function preamble = ofdmpreamble;
% find a good preamble sequence for a powerline modem
%
%
diagPlot = 1;
Fs = 256; %kHz
FFTlen = 256;
carrierBand = [10 : 94];
carrierLen = 85;
QAM = [1+0j 0+1j -1+0j 0-1j];
%ph = [0:31]/32*2*pi;
%QAM = cos(ph)+j*sin(ph);
carriers = zeros(FFTlen,1);
numPhase = length(QAM);
wavepwr = zeros(carrierLen,numPhase);
for k = 1 : carrierLen,
%for k = carrierLen : -1 : 1,
for ph = 1:numPhase
carriers(carrierBand(k)) = QAM(ph);
carriers(end+2-carrierBand(k)) = conj(QAM(ph));
tx = real(ifft(carriers)) * FFTlen; % modulate the signal
rms = sqrt(sum( tx.^2 )./ FFTlen);
peak = max(abs(tx));
wavepwr(k,ph) = peak ./ rms;
end;
[mm,ph] = min( wavepwr(k,:) );
carriers(carrierBand(k)) = QAM(ph);
carriers(end+2-carrierBand(k)) = conj(QAM(ph));
end;
preamble = carriers(carrierBand);
disp('const iCplx PreambleArray[CARRIER_LEN] =')
disp(sprintf('\t{\t%4.0f,%4.0f,\t\t//%3.0f', real(preamble(1)), imag(preamble(1)), 0 ))
for( n = 2 : length(preamble) )
disp(sprintf('\t\t%4.0f,%4.0f,\t\t//%3.0f', real(preamble(n)), imag(preamble(n)), n-1 ))
end
disp(sprintf('\t};'))
if diagPlot == 1
tx = real(ifft(carriers))*FFTlen; % modulate the signal
t = [1 : length(tx)]/Fs; % msec
rms = sqrt(sum( tx.^2 )./ FFTlen);
peak = max(abs(tx));
figure(1);
subplot(2,1,1);
plot( t, tx );
handt2 = title(sprintf('pk/rms power = %.1f', peak ./ rms ));
%set(handt2, 'units', 'normalized', 'position', [ .5 .8 0])
subplot(2,1,2);
plot(wavepwr,'+')
end
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