📄 qam.m
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function q=QAM(N,L,seed1,seed2)% ***********************************************% FUNCTION q = QAM(N,L);% -----------------% Generates L-QAM complex sequences Xr(n)+jXi(n) % where Xr(n) and Xi(n) are two i.i.d. random % sequences independent of each other and each % takes the values +/- {1,3,5,...,(L-1)}% ***********************************************%clf;rand('seed',seed1);xr=rand(1,N); rand('seed',seed2);xi=rand(1,N);v=[0:1/L:1];th=[-(L-1):2:L-1];for i=1:L f=find(xr>=v(i) & xr<v(i+1)); xr(f)=th(i)*ones(length(f),1); k=find(xi>=v(i) & xi<v(i+1)); xi(k)=th(i)*ones(length(k),1);endx=[-L:0.5:L];%plot([0 0],[-L L],'w');%hold on;%plot(x,zeros(1,length(x)),'w');clear j;%plot(xr+xi*j,'b*');%axis([-L L -L L]);q=xr+xi*j;
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