📄 experiment5_5.m
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% Experiment 5, CS BOOK, Haykin% Digital phase lock loop% Track error of the recursive Costas Loop. % Effect of varying signal-to-noise-ratio% on convergence behaviour of the recursive Costas Loop% Tested for SNR =5 10 30 dB for test size parameter =0.1 .%angle shifttheta=pi/3;%step size =0.1gamma=0.1;% Generating QPSK signalsno_of_bits=400;b=round(rand(no_of_bits,1));bits=2*b-1;bitsi=bits(1:2:length(bits)-1);bitsq=bits(2:2:length(bits));s_n=(bitsi+i*bitsq)/sqrt(2);% signal to noise ratios 5, 10, 30 dB SNRdB =[5 10 30];for snrdb=1:length(SNRdB)snr = 10^(SNRdB(snrdb)/10);% Add AWGN with STD equal to std_value wn = (randn(length(s_n),1)+i*randn(length(s_n),1))/sqrt(2)/sqrt(snr); s=s_n+wn; % Digital Phase lock loop no_of_symbols=length(s); x=s*exp(i*theta); theta_guess=0; % initial guess theta_hat=zeros(no_of_symbols,1); theta_hat(1)=theta_guess; %Recursive Costas Loop for kk=1:no_of_symbols y(kk)=x(kk)*exp(-i*theta_hat(kk)); s_predi(kk)=(sign(real(y(kk)))+... i*sign(imag(y(kk))))/sqrt(2); error(kk)=imag(conj(s_predi(kk))*y(kk)); theta_hat(kk+1)= theta_hat(kk)+gamma*error(kk); end %kktheta_hatf(:,snrdb)=theta_hat;end %snrdb%printsfigure(1);plot(theta_hatf)xlabel('Normalized time, t/T')ylabel('Estimated phase (rad)')
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