📄 experiment4_2.m
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% Experiment 4, CS: Haykin% Eyediagram% baseband PAM transmission, M=2% The channel has bandwidth limitations% channel is modeled as low pass butterworth filter % Nyquist bandwidth 0.5Hz, \alpha=0.5 % Requires Comm Toolbox to run.clear all% Define the M-ary number, calculation sample frequency M=4; Fs=20;% Define the number of points in the calculationPd=50;% The default symbol rate is Fd=1% Generate an integer message in range [0, M-1].msg_d = exp_randint(Pd,1,M);% Assume the STD of the added Gaussian noise is 0.1std_value=0.1;% Use square constellation PAM method for modulationmsg_a = exp_modmap(msg_d,Fs,M);% Adding noisemsg_a=msg_a+randn(length(msg_a),1)*std_value;% Assume the channel equivalent to a raised cosine filter.rcv_a = rcosflt(msg_a,1,Fs,'Fs');% plot the eye pattern diagram of the received signaleyescat(rcv_a,0.5,Fs)axis([-0.5 2.5 -1.5 1.5])
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