📄 ofdmda_ofdmfading_plot.asv
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%以为2经的瑞利衰落的ofdmda and ofdm_fading 的性曲比
clear all;
close all;
itau1=[0,2]; % Arrival time for each multipath normalized by tstp
dlvl11=[0,10]; % Mean power for each multipath normalized by direct wave.
n01=[6,7]; % Number of waves to generate fading n0(1),n0(2)
th11=[0.0,0.0]; % Initial Phase of delayed wave
itnd11=[1000,2000]; % set fading counter
now11=2; % Number of directwave + Number of delayed wave
fd1=150; % Maximum Doppler frequency
flat1=1; % Flat or not (see ofdm_fading.m)
SNRindB1=0:1:10;
for i=1:length(SNRindB1)
[smld_err_prb(i)]=ofdm_fading1(SNRindB1(i),itau1,dlvl11,n01,th11,itnd11,now11,fd1,flat1); % simulated error rate
end;
semilogy(SNRindB1,smld_err_prb,'-ob');
hold on;
for i=1:length(SNRindB1)
[smld_err_prb(i)]=ofdmda1(SNRindB1(i),itau1,dlvl11,n01,th11,itnd11,now11,fd1,flat1); % simulated error rate
end;
title('2径瑞利衰落');
semilogy(SNRindB1,smld_err_prb,'-*r');xlabel('信噪比 db');
ylabel('误码率');
h=legend('无补偿','有补偿',2);
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