📄 qpsk_baseband_ber.m
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% 仿真数字基带QPSK调制系统的误码率
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% 设置相关参数
Fd = 1; % 信号数据率
Fs = 1; % 调制信号的采样频率
N = Fs/Fd;
modulation = 'psk';
M = 4; % M元正交振幅调制参数,当M=2时为QPSK仿真
k = log2(M);
SNRpBit = 0:2:10; % 设置仿真信噪比范围
SNR = SNRpBit + 10*log10(k);
symbPerIter = 4096; % 设置每次迭代符合的次数
iters = 3; % 迭代次数
expSymErrs = 60; % 设置预期误差符号数目
numSymbTot = symbPerIter * iters;
rand('state',123456789); % 设置均匀随机数产生的“随机种子”
randn('state',987654321); % 设置高斯噪声产生的“随机种子”
% 计算理论的比特误差和理论符号误差SER,并绘制BER和SER曲线
expBER = 0.5.* erfc(sqrt(10.^(SNRpBit(:).*0.1))); % 计算理论的比特误差BER
expSER = 1 - (1-expBER).^k; % 计算理论的比特误差和理论符号误差SER
semilogy(SNRpBit(:),expSER,'k-',SNRpBit(:),expBER,'k:');
legend('理论的SER','理论的BER',0);
title('基带QPSK调制性能仿真');
xlabel('SNR/bit(dB)');
ylabel('SER 与 BER');
hold on;
% 产生Gary码编码和解码序列
grayencod = bitxor([0:M-1],floor([0:M-1]/2));
[dummy graydecod] = sort(grayencod);graydecod = graydecod -1;
for(idx2 = [1:length(SNR)]) % 仿真不同SNR值时的BER和SER
idx = 1;
while((idx<=iters)|(sum(errSym)<=expSymErrs))
% 创建信号及Gary编码
msg_orig = randsrc(symbPerIter,1,[0:M-1]); % 产生[0,M-1]之间的信息序列
% Gary编码
msg_gr_orig = grayencod(msg_orig+1)'; % Gary编码
% 数字基带调制
msg_tx = dmodce(msg_gr_orig,Fd,Fs,modulation,M);
% 对调制信号加高斯噪声
msg_rx = awgn(msg_tx,SNR(idx2)-10*log10(1.*N),'measured',[],'dB');
% 解调带通调制信号
msg_gr_demod = ddemodce(msg_rx,Fd,Fs,modulation,M);
% Gary码解码
msg_demod = graydecod(msg_gr_demod+1)';
% 计算本次迭代的BER、SER
[errBit(idx) ratBit(idx)] = biterr(msg_orig,msg_demod,k);
[errSym(idx) ratSym(idx)] = symerr(msg_orig,msg_demod);
idx = idx + 1; pause(.1);
end
% 计算各次迭代后的平均BER、SER
errors(idx2,:) = [sum(errBit), sum(errSym)];
ratio(idx2,:) = [mean(ratBit), mean(ratSym)];
% 绘制仿真的BER、SER曲线
semilogy(SNRpBit([1:size(ratio(:,2),1)]),ratio(:,2),'k*',...
SNRpBit([1:size(ratio(:,1),1)]),ratio(:,1),'ko');
legend('理论的SER','理论的BER','仿真的SER','仿真的BER',0);
pause(.1);
end
hold off;
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