- auto compensate cyclic prefix
git-svn-id: http://moon:8086/svn/matlab/trunk@25 801c6759-fa7c-4059-a304-17956f83a07c
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+4
-5
@@ -1,8 +1,7 @@
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function [omega, err, dmod, omega_coarse, omega_est] = fdet(x, N, Ng, omega_min, omega_step, omega_max)
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function [omega, err, dmod, omega_coarse, omega_est] = fdet(x, N, Ng, off, omega_min, omega_step, omega_max)
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%
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% Example: fdet_eval(1200, pi/4, -10, [1100 1350 1])
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K = fix(length(x-Ng)/(N+Ng));
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K = fix((length(x)-Ng)/(N+Ng))-1;
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% Initial guess
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omega_coarse = fdet_coarse(x, N, omega_min, omega_step, omega_max);
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@@ -10,12 +9,12 @@ omega_coarse = fdet_coarse(x, N, omega_min, omega_step, omega_max);
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phi_est = 0;
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omega_est = omega_coarse;
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off = 0;
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for k=1:K
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omega(k) = omega_est;
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xp = x((k-1)*(N+Ng)+off+1:k*(N+Ng)+off);
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x_est = exp(-j*(2*pi*omega_est*(0:N-1)' + phi_est));
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dmod(k) = sum(xp(Ng+1:N+Ng).*x_est);
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iq = xp(Ng+1:N+Ng).*x_est;
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dmod(k) = sum(iq);
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phi = angle(dmod(k));
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omega_f = phi/N/(2*pi);
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err(k) = omega_f;
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+25
-5
@@ -28,21 +28,41 @@ else
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x = xwav.*exp(-j*(2*pi*fc/fs*(0:len-1)'));
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end
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fprintf('Perform frequency correction\n');
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x = x.*exp(j*(2*pi*foff/fs*(0:len-1)'));
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[omega, err, dmod, omega_coarse, omega_est] = fdet(x, N, Ng, omega_min, omega_step, omega_max);
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% Remove cyclic prefix
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fprintf('Perform CP calculation\n');
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x0 = x(1:2*(N+Ng));
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x1 = x(N+Ng+1:3*(N+Ng));
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c = xcorr(x0, x1);
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[v, ii] = max(abs(c));
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cp_off = mod(ii, Ng+N)
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% Detect CFO
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fprintf('Perform frequency detection\n');
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[omega, err, dmod, omega_coarse, omega_est] = fdet(x, N, Ng, cp_off, omega_min, omega_step, omega_max);
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f_coarse = omega_coarse*fs
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f_est = omega_est*fs
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close all;
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subplot(4,1,1)
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plot(abs(c)); grid;
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figure;
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subplot(5,1,1)
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plot(1:lge(omega), real(dmod)/N, 1:lge(omega), imag(dmod)/N, 1:lge(omega), abs(dmod)/N); grid; legend('Re', 'Im', 'abs()');
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subplot(4,1,2)
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subplot(5,1,2)
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plot(1:lge(omega), err*fs, '-'); grid; legend('error');
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subplot(4,1,3)
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subplot(5,1,3)
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plot(1:lge(omega), omega*fs); grid; legend('f');
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subplot(4,1,4)
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subplot(5,1,4)
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plot(1:lge(omega), angle(dmod), '-', 1:lge(omega), diff(angle([0 dmod])), 'r-'); grid; legend('phi', 'dphi');
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subplot(5,1,5)
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plot(1:lge(omega), abs(dmod)/N - real(dmod)/N, '-'); grid; legend('diff');
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