- reduced debug output
git-svn-id: http://moon:8086/svn/matlab/trunk@48 801c6759-fa7c-4059-a304-17956f83a07c
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+8
-10
@@ -2,23 +2,22 @@ function W_syms = calcWiener(drm_mode, drm_bw)
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% calcWiener('B', '10k');
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[params, spec_occ] = drm_params(drm_mode, drm_bw);
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N = params.nu
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sigm = 10^(-14/10);
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Ns = (params.nu+params.ng);
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Nu = (params.nu);
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Ng = (params.ng);
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N = Nu;
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frames_per_window = 2*params.y
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window_delay = params.y
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num_symbols_per_frame = params.nspf
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num_carrier_per_symbol = spec_occ.kmax - spec_occ.kmin
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num_symbols_per_frame = num_symbols_per_frame * num_carrier_per_symbol
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frames_per_window = 2*params.y;
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window_delay = params.y;
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num_symbols_per_frame = params.nspf;
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num_carrier_per_symbol = spec_occ.kmax - spec_occ.kmin;
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num_symbols_per_frame = num_symbols_per_frame * num_carrier_per_symbol;
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% PHI = auto-covariance-matrix
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f_cut_t = 0.0675*1/params.y % two-sided maximum doppler frequency (normalized w.r.t symbol duration Ts)
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f_cut_k = 1.75*Ng/Nu % two-sided maximum echo delay (normalized w.r.t useful symbol duration Tu)
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f_cut_t = 0.0675*1/params.y; % two-sided maximum doppler frequency (normalized w.r.t symbol duration Ts)
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f_cut_k = 1.75*Ng/Nu; % two-sided maximum echo delay (normalized w.r.t useful symbol duration Tu)
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f_D_max = f_cut_t*12000/Ns/2
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tau_max = f_cut_k*Nu/12000/2
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@@ -59,4 +58,3 @@ for d=0:window_delay-1
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W_syms{d+1}(:, k1) = transpose( THETA*PHI_inv );
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end
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end
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W_syms
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