% hf_sim.m % David Rowe March 2014 % % Two path CCIR poor HF channel simulation, with apaologies to PathSim % Init HF channel model from stored sample files of spreading signal ---------------------------------- global spread; global spread_2ms; global hf_gain; % convert "spreading" samples from 1kHz carrier at Fs to complex % baseband, generated by passing a 1kHz sine wave through PathSim with % the ccir-poor model, enabling one path at a time. Because I'm too % lazy to generate my own spreading signals Fc = 1000; Fs=8000; fspread = fopen("../raw/sine1k_2Hz_spread.raw","rb"); spread1k = fread(fspread, "int16")/10000; fclose(fspread); fspread = fopen("../raw/sine1k_2ms_delay_2Hz_spread.raw","rb"); spread1k_2ms = fread(fspread, "int16")/10000; fclose(fspread); % down convert to complex baseband spreadbb = spread1k.*exp(-j*(2*pi*Fc/Fs)*(1:length(spread1k))'); spreadbb_2ms = spread1k_2ms.*exp(-j*(2*pi*Fc/Fs)*(1:length(spread1k_2ms))'); % remove -2000 Hz image b = fir1(50, 5/Fs); spread = filter(b,1,spreadbb); spread_2ms = filter(b,1,spreadbb_2ms); % discard first 1000 samples as these were near 0, probably as % PathSim states were ramping up spread = spread(1000:length(spread)); spread_2ms = spread_2ms(1000:length(spread_2ms)); hf_gain = 1.0/sqrt(var(spread)+var(spread_2ms)); % This function simulates the HF channel at 8kHz for real signals. A % good use case is passing a vector of speech samples through it to % simulate SSB over HF. There's a really good reason for the 300 - % 3000 Hz filter that escapes me right now :-) function [sim_out snr3kHz_measured ] = hf_sim_real(sim_in, snr3kHz) % 300 - 3000 Hz filter b = fir1(100,[300/4000, 3000/4000], 'pass'); % det power of unit variance noise passed through this filter filter_var = var(filter(b,1,randn(1000,1))); % Start simulation s = hilbert(filter(b,1,sim_in)); n1 = length(s); n2 = length(spread); n = min(n1,n2); path1 = s(1:n) .* spread(1:n); path2 = s(1:n) .* spread_2ms(1:n); delay = floor(0.002*Fs); combined = path1(delay+1:n) + path2(1:n-delay); snr = 10 .^ (snr3kHz/10); variance = (combined'*combined)/(snr*n); noise = sqrt(variance*0.5/filter_var)*(randn(n-delay,1) + j*randn(n-delay,1)); filtered_noise = filter(b,1,noise); sim_out = real(combined+filtered_noise); snr3kHz_measured = 10*log10(var(real(combined))/var(real(filtered_noise))); endfunction