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https://github.com/gnss-sdr/gnss-sdr
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Minor fixes
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80de8a9770
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@ -1318,12 +1318,12 @@ int dll_pll_veml_tracking::general_work(int noutput_items __attribute__((unused)
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d_carrier_loop_filter.set_pdi(new_correlation_time);
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d_carrier_loop_filter.set_pdi(new_correlation_time);
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d_code_loop_filter.set_pdi(new_correlation_time);
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d_code_loop_filter.set_pdi(new_correlation_time);
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d_state = 3; // next state is the extended correlator integrator
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d_state = 3; // next state is the extended correlator integrator
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LOG(INFO) << "Enabled " << trk_parameters.extend_correlation_symbols << " [symbols] extended correlator for CH "
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LOG(INFO) << "Enabled " << trk_parameters.extend_correlation_symbols * static_cast<int>(d_code_period * 1000.0) << " ms extended correlator in channel "
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<< d_channel
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<< d_channel
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<< " : Satellite " << Gnss_Satellite(systemName, d_acquisition_gnss_synchro->PRN);
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<< " for satellite " << Gnss_Satellite(systemName, d_acquisition_gnss_synchro->PRN);
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std::cout << "Enabled " << trk_parameters.extend_correlation_symbols << " [symbols] extended correlator for CH "
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std::cout << "Enabled " << trk_parameters.extend_correlation_symbols * static_cast<int>(d_code_period * 1000.0) << " ms extended correlator in channel "
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<< d_channel
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<< d_channel
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<< " : Satellite " << Gnss_Satellite(systemName, d_acquisition_gnss_synchro->PRN) << std::endl;
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<< " for satellite " << Gnss_Satellite(systemName, d_acquisition_gnss_synchro->PRN) << std::endl;
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// Set narrow taps delay values [chips]
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// Set narrow taps delay values [chips]
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d_code_loop_filter.set_DLL_BW(trk_parameters.dll_bw_narrow_hz);
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d_code_loop_filter.set_DLL_BW(trk_parameters.dll_bw_narrow_hz);
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d_carrier_loop_filter.set_PLL_BW(trk_parameters.pll_bw_narrow_hz);
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d_carrier_loop_filter.set_PLL_BW(trk_parameters.pll_bw_narrow_hz);
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@ -60,7 +60,7 @@
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*
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*
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* The SNR value is converted to CN0 [dB-Hz], taking to account the coherent integration time, using the following formula:
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* The SNR value is converted to CN0 [dB-Hz], taking to account the coherent integration time, using the following formula:
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* \f{equation}
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* \f{equation}
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* CN0_{dB}=10*log(\hat{\rho})-10*log(2 * T_{int}),
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* CN0_{dB}=10*log(\hat{\rho})-10*log(T_{int}),
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* \f}
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* \f}
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* where \f$T_{int}\f$ is the coherent integration time, in seconds.
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* where \f$T_{int}\f$ is the coherent integration time, in seconds.
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*
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*
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