Abstract:-In this paper we present an algorithm for joint carrier phase estimation and turbo decoding for the case of rapidly varying carrier phase during the transmitted block. The proposed algorithm shows improved performance over previously proposed communication schemes, both coherent and non-coherent, for channels with Additive White Gaussian Noise (AWGN) and high carrier phase noise. The novel algorithm utilizes a modified "two dimensional" Bit-Carrierphase A Posteriori Probability (BCAPP) decoder containing addi… Show more
“…Some algorithms are based on the maximum-likelihood (ML) or maximum-a-posteriori (MAP) estimation [11], which offers sufficient theoretical support but suffers from high computational complexity. Other algorithms utilise the soft decision outputs of decoder as the feedback information to construct a target function, and then estimate the synchronisation parameters by optimisation [12,13].…”
In deep space communications, the received signals are always highly dynamic and very weak, which makes it quite challenging to achieve reliable data reception. To tackle these problems, a robust algorithm which joins tracking and code-aided synchronisation is proposed in this study. The frequency lock loop-assisted phase lock loop is used as the tracking loop, which integrates the characteristics of both outstanding dynamic performance and precise measurement. The code-aided synchronisation is adopted as the demodulation and decoding loop, which utilises the relationship among the coded symbols to assist signal demodulation under the low signal-to-noise ratio condition. It is worth pointing out that the power tradeoff between the main carrier and subcarrier signals which operate in the two loops mentioned above is also optimised to minimise the total transmitting power. Simulation results showed that the proposed scheme with code rate 1/5 low-density parity-check codes could almost eliminate the effect of these factors, with the excellent performance, which closely approximates the ideal decoder in additive white Gaussian noise channel.
“…Some algorithms are based on the maximum-likelihood (ML) or maximum-a-posteriori (MAP) estimation [11], which offers sufficient theoretical support but suffers from high computational complexity. Other algorithms utilise the soft decision outputs of decoder as the feedback information to construct a target function, and then estimate the synchronisation parameters by optimisation [12,13].…”
In deep space communications, the received signals are always highly dynamic and very weak, which makes it quite challenging to achieve reliable data reception. To tackle these problems, a robust algorithm which joins tracking and code-aided synchronisation is proposed in this study. The frequency lock loop-assisted phase lock loop is used as the tracking loop, which integrates the characteristics of both outstanding dynamic performance and precise measurement. The code-aided synchronisation is adopted as the demodulation and decoding loop, which utilises the relationship among the coded symbols to assist signal demodulation under the low signal-to-noise ratio condition. It is worth pointing out that the power tradeoff between the main carrier and subcarrier signals which operate in the two loops mentioned above is also optimised to minimise the total transmitting power. Simulation results showed that the proposed scheme with code rate 1/5 low-density parity-check codes could almost eliminate the effect of these factors, with the excellent performance, which closely approximates the ideal decoder in additive white Gaussian noise channel.
International audienceBlind coherent detection of convolutional turbo codes is a hard problem in the presence of strong phase noise. Since the operating signal-to-noise ratio is usually very low, phase synchronisation algorithms suffer from phase ambiguities and cycle slips. A possible remedy is to perform joint phase estimation and decoding on a combined state-space model for the time-varying phase and the component convolutional codes. We demonstrate that joint phase estimation and decoding is in fact mandatory only for one component code, while ordinary BCJR decoding can be used for the second component code. Monte Carlo simulations for the turbo code used in the DVB-RCS standard show that the performances of the proposed scheme are close to decoding with perfect knowledge of the phas
This paper examined the problem of carrier phase recovery in turbo-coded OFDM systems. Then introduced a novel a priori probability aided (APPA) OFDM joint carrier phase recovery and signal detection algorithms to eliminate disadvantage impact brought by phase offset. The algorithms utilized the soft value of the extrinsic information generated by iterative maximum a posteriori (MAP) turbo decoders operating iteratively. The iteration structure provided robust carrier phase estimation along with reliable signal decoding with a wide range of phase errors at such low signal-to-noise ratio (SNR) conditions that turbo coded systems operate on. In order to take full advantage of iterative soft information output by turbo decoders, we improved turbo decoding iterative structure and applied the above iterative structure into APPA carrier estimator for turbo-coded OFDM systems. We simulated the algorithm in turbo-coded QPSK OFDM systems over the classic COST207 HT channel conditions. Simulation results show that the performance of this technique is very close to the ideal synchronized system. The tracking region is from -45 to 45 degrees and the overall BER decreases greatly at the 2 iteration numbers under certain phase offset. Moreover this structure is straightforward to other application such as other constellation, channel estimation and so on.
Keywords-OFDM systems; a priori probability aided (APPA); iterative decoding; carrier phase recovery; iterative maximum a posteriori (MAP)I.
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