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Golay code based carrier phase recovery
2008 4th International Conference on Emerging Technologies, 2008In this paper we present a Golay code based carrier phase recovery scheme. Golay code is a pair of complementary codes. Golay codes have been used for channel coding in communications. We have used the side lobe suppression property of Golay Code in recovery of the phase of the carrier. We begin with the discussion of side lobes suppression property of
Mohammad Bilal Malik
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Iterative carrier phase recovery methods in turbo receivers
IEEE Communications Letters, 2005This letter considers carrier phase recovery in turbo receivers. Firstly, a novel maximum-likelihood (ML) based iterative carrier phase estimator is proposed for coded linear modulations over static phase channels. The proposed carrier phase estimator, combined with the iterative sum-product decoder, performs very close to, the Cramer-Rao bound ...
Xiaofu Wu
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Pilot-Aided Carrier Recovery in the Presence of Phase Noise
IEEE Transactions on Communications, 2011The paper deals with carrier recovery based on pilot symbols in single-carrier systems. The system model considered in the paper includes the channel additive white noise and the phase noise that affects the local oscillators used for up/down-conversion.
Arnaldo Spalvieri
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Carrier phase independent timing recovery methods for VSB receivers
IEEE Transactions on Consumer Electronics, 2006This paper proposes an alternative timing recovery method for VSB receivers. It employs a timing error detector which uses both in-phase and quadrature-phase component of received VSB signal and operates at twice of a symbol frequency. The proposed method shows the insensitivity to residual carrier phase offset contained in the signal, thus providing ...
Joon Tae Kim
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Pilot-Symbols-Aided Carrier-Phase Recovery for 100-G PM-QPSK Digital Coherent Receivers [PDF]
A feed-forward pilot-symbols aided carrier phase recovery scheme is described. The approach relies on pilot symbols that are time-division multiplexed with the transmitted data.
Maurizio Magarini +2 more
exaly +3 more sources
Soft carrier phase recovery for continuous phase modulations
2010 European Wireless Conference (EW), 2010In this paper a general soft-based synchronization technique for continuous phase modulations (CPM) is presented. In particular two soft carrier phase estimation algorithms are derived, being the phase the parameter that shows the lower implementation complexity.
Marilena Maiolo +2 more
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Carrier phase recovery for turbo-coded linear modulations
2002 IEEE International Conference on Communications. Conference Proceedings. ICC 2002 (Cat. No.02CH37333), 2003In this paper, we present a low-complexity carrier phase estimation algorithm suited for turbo-coded 16-QAM modems. The estimator is based on a maximum likelihood (ML) approach, and unlike previously published work, makes iterative use of soft decisions provided by the soft-in soft-out decoders within the overall iterative turbo decoding scheme ...
LOTTICI, VINCENZO, LUISE, MARCO
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Novel 16QAM carrier recovery based on blind phase search
2014 The European Conference on Optical Communication (ECOC), 2014Han Sun +3 more
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Multiplier-free Carrier Phase Estimation for Low Complexity Carrier Frequency and Phase Recovery
National Fiber Optic Engineers Conference, 2012Carrier phase estimation for QPSK modulation is demonstrated using only real-valued additions without any multiplication or angle computation. Based on simulation and offline data, the same performance as the widely considered 4th-power algorithm is reached.
J. Qi, F. N. Hauske
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Carrier Phase and Clock Recovery for Continuous Phase Modulated Signals
IEEE Transactions on Communications, 1987This paper presents an analysis of a synchronization circuit to be used for carrier-phase and symbol-timing recovery in continuous phase modulation systems. M -ary modulation formats with arbitrary pulse shaping and rational modulation indexes are assumed. Circuit performance is expressed in terms of variances of phase and timing errors.
D'ANDREA, NUNZIO ALDO +2 more
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