2017Unpublished venueRequires access

Fast digital algorithms for the coherent demodulation of the phase-shift keyed signals

Oleg Chernoyarov, Alexey Glushkov, Vladimir Litvinenko, Yuliya Litvinenko, Boris V. Matveev

Open publisher page 6 citations

Abstract

We introduce the fast digital algorithms for the coherent demodulation of binary and four position differential phase-shift keyed signals. These algorithms can be practically implemented with the minimum number of simple arithmetic operations over the input signal period and they are is fully compatible with the modern hardware components available. We obtain the timing diagrams of the demodulators responses and we also determine the probabilities of error demodulation. It is shown that the considered algorithms provide a potential interference immunity when receiving the signal against Gaussian white noise.

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What this paper is about

We introduce the fast digital algorithms for the coherent demodulation of binary and four position differential phase-shift keyed signals. These algorithms can be practically implemented with the minimum number of simple arithmetic operations over the input signal period and they are is fully compatible with the modern hardware components available. We obtain the timing diagrams of the demodulators responses and we also determine the probabilities of error demodulation. It is shown that the considered algorithms provide a potential interference immunity when receiving the signal against Gaussian white noise.

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OpenAlex reports 6 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

We introduce the fast digital algorithms for the coherent demodulation of binary and four position differential phase-shift keyed signals. These algorithms can be practically implemented with the minimum number of simple arithmetic operations over the input signal period and they are is fully compatible with the modern hardware components available. We obtain the timing diagrams of the demodulators responses and we also determine the probabilities of error demodulation. It is shown that the considered algorithms provide a potential interference immunity when receiving the signal against Gaussian white noise.

Key concepts: Demodulation, Computer science, Algorithm, Additive white Gaussian noise, Phase-shift keying, Interference (communication), SIGNAL (programming language), Binary number

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