Nonlinear revised error aided feedback equalization in high-speed satellite communication
Chengkai Tang (),
Lingling Zhang,
Yi Zhang and
Zhe Yue
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Chengkai Tang: Northwestern Polytechnical University
Lingling Zhang: Northwestern Polytechnical University
Yi Zhang: Northwestern Polytechnical University
Zhe Yue: Northwestern Polytechnical University
Telecommunication Systems: Modelling, Analysis, Design and Management, 2017, vol. 66, issue 2, No 7, 243-251
Abstract:
Abstract Aiming to the question of nonlinear interference which is caused by the high order signal modulation of satellite communications, and the question of obvious memory characteristics of the satellite channel, the existing equalization algorithms are difficult to quickly cancel the nonlinear interference and memory interference. This paper proposed a nonlinear revised error aided feedback equalization algorithm. Due to the nonlinear characteristics of amplitude and phase don’t interference with each other, so the amplitude and phase of the received signals are separated in first, then they utilize the feedback equalization to abate memory interference. In addition, the nonlinear interference of satellite channel would degrade the performance of satellite communication, the algorithm utilizes the three-order Volterra module to revise the nonlinear error and it is adapted to renews the parameters of feedback equalization to reduce the nonlinear interference. Our proposed algorithm utilized the nonlinear revised error instead of the nonlinear revised received signal to reduce the computation complexity and improve the nonlinear interference cancelation. In the simulation part, we compare the proposed equalization algorithm with the existing equalization algorithms in three parts of SER, convergence speed and computation complexity. The simulation and analysis results show that our proposed algorithm have better nonlinear interference cancelation and less computational complexity.
Keywords: Satellite communication; Feedback equalization; Nonlinear revised error; High-speed communication (search for similar items in EconPapers)
Date: 2017
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DOI: 10.1007/s11235-017-0282-7
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