4.6 Article

Modeling and Analysis of Error Process in 5G Wireless Communication Using Two-State Markov Chain

Journal

IEEE ACCESS
Volume 7, Issue -, Pages 26391-26401

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/ACCESS.2019.2892051

Keywords

5G; burst error statistics; two-state Markov model; wireless error model

Funding

  1. Advanced Telecommunications Research Institute International through the project Contract Survey and Examination on Technical Conditions of the 5th Generation Mobile Communication System Being Enable Ultra-High-Speed Communication Exceeding 2 Gbps Average
  2. JSPS KAKENHI [JP18K18044]

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In fifth-generation wireless communications, data transmission is challenging due to the occurrence of burst errors and packet losses that are caused by multipath fading in multipath transmissions. To acquire more efficient and reliable data transmissions and to mitigate the transmission medium degradation in the 5G networks, it is important to study the error patterns or burst the error sequences that can provide insights into the behavior of 5G wireless data transmissions. In this paper, a two-state Markov-based 5G error model is investigated and developed to model the statistical characteristics of the underlying error process in the 5G network. The underlying 5G error process was obtained from our 5G wireless simulation, which was implemented based on three different kinds of modulation methods, including QPSK, 16QAM, and 64QAM, and was employed using the LDPC and TURBO coding methods. By comparing the burst or gap error statistics of the reference error sequences from the 5G wireless simulations and those of the generated error sequences from the two-state Markov error model, we show that the error behaviors of the coded OEDM 5G simulations can be adequately modeled by using the two-state Markov error model. Our proposed two-state Markov-based wireless error model can help to provide a more thorough understanding of the error process in 5G wireless communications and to evaluate the error control strategies with less computational complexity and shorter simulation times.

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