毫米波辅助非正交多址全双工协同D2D通信系统的中断分析

Rahul Bajpai, Kshitij Nawandar, Sharad Nag, Naveen Gupta
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引用次数: 2

摘要

毫米波(mmWave)辅助设备对设备(D2D)通信系统已经发展成为第五代(5G)及以后蜂窝网络的一项有前途的技术。对超高数据速率和提高频谱效率的需求是利用毫米波辅助D2D通信优势的动力。因此,非正交多址(NOMA)和全双工(FD)通信与毫米波辅助的D2D通信的集成已成为5G及蜂窝网络的重要组成部分,以支持新兴技术的高容量需求。本文提出了一种利用NOMA特性的毫米波辅助FD合作D2D (C-D2D)系统,其中D2D发射机(DT)作为FD中继,对蜂窝上行传输进行解码,并将由蜂窝和D2D用户数据组成的叠加信号转发给D2D接收器(DR)和基站(BS)。利用NOMA的连续干扰消除(SIC)特性,分别在BS和DR处对各自的信号进行解码。我们考虑了每个节点都配备有能够进行波束形成的定向天线。导出了元胞和D2D中断概率的封闭表达式,并通过仿真进行了验证。结果表明,蜂窝和D2D的中断概率随传输距离和功率分裂因子(α)的变化而变化,并给出了α的最优值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Outage Analysis of Millimeter Wave Assisted Full-Duplex Cooperative D2D communications System with Non-orthogonal Multiple Access
Millimeter-wave (mmWave) assisted device-to-device (D2D) communications system has evolved as a promising technology for the fifth-generation (5G) and beyond cellular networks. The demand for ultra-high data rate and increased spectral efficiency has been an impetus for leveraging the benefits of mmWave assisted D2D communications. Hence, the integration of non-orthogonal multiple access (NOMA) and full-duplex (FD) communications with mmWave assisted D2D communications has become an essential part of 5G and beyond cellular networks to support the high capacity demand of emerging technologies. This paper proposes a mmWave assisted FD cooperative D2D (C-D2D) system utilizing the properties of NOMA, wherein a D2D transmitter (DT) acts as an FD relay which decodes the cellular uplink transmission and forwards the superimposed signal consisting of cellular as well as D2D user’s data to D2D receiver (DR) and the base station (BS). The decoding of respective signals at the BS and DR is done utilizing the successive interference cancellation (SIC) property of NOMA. We have considered that each node is equipped with directional antennas capable of beamforming. Closed-form expressions of cellular and D2D outage probabilities have been derived and verified with the help of simulations. Results show the variation of cellular and D2D outage probabilities with respect to the various transmission distances and the power splitting factor (α), and an optimum value of α has been shown.
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