瑞利衰落信道的NOMA优势条件

Enis Körpe, Bilge Kartal Çetin
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引用次数: 0

摘要

非正交多址(NOMA)是指多个用户同时共享同一频段的新一代多址技术。在NOMA实现中,由于接收机上的连续干扰消除(SIC)机制,选择使用相同频率的用户对是NOMA优势条件的决定因素。然而,NOMA的性能依赖于SIC机制,SIC机制依赖于NOMA集群中用户的顺序。在文献中,已经证明利用基于距离的用户顺序进行用户配对优于随机配对,并且为基于路径损耗的信道模型的NOMA优势条件导出了解析边界距离。在本研究中,根据蜂窝上行链路中瑞利信道模型的频谱效率,研究了基于路径损耗的NOMA相对于正交多址(OMA)的优势条件,并将结果与文献中基于路径损耗的信道模型的解析边界值进行了比较。此外,还研究了用户功率比对NOMA优势条件的影响,并通过两种信道模型的数值结果验证了推导的解析模型的准确性。结果表明,基于距离变化的NOMA优势条件依赖于假设的信道模型,但假设信道为瑞利衰落或基于路径损耗的信道没有显著差异。此外,还观察到两种信道模型的NOMA优势条件的精度随功率比的变化而变化,并且在瑞利信道中与基于路径损耗的信道相比,数值结果与解析结果之间的差距更大
本文章由计算机程序翻译,如有差异,请以英文原文为准。
NOMA Superiority Condition for Rayleigh Fading Channels
(Kabul): 06.06.2021 ABSTRACT Non-orthogonal Multiple Access (NOMA) is a new generation multiple access technique in which multiple users simultaneously share the same frequency band. In the implementation of NOMA, the choice of user pairs that will use the same frequency is a determining factor for the NOMA superiority condition due to Successive Interference Cancellation (SIC) mechanism on the receiver. However, performance of NOMA depends on SIC mechanism which relies on the order of the user in a NOMA cluster. In the literature, it has been shown that utilizing distance based order of the users for user pairing outperforms over the random pairing and an analytical boundary distance is derived for NOMA superiority condition for a path loss based channel model. In this study, the path loss based NOMA superiority condition respect to the Orthogonal Multiple Access (OMA) was investigated in terms of the spectral efficiencies for Rayleigh channel model in a cellular uplink and the results were compared with an analytical boundary value derived for a path loss based channel model in the literature. In addition, the effect of power ratio of the users on the NOMA superiority condition is investigated and accuracy of the derived analytical model is validated with numerical results for both channel models. The results reveal that the NOMA superiority condition based on distance changes depend on the assumed channel model, but assuming the channel as Rayleigh fading or path loss based channel does not make a significant difference. In addition, it is observed that the accuracy of the derived NOMA superiority condition changes with the power ratios for both channel models and the gap between numerical and analytical results is larger in Rayleigh channel compared to path loss based
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