A 3D Ellipsoid Model for Isotropic and Non-Isotropic Scatterers Co-existing Massive MIMO Channels

Lingfeng Wang, Jianqiao Chen, Xiaoli Yang, Nan Ma, Ping Zhang
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引用次数: 1

Abstract

In this paper, we propose a three-dimensional (3D) multi-confocal ellipsoid channel model for massive multiple-input multiple-output (MIMO) communication systems, which considers the coexistence of isotropic scatterers and non-isotropic scatterers. Specifically, the inner ellipsoids are used to model the isotropic scatterers, and the outer ellipsoids are used to model the non-isotropic scatterers. First, under the spherical wavefront assumption, we develop the mathematical relationships between the angle of arrival (AOA) and the angle of departure (AOD), which is more precise than conventional approximation, and can be used to capture the channel non-stationary properties. Second, we study the correlations of the proposed model in detail, and study the impacts of important parameters such as scatterer type and scatterer distribution on it. Finally, our numerical and the simulation results demonstrate that the proposed model can capture features of realistic massive MIMO channels and can be matched well to existing literatures.
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大规模MIMO信道中各向同性和非各向同性散射体共存的三维椭球模型
本文提出了一种用于大规模多输入多输出(MIMO)通信系统的三维(3D)多共焦椭球信道模型,该模型考虑了各向同性散射体和非各向同性散射体的共存。其中,内椭球体用于模拟各向同性散射体,外椭球体用于模拟非各向同性散射体。首先,在球面波前假设下,我们建立了到达角(AOA)和离开角(AOD)之间的数学关系,该关系比传统近似更精确,可以用来捕捉信道的非平稳特性。其次,详细研究了模型的相关性,研究了散射体类型、分布等重要参数对模型的影响。最后,数值和仿真结果表明,所提出的模型能够很好地捕捉到实际的大规模MIMO信道的特征,并且与已有的文献能够很好地匹配。
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