近场空间非静态 XL-MIMO 性能分析和低复杂度设计

Kangda Zhi;Cunhua Pan;Hong Ren;Kok Keong Chai;Cheng-Xiang Wang;Robert Schober;Xiaohu You
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摘要

超大规模多输入多输出(XL-MIMO)能够支持具有大量用户的极高系统容量。在这项工作中,我们建立了一个框架,用于分析和低复杂度设计具有空间非稳定性的近场 XL-MIMO。具体来说,我们首先使用基于近场球面波的电磁(EM)信道模型分析了离散孔径 XL-MIMO 的理论性能。我们通过分析揭示了离散孔径和极化失配对接收功率的影响。我们还根据所考虑的电磁信道模型对经典的弗劳恩霍夫距离进行了补充。我们的分析结果表明,XL 阵列的有限部分会接收到近场的大部分信号功率,这就产生了用户可见性区域 (VR) 的概念。因此,我们提出了一种 VR 检测算法,并利用获取的 VR 信息设计了一种低复杂度符号检测方案。此外,我们还提出了一种基于图论的用户分区算法,该算法依赖于不同用户之间的 VR 重叠率。利用部分零强迫(PZF)只消除分配到同一组用户的干扰,从而进一步降低了矩阵反演的计算复杂度。数值结果证实了分析结果的正确性和所提算法的有效性。结果表明,我们的算法接近基于传统全阵列 (WA) 设计的性能,但复杂度却低得多。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Performance Analysis and Low-Complexity Design for XL-MIMO With Near-Field Spatial Non-Stationarities
Extremely large-scale multiple-input multiple-output (XL-MIMO) is capable of supporting extremely high system capacities with large numbers of users. In this work, we build a framework for the analysis and low-complexity design of XL-MIMO in the near field with spatial non-stationarities. Specifically, we first analyze the theoretical performance of discrete-aperture XL-MIMO using an electromagnetic (EM) channel model based on the near-field spherical wavefront. We analytically reveal the impact of the discrete aperture and polarization mismatch on the received power. We also complement the classical Fraunhofer distance based on the considered EM channel model. Our analytical results indicate that a limited part of the XL-array receives the majority of the signal power in the near field, which leads to a notion of visibility region (VR) of a user. Thus, we propose a VR detection algorithm and leverage the acquired VR information to devise a low-complexity symbol detection scheme. Furthermore, we propose a graph theory-based user partition algorithm, relying on the VR overlap ratio between different users. Partial zero-forcing (PZF) is utilized to eliminate only the interference from users allocated to the same group, which further reduces computational complexity in matrix inversion. Numerical results confirm the correctness of the analytical results and the effectiveness of the proposed algorithms. It reveals that our algorithms approach the performance of conventional whole array (WA)-based designs but with much lower complexity.
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