论文标题

模块化极大的阵列通信:近场建模和性能分析

Modular Extremely Large-Scale Array Communication: Near-Field Modelling and Performance Analysis

论文作者

Li, Xinrui, Lu, Haiquan, Zeng, Yong, Jin, Shi, Zhang, Rui

论文摘要

本文研究了基于新天线阵列架构的无线通信,称为模块化非常大的阵列(XL阵列),其中以模块化方式定期在公共平台上定期安排大量的天线元素。每个模块都由柔性/中等数量的天线元件组成,并且不同的模块用模块间间距分离,该间距通常比元素间间距/信号波长大得多,以易于部署。通过正确对不同阵列模块/元素的信号相,振幅和投影孔的变化进行建模,我们开发了新的通道模型,并分析了基于模块化XL-array的通信的信噪比(SNR)性能。在实用的非均匀球形波(NUSW)模型下,最大可实现的SNR的闭合形式表达是根据关键几何参数得出的,包括总平面阵列大小,沿每个维度的模块分离距离以及三维(3D)空间中用户的位置。此外,随着沿不同维度的模块数量流向无穷大的渐近SNR缩放定律。此外,我们表明,我们开发的近场建模和性能分析包括与XL阵列(远场均匀平面波(UPW)模型)以及一维模块化模块化模块的现有XL阵列的现有分析。提供广泛的仿真结果以验证我们获得的结果。

This paper investigates wireless communications based on a new antenna array architecture, termed modular extremely large-scale array (XL-array), where an extremely large number of antenna elements are regularly arranged on a common platform in a modular manner. Each module consists of a flexible/moderate number of antenna elements, and different modules are separated with an inter-module spacing that is typically much larger than the inter-element spacing/signal wavelength for ease of deployment. By properly modelling the variations of signal phase, amplitude and projected aperture across different array modules/elements, we develop the new channel model and analyze the signal-to-noise ratio (SNR) performance of the modular XL-array based communications. Under the practical non-uniform spherical wave (NUSW) model, the closed-form expression of the maximum achievable SNR is derived in terms of key geometric parameters, including the total planar array size, module separation distances along each dimension, as well as the user's location in the three-dimensional (3D) space. Besides, the asymptotic SNR scaling laws are revealed as the number of modules along different dimensions goes to infinity. Moreover, we show that our developed near-field modelling and performance analysis include the existing ones for the collocated XL-array, the far-field uniform plane wave (UPW) model, as well as the one-dimensional (1D) modular extremely large-scale uniform linear array (XL-ULA) as special cases. Extensive simulation results are provided to validate our obtained results.

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