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Near- and Far-Field Communications with Large Intelligent Surfaces

机译:与大型智能表面的近端和远场通信

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This paper studies the uplink spectral efficiency (SE) achieved by two single-antenna user equipments (UEs) communicating with a Large Intelligent Surface (LIS), defined as a planar array consisting of N antennas that each has area A. The analysis is carried out with a deterministic line-of-sight propagation channel model that captures key fundamental aspects of the so-called geometric near-field of the array. Maximum ratio (MR) and minimum mean squared error (MMSE) combining schemes are considered. With both schemes, the signal and interference terms are numerically analyzed as a function of the position of the transmitting devices when the width/height $L = sqrt {NA} $ of the square-shaped array grows large. The results show that an exact near-field channel model is needed to evaluate the SE whenever the distance of transmitting UEs is comparable with the LIS’ dimensions. It is shown that, if L grows, the UEs are eventually in the geometric near-field and the interference does not vanish. MMSE outperforms MR for an LIS of practically large size.
机译:本文研究了通过与大型智能表面(LIS)通信的两个单天线用户设备(UE)实现的上行链路谱效率(SE),定义为由每个具有区域A的N天线组成的平面阵列。分析是携带的使用确定性的视线传播信道模型,捕获阵列的所谓的几何近场的关键基本方面。考虑最大比率(MR)和最小平均平方误差(MMSE)组合方案。通过这两个方案,信号和干扰术语作为当宽/高度$ l = sqrt {na}的正方形阵列变大时,以数字方式分析为发送设备的位置的函数。结果表明,每当传输UE的距离与LIS尺寸相当时,需要精确的近场通道模型来评估SE。结果表明,如果L成长,则UE最终在几何近场中,干扰不会消失。 MMSE优于一个实际上大尺寸的LIS先生。

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