A Mutual Coupling-Based Full Self-Online Calibration Method for Antenna Arrays in Uplink

IF 3.5 Q2 ENGINEERING, ELECTRICAL & ELECTRONIC
Aral Ertug Zorkun;Miguel A. Salas-Natera;Alvaro Araujo Pinto;Ramón Martínez Rodríguez-Osorio;Manuel Sierra Pérez
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Abstract

This paper proposes a mutual coupling based self-calibration method for transmit mode large scale antenna arrays. In accord with the proposed active antenna array model, gain/phase uncertainties, antenna element position errors and mutual coupling effects are reduced to an error matrix. The expansion of equations of the proposed calibration method are presented. The proposed calibration procedure is capable of compensating the error matrix while the system is operating and is suitable for off-line, on-site and online calibration procedures. The calibration procedure relies on the measurements of the error signal related to scan reflection coefficient while the system is operating, and the premeasured inter-element couplings. The calibration system takes pre-measured couplings, the geometry of the antenna array, the antenna weights and pointing direction as input, then, during the operation it combines input with the measured feedback signals to construct an array manifold. The coefficients of the error matrix are later estimated from the array manifold. The antenna weights are compensated by direct inversion of the estimated error matrix which involves division operator, yielding possible inaccurate coefficient estimation in hardware. Therefore, a globally convergent generalized inverse matrix approximation method is adopted. Simulation results with worst case errors and a simple experimental study are presented. The results show that with the proposed method, accurate calibration can be made with couplings only in the first and second order neighbors of an antenna element.
基于相互耦合的上行链路天线阵列全自在线校准方法
本文提出了一种基于相互耦合的发射模式大型天线阵列自校准方法。根据提出的有源天线阵列模型,增益/相位不确定性、天线元件位置误差和相互耦合效应被简化为误差矩阵。提出了拟议校准方法的扩展方程。建议的校准程序能够在系统运行时补偿误差矩阵,适用于离线、现场和在线校准程序。校准程序依赖于系统运行时与扫描反射系数相关的误差信号测量,以及预先测量的元素间耦合。校准系统将预先测量的耦合、天线阵列的几何形状、天线权重和指向作为输入,然后在运行过程中将输入与测量的反馈信号相结合,构建一个阵列流形。随后根据阵列流形估算误差矩阵的系数。天线权重是通过直接反演估算出的误差矩阵来补偿的,这涉及到除法算子,在硬件中可能会产生不准确的系数估算。因此,采用了全局收敛的广义逆矩阵近似方法。文中给出了最坏情况误差的仿真结果,并进行了简单的实验研究。结果表明,采用所提出的方法,只需在天线元件的一阶和二阶邻域内进行耦合,就能进行精确校准。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
6.50
自引率
12.50%
发文量
90
审稿时长
8 weeks
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