实际场景下大规模MIMO系统的新型中导去污方法

Qingqing Cheng, Gengfa Fang, Diep N. Nguyen, E. Dutkiewicz
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引用次数: 1

摘要

在天线数量庞大的多输入多输出(Massive MIMO)系统中,准确高效的信道估计方法能够实现理论增益。然而,在大规模MIMO信道估计过程中,导频污染是一个严重影响系统性能的关键问题,其根源在于导频复用。这项工作旨在解决协方差辅助信道估计方法中的导频污染问题,同时考虑由于新用户到达和用户移动性而导致信道协方差矩阵变化的实际场景。为此,我们首先设计了一种跟踪信道协方差矩阵的方法,然后将这些估计值用于贝叶斯估计。仿真结果表明,该方法对信道协方差矩阵和CSI本身的归一化均方误差(NMSE)都远低于基于最小二乘(LS)和贝叶斯估计的经典方法。此外,对于用户移动缓慢的情况(例如,以步行速度),在系统重新训练通道协方差矩阵之前,我们提出的方法可以提供比经典贝叶斯估计三倍以上的令人满意的性能。换句话说,与经典贝叶斯方法相比,我们提出的方法通过更低的再训练过程频率,能够以更低的开销和复杂度获得良好的系统性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Novel pilot decontamination methods for Massive MIMO systems under practical scenarios
Accurate and efficient channel estimation methods have the ability to realize the theoretical gain in multi-input multi-output (Massive MIMO) systems which have a massive number of antennas. However, the pilot contamination in Massive MIMO channel estimation process, rooted from the pilot reuse, is a critical problem that severely degrades the performance of the system. This work aims to address the problem of pilot contamination in covariance-aided channel estimation methods while considering practical scenarios where the channel covariance matrices change due to a new user arrival and users mobility. To that end, we first design a method to track the channel covariance matrices and then use these estimated values in Bayesian estimation. Simulation results indicate that the normalized mean square error (NMSE) for both channel covariance matrices and the CSI itself of our proposed methods are much lower than those of classical methods based on least square (LS) and Bayesian estimation. Additionally, for the case that users move slowly (e.g., at walking speed), our proposed method can provide satisfactory performance for more than three times as much as classical Bayesian estimation before system re-train channel covariance matrices. In other words, compared with classical Bayesian methods, our proposed methods are able to get good system performance with less overhead and complexity by a lower frequency of re-training process.
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