Bayesian Learning Based Millimeter-Wave Sparse Channel Estimation with Hybrid Antenna Array

M. Aminu, M. Codreanu, M. Juntti
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引用次数: 5

Abstract

We consider the problem of millimeter-wave (mmWave) channel estimation with a hybrid digital-analog two-stage beamforming structure. A radio frequency (RF) chain excites a dedicated set of antenna subarrays. To compensate for the severe path loss, known training signals are beamformed and swept to scan the angular space. Since the mmWave channels typically exhibit sparsity, the channel response can usually be expressed as a linear combination of a small number of scattering clusters. Thereby the number of angles of arrival (AoAs) and angles of departure (AoDs) with significant signal components is limited, and compressive sensing techniques can be leveraged for estimating the channel. In this paper, we investigate two sparse recovery algorithms: a Bayesian and non-Bayesian one. In the Bayesian approach, we invoke the sparse Bayesian learning (SBL) framework, which relies on a 2-layer hierarchical prior model for channel. A highly efficient and fast iterative Bayesian inference method is then applied to the proposed model. The non-Bayesian approach is a LASSO-based approach, where we devise a low complexity solution by adopting alternating directions method of multipliers (ADMM) technique to solve the problem. The efficacy of the proposed algorithms is demonstrated using numerical examples. The Bayesian approach shows improved estimation performance in relation to the non-Bayesian approach.
基于贝叶斯学习的混合天线阵列毫米波稀疏信道估计
我们考虑了一种混合数模两级波束形成结构下的毫米波信道估计问题。射频(RF)链激发一组专用的天线子阵列。为了弥补严重的路径损失,对已知的训练信号进行波束形成和扫描来扫描角空间。由于毫米波通道通常表现为稀疏性,通道响应通常可以表示为少量散射簇的线性组合。因此,具有重要信号分量的到达角(AoAs)和出发角(AoDs)的数量是有限的,并且可以利用压缩感知技术来估计信道。本文研究了两种稀疏恢复算法:贝叶斯算法和非贝叶斯算法。然后将一种高效、快速的迭代贝叶斯推理方法应用于所提出的模型。非贝叶斯方法是一种基于lasso的方法,我们采用交替方向乘法器(ADMM)技术设计了一个低复杂度的解来解决问题。通过数值算例验证了所提算法的有效性。与非贝叶斯方法相比,贝叶斯方法具有更好的估计性能。
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