论文标题

宽带混合MMWave的深度学习渠道估计大量MIMO

Deep Learning-based Channel Estimation for Wideband Hybrid MmWave Massive MIMO

论文作者

Gao, Jiabao, Zhong, Caijun, Li, Geoffrey Ye, Soriaga, Joseph B., Behboodi, Arash

论文摘要

在实用毫米波(MMWave)大量多输入多输出(MIMO)系统中,混合模拟数字(HAD)结构被广泛采用,以降低硬件成本和能耗。但是,由于收发器中的射频(RF)链仅有限,因此在HAS的背景下进行的通道估计是具有挑战性的。尽管已经开发了各种压缩感应(CS)算法来通过利用固有的通道稀疏性和稀疏结构来解决此问题,但实际效果(例如功率泄漏和梁蹲)仍然可以使真实的通道特征偏离假定的模型并导致性能退化。同样,由大量迭代引起的CS算法的高复杂性阻碍了他们在实践中的应用。为了解决这些问题,我们开发了一种基于深度学习(DL)的渠道估计方法,其中稀疏的贝叶斯学习(SBL)算法被展开为深神经网络(DNN)。在每个SBL层中,稀疏角域通道的高斯差异参数都通过量身定制的DNN进行更新,该DNN能够有效地捕获各个域中的复杂通道稀疏结构。此外,测量矩阵已共同优化以提高性能。然后,提出的方法将扩展到多块案例,在多块情况下,随着时间的推移通道相关性进一步利用以适应性地预测测量矩阵并促进高斯方差参数的更新。基于模拟结果,提出的方法显着超过现有方法,但复杂性降低。

Hybrid analog-digital (HAD) architecture is widely adopted in practical millimeter wave (mmWave) massive multiple-input multiple-output (MIMO) systems to reduce hardware cost and energy consumption. However, channel estimation in the context of HAD is challenging due to only limited radio frequency (RF) chains at transceivers. Although various compressive sensing (CS) algorithms have been developed to solve this problem by exploiting inherent channel sparsity and sparsity structures, practical effects, such as power leakage and beam squint, can still make the real channel features deviate from the assumed models and result in performance degradation. Also, the high complexity of CS algorithms caused by a large number of iterations hinders their applications in practice. To tackle these issues, we develop a deep learning (DL)-based channel estimation approach where the sparse Bayesian learning (SBL) algorithm is unfolded into a deep neural network (DNN). In each SBL layer, Gaussian variance parameters of the sparse angular domain channel are updated by a tailored DNN, which is able to effectively capture complicated channel sparsity structures in various domains. Besides, the measurement matrix is jointly optimized for performance improvement. Then, the proposed approach is extended to the multi-block case where channel correlation in time is further exploited to adaptively predict the measurement matrix and facilitate the update of Gaussian variance parameters. Based on simulation results, the proposed approaches significantly outperform existing approaches but with reduced complexity.

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