学习大规模多输入多输出波束成形的高能效发射机配置

Hamed Hojatian;Zoubeir Mlika;Jérémy Nadal;Jean-François Frigon;François Leduc-Primeau
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引用次数: 0

摘要

混合波束成形(HBF)和天线选择是提高大规模多输入多输出(mMIMO)系统能效(EE)的有效技术。然而,发射机架构可能包含多个需要优化的参数,例如分配给天线的功率以及天线与射频链之间的连接。因此,要找到最佳的发射机架构,需要在一个很大的搜索空间内解决一个非凸混合整数问题。在本文中,我们考虑了最大化全数字前置编码器(FDP)和 HBF 发射机 EE 的问题。首先,我们提出了不同波束成形结构的能量模型。然后,基于所提出的能量模型,我们开发了一种自监督学习(SSL)方法,通过设计 FDP 和 HBF 的发射机配置来最大化 EE。所提出的深度神经网络可以在频谱效率和能耗之间进行不同的权衡,同时适应不同数量的活跃用户。最后,为了获得一个可利用现场测量进行训练的系统,我们研究了完全利用不完善的信道状态信息(CSI)来训练模型的能力,包括深度学习模型的输入和损失函数的计算。仿真结果表明,在使用不完美 CSI 进行训练时,所提出的解决方案在 EE 方面优于传统方法。此外,我们还表明,与传统方法相比,所提出的解决方案复杂度更低,对噪声的鲁棒性更高。
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Learning Energy-Efficient Transmitter Configurations for Massive MIMO Beamforming
Hybrid beamforming (HBF) and antenna selection are promising techniques for improving the energy efficiency (EE) of massive multiple-input multiple-output (mMIMO) systems. However, the transmitter architecture may contain several parameters that need to be optimized, such as the power allocated to the antennas and the connections between the antennas and the radio frequency chains. Therefore, finding the optimal transmitter architecture requires solving a non-convex mixed integer problem in a large search space. In this paper, we consider the problem of maximizing the EE of fully digital precoder (FDP) and HBF transmitters. First, we propose an energy model for different beamforming structures. Then, based on the proposed energy model, we develop a self-supervised learning (SSL) method to maximize the EE by designing the transmitter configuration for FDP and HBF. The proposed deep neural networks can provide different trade-offs between spectral efficiency and energy consumption while adapting to different numbers of active users. Finally, towards obtaining a system that can be trained using in-the-field measurements, we investigate the ability of the model to be trained exclusively using imperfect channel state information (CSI), both for the input to the deep learning model and for the calculation of the loss function. Simulation results show that the proposed solutions can outperform conventional methods in terms of EE while being trained with imperfect CSI. Furthermore, we show that the proposed solutions are less complex and more robust to noise than conventional methods.
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