全双工毫米波多输入多输出信道估计:神经网络方法

Mehdi Sattari;Hao Guo;Deniz Gündüz;Ashkan Panahi;Tommy Svensson
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摘要

毫米波(mmWave)多输入多输出(MIMO)现已成为现实,并具有进一步改进的巨大潜力。我们将全双工传输作为改进毫米波多输入多输出系统的有效方法进行研究。与半双工系统相比,全双工传输可提供更高的数据传输速率和更低的延迟。然而,全双工传输会受到接收天线自干扰(SI)的阻碍,因此 SI 信道估计成为使全双工系统可行的关键步骤。在本文中,我们利用神经网络(NN)解决了全双工毫米波 MIMO 系统中的信道估计问题。我们的方法涉及在用户设备(UE)和基站(BS)的发射天线之间共享先导资源,旨在减少全双工系统中的先导开销,并达到与半双工系统相当的水平。此外,在全双工基站采用独立天线配置的情况下,向下行链路 UE 提供发射天线(TX)阵列的信道估计也是一个挑战,因为 TX 阵列无法接收先导信号。为了解决这个问题,我们采用了一种 NN,将下行链路 UE 到接收天线 (RX) 阵列的信道映射到从发射天线阵列到下行链路 UE 的信道。我们进一步阐述了 NN 如何在不同架构(如不同数量的隐藏层)、引入非线性失真(如使用 1 位模数转换器 (ADC))和不同信道条件(如低相关和高相关信道)下执行估计。我们的工作为基于 NN 的信道估计器提供了新的见解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Full-Duplex Millimeter Wave MIMO Channel Estimation: A Neural Network Approach
Millimeter wave (mmWave) multiple-input-multi-output (MIMO) is now a reality with great potential for further improvement. We study full-duplex transmissions as an effective way to improve mmWave MIMO systems. Compared to half-duplex systems, full-duplex transmissions may offer higher data rates and lower latency. However, full-duplex transmission is hindered by self-interference (SI) at the receive antennas, and SI channel estimation becomes a crucial step to make the full-duplex systems feasible. In this paper, we address the problem of channel estimation in full-duplex mmWave MIMO systems using neural networks (NNs). Our approach involves sharing pilot resources between user equipments (UEs) and transmit antennas at the base station (BS), aiming to reduce the pilot overhead in full-duplex systems and to achieve a comparable level to that of a half-duplex system. Additionally, in the case of separate antenna configurations in a full-duplex BS, providing channel estimates of transmit antenna (TX) arrays to the downlink UEs poses another challenge, as the TX arrays are not capable of receiving pilot signals. To address this, we employ an NN to map the channel from the downlink UEs to the receive antenna (RX) arrays to the channel from the TX arrays to the downlink UEs. We further elaborate on how NNs perform the estimation with different architectures, (e.g., different numbers of hidden layers), the introduction of non-linear distortion (e.g., with a 1-bit analog-to-digital converter (ADC)), and different channel conditions (e.g., low-correlated and high-correlated channels). Our work provides novel insights into NN-based channel estimators.
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