郑乐,赵钏皓,卢珊珊,等. 基于可重构智能表面的二维高精度角度估计方法[J]. 信号处理,2024,40(1):216-224. DOI: 10.16798/j.issn.1003-0530.2024.01.015.
引用本文: 郑乐,赵钏皓,卢珊珊,等. 基于可重构智能表面的二维高精度角度估计方法[J]. 信号处理,2024,40(1):216-224. DOI: 10.16798/j.issn.1003-0530.2024.01.015.
ZHENG Le,ZHAO Chuanhao,LU Shanshan,et al. A high-accuracy DOA estimation method using reconfigurable intelligent surface[J]. Journal of Signal Processing,2024,40(1): 216-224. DOI: 10.16798/j.issn.1003-0530.2024.01.015
Citation: ZHENG Le,ZHAO Chuanhao,LU Shanshan,et al. A high-accuracy DOA estimation method using reconfigurable intelligent surface[J]. Journal of Signal Processing,2024,40(1): 216-224. DOI: 10.16798/j.issn.1003-0530.2024.01.015

基于可重构智能表面的二维高精度角度估计方法

A High-Accuracy DOA Estimation Method Using Reconfigurable Intelligent Surface

  • 摘要: 可重构智能表面(Reconfigurable Intelligent Surface)因其提高频谱和能量使用效率、成本低等特点,被认为是未来无线通信和目标感知的关键性技术。RIS在平面上集成了大量低成本的无源反射元件,通过连接RIS的智能控制器,可以控制入射到这些可重构元件的信号的相位和幅度,从而重新配置入射信号的传播。波达方向(Direction of Arrival)估计问题是实现目标感知的重要组成部分,而RIS因其能够重新配置信号的特性被用来提高DOA估计的准确性。然而,在实际使用RIS时,由于元件之间的距离小于半波长而引起的互耦效应以及无法完美控制反射过程导致的反射失配(反射相位和幅度误差)等问题会严重影响RIS的性能。本文针对基于RIS系统的二维DOA估计问题,建立了考虑互耦效应和反射失配的RIS系统模型;并基于该模型,提出了一种新的二维角度估计方法用于DOA估计。该方法首先通过深度神经网络(Deep Neural Network)将RIS接收的信号进行重构,以降低互耦效应和反射失配的影响,再进一步使用非线性最小二乘法(Nonlinear Least Square)进行高精度的DOA估计。本文通过仿真验证了算法的估计性能,并与快速傅里叶变换(Fast Fourier Transformation)、正交匹配追踪(Orthogonal Matching Pursuit)等传统方法进行比较,结果表明相对于快速傅里叶变换、正交匹配追踪等传统方法新算法具有更好的估计性能。

     

    Abstract: ‍ ‍The reconfigurable intelligent surface (RIS) is considered a pivotal technology for future wireless communication and target perception due to its characteristics of enhancing spectrum and energy efficiency while being cost-effective. RIS integrates a multitude of low-cost passive reflecting elements on a planar surface, and by connecting them to an intelligent controller, it allows for the control of the phase and amplitude of signals incident on these reconfigurable elements, thereby reconfiguring the propagation of incident signals. Due to its ability to control the phase and magnitude of reflected signals, RIS can be utilized to enhance the performance of wireless communication and target sensing. The accurate estimation of the direction of arrival is a pivotal element in achieving target sensing objectives. RIS can substantially enhance the precision of DOA estimation through various strategies. One approach involves focusing radar beams in specific directions to amplify target signals while concurrently reducing interference. Additionally, RIS can be employed to adjust reflection paths, mitigating the adverse effects of multipath propagation. Traditional DOA estimation methods rely on phase difference information between antennas in scenarios with multiple receiving antennas. However, these methods have limitations. Conventional beamforming methods and similar beamforming techniques are associated with low resolution. Subspace-based methods like Multiple Signal Classification and maximum likelihood-based approaches like Maximum Likelihood parameter estimation methods, suffer from high computational complexity and susceptibility to environmental influences. With the continuous development of fields such as wireless communication and radar, researchers have gradually explored and combined deep learning to overcome the limitations of traditional DOA estimation methods. Nevertheless, practical implementation of RIS faces challenges such as mutual coupling effects arising from the proximity of elements being less than half a wavelength, as well as reflection mismatches (errors in reflection phase and amplitude) resulting from imperfect control of the reflection process, which significantly impact the performance of RIS. In this paper, we address the two-dimensional DOA estimation problem in RIS-based systems by establishing an RIS system model that takes into account mutual coupling effects and reflection mismatches. Based on this model, we propose a novel method for two-dimensional angle estimation in DOA estimation. This method initially reconstructs the signals received by RIS using a deep neural network to mitigate the effects of mutual coupling and reflection mismatches. Subsequently, it employs a nonlinear least squares technique for high-precision DOA estimation. Simulation results are presented to validate the algorithm’s estimation performance, it has been demonstrated that the DNN reconstruction step effectively mitigates the impact of mutual coupling and reflection mismatches, leading to a significant enhancement in the algorithm’s DOA estimation performance. Applying the Nonlinear Least Squares algorithm to estimate the reconstructed signals yields even more precise angle estimations. Therefore, in RIS systems affected by mutual coupling and reflection mismatches, the proposed method outperforms traditional approaches such as Orthogonal Matching Pursuit and Fast Fourier Transformation in terms of estimation performance.

     

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