通过可重构智能表面实现公平波束分配

Rujing Xiong;Ke Yin;Tiebin Mi;Jialong Lu;Kai Wan;Robert Caiming Qiu
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引用次数: 0

摘要

本文提出了一种通过可重构智能表面(RIS)进行公平波束分配的框架,并结合了最大最小准则。该框架侧重于通过优化设计明确的波束成形功能。首先,引入了以几何光学为基础的现实模型来描述 RIS 的输入/输出行为,有效地缩小了显式波束成形操作的要求与实际实现之间的差距。然后,针对涉及二次方形式的最大最小优化开发了一种高效算法。利用 Moreau-Yosida 近似,我们成功地重新表述了原始问题,并提出了一种获得最优解的迭代算法。我们对算法的收敛性进行了全面分析。重要的是,这种方法具有极佳的可扩展性,使其可以随时用于解决更广泛的最大最小值优化问题。最后,还进行了数值和原型实验,以验证该框架的有效性。通过提出的波束分配框架和算法,我们明确了 RIS 的几个关键的再分配功能,如显式分束、公平波束分配和宽波束生成,都可以有效地实现。这些显式波束成形功能以前从未得到过深入研究。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fair Beam Allocations Through Reconfigurable Intelligent Surfaces
A fair beam allocation framework through reconfigurable intelligent surfaces (RISs) is proposed, incorporating the Max-min criterion. This framework focuses on designing explicit beamforming functionalities through optimization. Firstly, realistic models, grounded in geometrical optics, are introduced to characterize the input/output behaviors of RISs, effectively bridging the gap between the requirements on explicit beamforming operations and their practical implementations. Then, a highly efficient algorithm is developed for Max-min optimizations involving quadratic forms. Leveraging the Moreau-Yosida approximation, we successfully reformulate the original problem and propose an iterative algorithm to obtain the optimal solution. A comprehensive analysis of the algorithm’s convergence is provided. Importantly, this approach exhibits excellent extensibility, making it readily applicable to address a broader class of Max-min optimization problems. Finally, numerical and prototype experiments are conducted to validate the effectiveness of the framework. With the proposed beam allocation framework and algorithm, we clarify that several crucial redistribution functionalities of RISs, such as explicit beam-splitting, fair beam allocation, and wide-beam generation, can be effectively implemented. These explicit beamforming functionalities have not been thoroughly examined previously.
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