基于残差增强神经网络的宽带极化转换超表面逆向设计

      Inverse design of broadband polarization conversion metasurface based on residual-enhanced neural network

      • 摘要: 人工智能的快速发展为超表面自由调控电磁波提供了一种定制化的解决方案。本文提出了一种融合残差网络思想的深度全连接神经网络模型,用于从反射系数逆向预测宽带极化转换超表面的结构参数。首先设计了一种三层式超表面单元结构,并确定了其8个调控参数;在此基础上,通过结合不同超表面结构的精细化参数调控思路与深度学习逆向设计的高效映射能力,构建了端到端的电磁响应到结构参数的映射模型。创新性地引入残差连接机制,有效解决了深层网络训练中的梯度消失问题。重点阐述了融合残差连接的网络架构设计、训练策略并分析了对数变换对预测精度的影响。通过对模型算法评价,本文模型对8个结构参数的预测结果决定系数R2均大于0.9。基于预测参数设计的超表面,在8.8~24.4 GHz全频段极化转换率均保持在90%以上。分析表明,本研究为超表面逆向设计提供了一种高效可行的方法,该方法可以进一步扩展到更多功能的超表面设计中。

         

        Abstract: The rapid development of artificial intelligence provides a customized solution for the free manipulation of electromagnetic waves by metasurfaces. This paper proposes a deep fully connected neural network model integrated with the idea of residual networks, which is used for the inverse prediction of structural parameters of broadband polarization-conversion metasurfaces from reflection coefficients. First, a three-layer metasurface unit structure is designed, and its 8 control parameters are determined. On this basis, by combining the refined parameter control idea of different metasurface structures with the efficient mapping capability of deep learning-based inverse design, an end-to-end mapping model from electromagnetic response to structural parameters is constructed. The residual connection mechanism is innovatively introduced, which effectively addresses the gradient vanishing problem in the training of deep networks. The paper focuses on elaborating the network architecture design integrated with residual connections, training strategies, and analyzes the impact of logarithmic transformation on prediction accuracy. Algorithm evaluation of the model shows that the coefficients of determination (R2) of the model's prediction results for all 8 structural parameters are greater than 0.9. The metasurface designed based on the predicted parameters maintains a polarization conversion ratio of over 90% across the entire frequency band of 8.8–24.4 GHz. Analysis indicates that this study provides an efficient and feasible method for the inverse design of metasurfaces, and this method can be further extended to the design of metasurfaces with more diverse functions.

         

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