A Tandem Neural Network-Based Inverse Modeling Method for Fast and Accurate Estimation of Electromagnetic Model Parameters

IF 2.1 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC
Kaan Kula;Tufan Coşkun Karalar
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引用次数: 0

Abstract

In this paper, a neural network method is proposed for better estimation of simulation material parameters. Such improved estimations increase the accuracy of EM simulations. Estimating simulation material parameters from an electrical response is an ill-posed problem since multiple parameter combinations can exhibit almost the same electrical response. Such problems can be more effectively addressed by specific neural network topologies, such as tandem neural networks. Hence, a solution following this approach is proposed. As an example, the substrate model parameters of the cascaded T-resonators and the Beatty resonator are estimated using their scattering parameters. The proposed approach supports a wide range of microwave structures through a structure-independent training data generation process. As an alternative to the proposed tandem neural network that combines convolutional, transposed convolutional and fully connected neural networks, a second tandem neural network employing only fully connected neural networks was also realized as a reference model and the performance of the two is compared. The performance of the two is evaluated using synthetic test data obtained from EM simulations. The mean squared error of the proposed model is approximately $0.5 \times 10^{-3}$, which is significantly lower than that of the reference model. The proposed method can be applied to measurement-based modeling, de-embedding fixture effects at high frequencies, production lot monitoring, among others.
一种基于串联神经网络的电磁模型参数快速准确反演方法
为了更好地估计模拟材料参数,本文提出了一种神经网络方法。这种改进的估计提高了电磁模拟的精度。从电响应估计模拟材料参数是一个不适定问题,因为多个参数组合可以表现出几乎相同的电响应。这些问题可以通过特定的神经网络拓扑,如串联神经网络更有效地解决。因此,提出了遵循此方法的解决方案。作为例子,利用级联t谐振器和Beatty谐振器的散射参数估计了它们的衬底模型参数。该方法通过与结构无关的训练数据生成过程支持广泛的微波结构。作为结合卷积、转置卷积和全连接神经网络的串联神经网络的替代方案,还实现了仅采用全连接神经网络的第二种串联神经网络作为参考模型,并比较了两者的性能。利用EM模拟获得的综合测试数据对两者的性能进行了评估。该模型的均方误差约为$0.5 \乘以10^{-3}$,显著低于参考模型。该方法可应用于基于测量的建模、高频下的去嵌入夹具效应、生产批量监控等。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
4.30
自引率
0.00%
发文量
27
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