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Design of gratings and frequency-selective surfaces using ARTMAP neural networks

机译:使用ARTMAP神经网络设计光栅和频率选择表面

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Abstract: This paper presents a study of the Fuzzy ARTMAP neural network in designing cascaded gratings and Frequency Selective Surfaces (FSS) in general. Conventionally, trial-and-error procedures are used until an FSS matches the design criteria. One way of avoiding this laborious and manual process is to use neural networks. A neural network can be trained to predict the dimensions of the metallic patches (or apertures), their distance of separation, their shape, and the number of layers required in a multilayer structure which gives the desired frequency response. In the past, to achieve this goal, the backpropagation (backprop) learning algorithm was used in conjunction with an inversion algorithm. Unfortunately, the backprop algorithm sometimes has problems with convergence. In this work the Fuzzy ARTMAP neural networks is utilized. The Fuzzy ARTMAP is faster to train than the backprop and it does not require an inversion algorithm to solve the FSS problem. Most importantly, its convergence is guaranteed. Several results (frequency responses) from cascaded gratings for various angles of wave incidence, layer separation, width strips, and interstrip separation are presented and discussed.!7
机译:摘要:本文介绍了模糊ARTMAP神经网络在总体上设计级联光栅和频率选择表面(FSS)的研究。按照惯例,直到FSS符合设计标准之前,都要使用反复试验程序。避免此繁琐且手动的过程的一种方法是使用神经网络。可以训练神经网络来预测金属贴片(或小孔)的尺寸,它们的分离距离,它们的形状以及在多层结构中提供所需频率响应所需的层数。过去,为了实现此目标,将反向传播(backprop)学习算法与反演算法结合使用。不幸的是,反向传播算法有时会出现收敛问题。在这项工作中,使用了模糊ARTMAP神经网络。模糊ARTMAP的训练速度比反向传播算法快,并且不需要反演算法即可解决FSS问题。最重要的是,可以保证其收敛。提出并讨论了级联光栅针对不同角度的波入射,层分离,宽度带和条间分离的几个结果(频率响应)。!7

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