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Optimal design of frequency selective surfaces with fractal motifs

机译:分形图案的频率选择表面的优化设计

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摘要

An alternative electromagnetic (EM) optimisation technique for the optimal design of frequency selective surfaces (FSSs) with fractal motifs is described. Based on computational intelligence tools, the proposed technique overcomes the high computational cost associated with FSS parametric full-wave analysis. In an application example, a fast and accurate multilayer perceptrons model of a FSS band-stop spatial filter with a Vicsek fractal motif is developed. This neural network model is used for repetitive cost function computations in population-based search algorithm simulations. A bees algorithm, continuous genetic algorithm and particle swarm optimisation are used for FSS optimisation with specific resonant frequency and bandwidth. The performance of these algorithms is compared in terms of numerical convergence. Consistent results are presented for a second-pass of designed FSS prototype with Vicsek fractal elements.
机译:描述了具有分形图案的频率选择表面(FSS)的最佳设计的另一种电磁(EM)优化技术。基于计算智能工具,所提出的技术克服了与FSS参数全波分析相关的高计算成本。在一个应用示例中,开发了具有Vicsek分形图案的FSS带阻空间滤波器的快速,准确的多层感知器模型。该神经网络模型用于基于人口的搜索算法仿真中的重复成本函数计算。将蜜蜂算法,连续遗传算法和粒子群算法用于具有特定谐振频率和带宽的FSS优化。这些算法的性能在数值收敛方面进行了比较。对于采用Vicsek分形元素设计的FSS原型的第二遍,给出了一致的结果。

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