三维保形元曲面的设计

J. Budhu, L. Szymanski, A. Grbic
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引用次数: 1

摘要

提出了一种基于积分方程建模技术和快速优化方法的三维保形超曲面综合技术。所考虑的超表面由共形接面层上的共形阻抗片组成。元曲面采用积分方程和RWG基函数建模,精确地考虑了所有相互耦合和有限维。共形超表面的设计分为两个阶段:直接求解阶段,通过矩量法求解控制积分方程,获得满足远场波束规格的复值阻抗片的初始设计,以及随后的优化阶段,将复值阻抗片转化为纯反应片。为了加快这一步骤,采用伴随优化方法对超表面进行优化。用这种方法设计了一个具有正弦曲率的超曲面。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of 3D Conformal Metasurfaces
A general synthesis technique for 3D conformal metasurfaces is presented which utilizes integral equation-based modeling techniques and rapid optimization methods. The metasurfaces considered consist of conformal impedance sheets above conformal ground planes. The metasurfaces are modeled using integral equations and RWG basis functions which accu-rately account for all mutual coupling and finite dimensions. A conformal metasurface is designed in two phases: a Direct Solve phase involving the solution of the governing integral equation via the method of moments to obtain an initial design with complex-valued impedance sheets satisfying the desired far-field beam specifications, and a subsequent Optimization phase to convert the complex-valued sheets into purely reactive sheets. To accelerate this step, the metasurface is optimized using an adjoint optimization method. A metasurface with sinusoidal curvature is designed using this approach.
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