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首页> 外文期刊>IEEE Transactions on Antennas and Propagation >A Hybrid FEM/MoM Method for 3-D Electromagnetic Scattering in Layered Medium
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A Hybrid FEM/MoM Method for 3-D Electromagnetic Scattering in Layered Medium

机译:分层介质中三维电磁散射的混合有限元/ MoM方法

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摘要

Accurate and efficient prediction of electromagnetic scattering from inhomogeneous objects in layered medium is one of the most challenging issues in engineering applications. This paper presents the first 3-D higher order hybrid finite-element method (FEM) and method of moments (MoM) for the accurate modeling of inhomogeneous dielectric objects in multilayered medium. The main challenges of this paper include: 1) the integration of these algorithms for layered medium and 2) the higher order computational approach involved in layered medium for high efficiency. In the proposed method, the MoM with the layered medium dyadic Green’s function is used as the exact radiation boundary condition in an inhomogeneous background, and the FEM is applied to model the inhomogeneous objects. Furthermore, the higher order maximally orthogonal basis functions with curl-conforming and divergence-conforming properties are used in the FEM and MoM, respectively to improve the modeling capability of this algorithm. For 3-D inhomogeneous objects scattering in multilayered medium, this new method requires a much more tightly truncated simulation domain than the traditional FEM, and provides much higher flexibility than the pure surface integral equation method. Finally, some numerical results are provided to validate the accuracy, efficiency, and flexibility of this method.
机译:准确有效地预测层状介质中不均匀物体的电磁散射是工程应用中最具挑战性的问题之一。本文提出了第一个3-D高阶混合有限元方法(FEM)和矩量方法(MoM),用于精确建模多层介质中的非均质介质。本文的主要挑战包括:1)这些算法用于分层介质的集成; 2)分层介质中涉及的高阶计算方法,以提高效率。在所提出的方法中,具有不均匀背景的精确中子边界条件被用作具有分层介质二进格林函数的MoM,并应用有限元法对不均匀物体进行建模。此外,在FEM和MoM中分别使用了具有curl-conform和divergence-conforming属性的高阶最大正交基函数,以提高该算法的建模能力。对于在多层介质中散射的3D非均匀物体,此新方法比传统FEM需要更紧密截断的模拟域,并且比纯表面积分方程法具有更高的灵活性。最后,提供一些数值结果以验证该方法的准确性,效率和灵活性。

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