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Three-dimensional edge-based finite-element analysis for discrete bodies of revolution

机译:离散旋转体的基于三维边缘的有限元分析

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摘要

An extension to three-dimensional (3-D) edge-based finite-element analysis for modeling electrically large fan-like bodies as discrete bodies of revolution is given. By exploiting the overlapping symmetries between a fan-like body and a modal expansion of the electromagnetic fields, only one lobe of the problem need be solved by the finite-element method without introducing approximations. This computational scaling makes possible the solution of electrically large structures much more efficiently. However, a periodic phase-boundary condition (PBC) must be applied to the faces of the mesh describing a single slice of the body and this condition must be enforced on both the electric and magnetic fields for a robust solution. Details on the implementation of the PBCs are given along with results which validate the overall technique.
机译:给出了对基于三维(3-D)边缘的有限元分析的扩展,以将大型电扇状体建模为离散的旋转体。通过利用扇形物体和电磁场的模态扩展之间的重叠对称性,只需使用有限元方法即可解决问题的一个瓣,而无需引入近似值。这种计算比例缩放使得更有效地解决大型电气结构成为可能。但是,必须将周期性的相边界条件(PBC)应用于描述物体的单个切片的网格的表面,并且必须在电场和磁场上都强制使用此条件才能获得可靠的解决方案。给出了有关PBC实施的详细信息以及可验证整个技术的结果。

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