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Analysis on Complex Target Electromagnetic Scattering Features based on Improved Finite Element Boundary Integral Method

机译:基于改进有限元边界积分法的复杂目标电磁散射特征分析

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Computational electromagnetic has been more and more mature after development for dozens of years. Domestic and foreign scholars have proposed many methods especially when it is used for solving 3D complex target numerical value questions. Traditional methods include moment method, finite element method, subsequent finite element boundary integral method, and volume-surface integral method, etc. In this paper, ray-propagation fast multipole method and fast far-field approximation methods are applied in a finite element boundary integral method in order to analyse electromagnetic scattering specific issues of 3D targets more rap-idly and efficiently. Improved finite element boundary integral method is characterised by reduced computing time and lowered memory demand compared with the original simple use of MLFMM.
机译:在开发后几十年后,计算电磁越来越成熟。国内外学者提出了许多方法,特别是当它用于解决3D复杂目标数值问题时。传统方法包括矩方法,有限元方法,随后的有限元边界积分方法和体积表面整体方法等。在本文中,在有限元边界中应用射线传播快速多极方法和快速远场近似方法积分方法,以分析3D目标的电磁散射特定问题,更加讨论,有效地说出来。改进的有限元边界积分法的特征在于计算时间减少,并与MLFMM的原始使用相比降低了内存需求。

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