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Adaptive Finite Element-Boundary Integral Analysis for Electromagnetic Fields in 3-D

机译:3-D电磁场的自适应有限元边界积分分析

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摘要

This paper presents a complete adaptive finite element-boundary integral (FE-BI) analysis scheme for the time-harmonic, electromagnetic analysis of three-dimensional inhomogeneous scatterers/radiators in free-space. The adaptive scheme is based on an FE-BI formulation which yields electric and magnetic field solutions simultaneously. It employs a posteriori error estimates which exploit the availability of both field solutions and estimates error distributions and global solution quality for the electric and magnetic fields separately. It automatically determines which elements should be refined in order to equi-distribute the estimated error, based on the type of refinement requested (h, p or hp). This automatic determination is based on extrapolating the elemental error estimates. The algorithm terminates when specified tolerance levels are reached by the electric and/or magnetic field global solution quality estimates. The only required user specifications within the algorithm are the termination tolerances and the types of refinements to effect. Results are presented which show that within the scope of the presented error measures significant reductions in computational cost may be achieved. The proposed scheme could be used with other types of error estimates and it could be adapted to other FE or FE-BI formulations.
机译:本文提出了一种完整的自适应有限元边界积分(FE-BI)分析方案,用于自由空间中三维非均匀散射体/辐射器的时谐电磁分析。自适应方案基于FE-BI公式,该公式可同时产生电场和磁场解。它采用后验误差估计,该估计利用了现场解决方案的可用性,并分别估计了电场和磁场的误差分布和整体解决方案质量。它会根据请求的优化类型(h,p或hp)自动确定应优化哪些元素以平均分配估计误差。该自动确定基于外推基本误差估计。当电场和/或磁场全局解决方案质量估计值达到指定的公差级别时,算法终止。算法中唯一需要的用户规范是端接公差和要实现的改进类型。结果表明,在提出的误差措施的范围内,可以显着降低计算成本。所提出的方案可以与其他类型的误差估计一起使用,并且可以适合于其他有限元或有限元BI公式。

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