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An Integral formulation of two-and three- dimensional dielectric structures using orthonormal multiresoution expansions

机译:使用正交多展开展开的二维和三维电介质结构的积分公式

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This paper presents an efficient space domain integral formulation of planar dielectric structures based on the concepts of multiresolution analysis (MRA) theory. Btalle-Lemarie multiresolution expansions are utilized in the moment method solution of a volume integral equation for the unknown electric field. The generation of sparse moment matrices is explained in view of the cancellation property of wavelet bassif functions. The formulation is then applied to two- and three-dimensional dielectric structures including waveguides and resonators, and the numerical results and consequences of matrix sparsity are discussed in detail.
机译:本文基于多分辨率分析(MRA)理论的概念,提出了一种有效的平面介电结构空间域积分公式。在未知电场的体积积分方程的矩量法解中利用了Btalle-Lemarie多分辨率展开。鉴于小波bassif函数的抵消性质,解释了稀疏矩矩阵的生成。然后将该公式应用于包括波导和谐振器的二维和三维电介质结构,并详细讨论了矩阵稀疏性的数值结果和后果。

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