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Electromagnetic modeling of inhomogeneous and anisotropic structures by volume integral equation methods

机译:用体积积分方程法对非均质和各向异性结构进行电磁建模

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Given the application of inhomogeneous and anisotropic structures in different application areas, it is of critical importance to develop accurate and efficient modeling methods. Among various methods, volume integral equations (VIEs) using moment method are efficient solutions for electromagnetic modeling of inhomogeneous and anisotropic structures. In this paper, we investigate the solutions of the VIE method and augmented volume integral equation (A-VIE) method for solving inhomogeneous and anisotropic structures with arbitrary shapes. The moment method solutions are presented and curl-conforming bases are used to discretize the electric and magnetic field distributions inside the structures. When the structures contain inhomogeneous magnetic materials, A-VIE method is applied. Various numerical examples are shown to demonstrate the accuracy and efficiency of the algorithms.
机译:考虑到非均质和各向异性结构在不同应用领域中的应用,开发准确有效的建模方法至关重要。在各种方法中,使用矩量法的体积积分方程(VIE)是非均质和各向异性结构电磁建模的有效解决方案。在本文中,我们研究了VIE方法和增容体积积分方程(A-VIE)方法的解决方案,用于求解具有任意形状的非均质和各向异性结构。给出了矩量法的解决方案,并使用了卷曲一致的基底来离散结构内部的电场和磁场分布。当结构包含不均匀的磁性材料时,将应用A-VIE方法。显示了各种数值示例,以证明算法的准确性和效率。

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