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1D inverse problems of electromagnetic theory of layered inhomogeneous anisotropic media

机译:层状非均质各向异性介质电磁理论的一维反问题

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The inverse problems of the reconstruction of the dielectric permittivity tensor of multilayered inhomogeneous anisotropic slab by the reflection (transmission) coefficients known at the discrete sets of frequencies and angles of incidence are considered. The inverse problems have been reduced to optimal control problems for the Riccati equation. An analytical- numerical method for solving these problems has been developed. Numerical experiments demonstrating the computational efficiency of the proposed method have been carried out.
机译:考虑了通过在离散的频率和入射角集合处已知的反射(透射)系数来重构多层非均质各向异性平板的介电常数张量的反问题。反问题已简化为Riccati方程的最优控制问题。已经开发出解决这些问题的解析数值方法。数值实验表明了该方法的计算效率。

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