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首页> 外文期刊>IEEE Antennas & Propagation Magazine >A numerical method to solve the inverse medium problem: anapplication to the Ipswich data
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A numerical method to solve the inverse medium problem: anapplication to the Ipswich data

机译:一种求解逆介质问题的数值方法:对伊普斯威奇数据的应用

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摘要

We consider the propagation of electromagnetic waves in an inhomogeneous medium. The inhomogeneity is contained in a vertical cylinder with a compact base. When an incident wave meets the inhomogeneity, a scattered wave is generated. We consider the problem of the reconstruction of the inhomogeneous refractive index from some knowledge of the scattered waves generated by the interaction of the inhomogeneity with several known incident waves. We give a mathematical formulation of the problem, a numerical method to solve it, and some numerical results obtained using the numerical method proposed on the Ipswich data. The Ipswich data are experimental data. The inverse-scattering problem considered above is of great theoretical and practical interest. It is an ill-posed problem
机译:我们考虑电磁波在非均匀介质中的传播。不均匀性包含在具有紧凑底座的立式圆柱体内。当入射波遇到不均匀性时,会产生散射波。我们从不均匀性与几个已知入射波相互作用产生的散射波的一些知识中,考虑了不均匀折射率的重构问题。我们给出了该问题的数学公式,给出了解决该问题的数值方法,以及使用在Ipswich数据上提出的数值方法获得的一些数值结果。伊普斯威奇数据是实验数据。上面考虑的反散射问题具有很大的理论和实践意义。这是一个不适的问题

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