介质和超材料圆柱体对平面电磁波散射的模拟

E. Velichko, A. Nickolaenko
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引用次数: 0

摘要

在经典解的基础上,以贝塞尔函数展开的形式建立了无限长圆柱平面波衍射的数值模型。构造了入射无线电波e极化情况下四个特征频率的空间场分布。其中较低的一对对应于在圆柱体背面观测到的整个场中的第一个最大值和最小值。两个较高的频率与同一点的场最大值和最小值有关,频率约为100ghz。比较了金属圆柱体、介质圆柱体和超材料圆柱体的全场振幅的空间分布。给出了效应的物理解释。
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Modeling of plane electromagnetic wave scattering by dielectric and meta-material cylinders
The numerical model was constructed of the plane wave diffraction by a circular cylinder of infinite length based on the classic solution in form of Bessel functions expansion. The spatial field distribution was constructed for the four characteristic frequencies in the case of the E-polarization of incident radio wave. The lower couple of them corresponds to the first maximum and minimum in the complete field observed at the backside of cylinder. Two higher frequencies are related to the field maximum and minimum at the same point at frequency about 100 GHz. Spatial distribution of the full field amplitude was compared for the cases of metallic, dielectric, and meta-material cylinders. Physical interpretation of effects is given.
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