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Analytical expressions for the scattering by an electrically small circular aperture on an infinite conducting ground plane

机译:无限大的导电地平面上的小圆形孔的散射的解析表达式

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Near-field analytical expressions for the plane-wave scattering from an electrically small circular aperture on an infinite conducting screen were derived based on the Bethe-Bouwkamp (BB) quasi-static model. The formulation of the problem implements the equivalence principle and image theory in order to express the scattered fields in the near zone in terms of the vector potential F⃗. The vector potential is defined as a surface integral of the first-order BB approximation of the magnetic current on the aperture multiplied by the governing free-space Green's function. The free-space Green's function was expanded using Taylor series, thus producing integrals that can be evaluated analytically for the case where the observation point resides on the axis of the aperture. Results for the scattered electric field along the axis of the aperture, using the obtained closed-form near-field expressions, were validated against recently published results in the literature.
机译:基于Bethe-Bouwkamp(BB)准静态模型,推导了在无限大的导电屏上从电小圆孔散射出的平面波的近场解析表达式。问题的表达采用等价原理和图像理论,以便根据矢量势F⃗表示近区中的散射场。矢量电势定义为孔径上的磁电流的一阶BB近似值的表面积分乘以控制自由空间格林函数。使用泰勒级数扩展了自由空间格林函数,从而生成了积分,可以对观察点位于孔径轴上的情况进行分析评估。使用获得的闭合形式的近场表达式,沿孔轴散射电场的结果已针对文献中最近发表的结果进行了验证。

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