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Frequency dependence of the penetration of electromagnetic fields through an elliptical hole in a thin metallic wall

机译:电磁场穿透薄金属壁上椭圆形孔的频率依赖性

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摘要

The static approximation suggests that, for a given hole area, the use of a long narrow slot in a bean. pipe gives a reduced coupling impedance. But for a long slot the slot length may be comparable with the wavelength, making the static approximation a poor one. In this paper we derive expressions for the generalized polarizability and susceptibility [Cheng, Fedotov, and Gluckstern, Phys. Rev. E 52, 3127 (1995)] of an elliptical hole in a thin plane metallic screen, as a function of hole dimensions and wavelength. In particular, we construct a variational form that allows us to obtain an approximate analytic result for the resonant frequency of a cavity with such a hole. In the calculations we include the effects of finite wavelength, but still confine our attention to reduced wavelengths no smaller than the primary hole dimensions. We then use these results to estimate the coupling impedance of a long narrow elliptical slot in a beam pipe, and show that the eff:Ct of finite wavelength is important.
机译:静态近似值表明,对于给定的孔面积,在豆子中使用狭长的狭缝。管的耦合阻抗降低。但是对于长缝隙,缝隙长度可能与波长相当,从而使静态近似值不佳。在本文中,我们推导了广义极化率和磁化率的表达式[Cheng,Fedotov和Gluckstern,Phys。 E 52,3127(1995)],薄孔金属丝网中的椭圆孔,它是孔尺寸和波长的函数。尤其是,我们构造了一个变分形式,使我们可以获得具有这样一个孔的空腔的谐振频率的近似分析结果。在计算中,我们包括有限波长的影响,但仍将注意力集中在不小于初级孔尺寸的减小的波长上。然后,我们使用这些结果来估算束管中一个长而窄的椭圆形缝隙的耦合阻抗,并表明有限波长的eff:Ct很重要。

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