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Bioch mode analysis of transmission through periodic slit arrays in finite thickness metallic slabs

机译:有限厚度金属板中周期狭缝阵列传输的生物学模式分析

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The Bloch modes of a periodic slit array in a metallic slab are identified, then used to investigate the transmission of light through sub-wavelength slits residing in a finite-thickness slab. Specifically, the Bloch mode method is used here to study Fabry-Perot-like resonances within individual slits, in conjunction with the onset of surface plasmon polariton (SPP) resonances and in the vicinity of the Wood anomalies. Although the results largely agree with our earlier numerical simulations obtained with the Finite-Difference-Time-Domain (FDTD) method, there are indications that the FDTD method has difficulty with convergence at and around resonances; the points of agreement and disagreement between the two methods are discussed in the present paper. When the period p of the slit array is comparable to (or somewhat below) the incident wavelength Xo, the Bloch mode method requires only the 10-20 lowest-order modes of the slit array to achieve stable solutions; we find the Bloch mode method to be an effective tool for studying dielectric-filled apertures in highly conductive hosts.
机译:鉴定了金属板中的周期性狭缝阵列的布隆模式,然后用于研究光通过驻留在有限厚度板中的子波长狭缝的光的透射。具体地,在此处使用Bloch模式方法以研究各个狭缝内的法布里 - 珀罗状谐振,结合表面等离子体极化膜(SPP)谐振和木材异常附近的爆裂。虽然结果在很大程度上与我们的早期数值模拟同意,但是通过有限差分 - 时域(FDTD)方法获得,迹象表明FDTD方法难以在共振周围的收敛;本文讨论了两种方法之间的协议和分歧点。当狭缝阵列的时段P与入射波长XO相当的(或稍微下面)时,Bloch模式方法只需要狭缝阵列的10-20个最低阶模式以实现稳定的解决方案;我们发现Bloch模式方法是用于在高导电主体中研究介电填充孔的有效工具。

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