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Excitation and propagation of surface plasmon polaritons on a non-structured surface with a permittivity gradient

机译:在非结构化表面上具有介电常数梯度的表面等离激元极化子的激发和传播

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摘要

Accompanied by the rise of plasmonic materials beyond those based on noble metals and the development of advanced materials processing techniques, it is important to understand the plasmonic behavior of materials with large-scale inhomogeneity (such as gradient permittivity materials) because they cannot be modeled simply as scatterers. In this paper, we theoretically analyze the excitation and propagation of surface plasmon polaritons (SPPs) on a planar interface between a homogeneous dielectric and a material with a gradient of negative permittivity. We demonstrate the following: (i) free-space propagating waves and surface waves can be coupled by a gradient negative-permittivity material and (ii) the coupling can be enhanced if the material permittivity variation is suitably designed. This theory is then verified by numerical simulations. A direct application of this theory, ‘rainbow trapping’, is also proposed, considering a realistic design based on doped indium antimonide. This theory may lead to various applications, such as ultracompact spectroscopy and dynamically controllable generation of SPPs.
机译:除了基于贵金属的等离激元材料的兴起以及先进材料加工技术的发展,了解具有大范围不均匀性的材料(例如梯度介电常数材料)的等离子行为非常重要,因为它们无法简单地建模作为散射体。在本文中,我们从理论上分析了均质电介质和具有负介电常数梯度的材料之间的平面界面上的表面等离激元极化子(SPP)的激发和传播。我们证明以下内容:(i)梯度负介电常数材料可以耦合自由空间传播波和表面波,并且(ii)如果适当设计材料的介电常数变化,则可以增强耦合。然后通过数值模拟验证了该理论。考虑到基于掺杂的锑化铟的现实设计,还提出了该理论的直接应用“彩虹诱捕”。该理论可能会导致各种应用,例如超紧凑光谱学和SPP的动态可控生成。

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