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Complex- <i>k</i> modes of plasmonic chain waveguides

DOI:10.1088/2399-6528/ab4aa5 期刊:Journal of Physics Communications 出版年份:2019 更新时间:2025-09-11 14:15:04
摘要: Nanoparticle chain waveguide based on negative-epsilon material is investigated through a generic 3D finite-element Bloch-mode solver which derives complex propagation constant (k). Our study starts from waveguides made of non-dispersive material, which not only singles out ‘waveguide dispersion’ but also motivates search of new materials to achieve guidance at unconventional wavelengths. Performances of gold or silver chain waveguides are then evaluated; a concise comparison of these two types of chain waveguides has been previously missing. Beyond these singly-plasmonic chain waveguides, we examine a hetero-plasmonic chain system with interlacing gold and silver particles, inspired by a recent proposal; the claimed enhanced energy transfer between gold particles appears to be a one-sided view of its hybridized waveguiding behavior—energy transfer between silver particles worsens. Enabled by the versatile numerical method, we also discuss effects of inter-particle spacing, background medium, and presence of a substrate. Our extensive analyses show that the general route for reducing propagation loss of e.g. a gold chain waveguide is to lower chain-mode frequency with a proper geometry (e.g. smaller particle spacing) and background material setting (e.g. high-permittivity background or even foreign nanoparticles). In addition, the possibility of building mid-infrared chain waveguides using doped silicon is commented based on numerical simulation.
作者: M Yan
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研究概述 实验方案

To rigorously analyze a plasmonic chain waveguide and evaluate its modal properties including propagation length.

The study concludes that with realistic plasmonic materials, subwavelength chain modes have very limited propagation lengths. However, chain waveguides offer more degrees of freedom in engineering modal properties and could be useful for various nanophotonic applications including sensing, nonlinear optics, and efficient coupling of radiation from quantum emitters.

The study is limited by the numerical method's ability to handle only guided modes under the light line of background medium. High-order modes based on multipolar particle resonances are not of focus in the current study.

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