非厄米、拓扑和洛伦兹非互易光子系统

K. Fung
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引用次数: 0

摘要

非厄米、拓扑和洛伦兹非互易光子谐振腔由于其高度依赖于其时空结构的复杂性而引起了人们的广泛关注。强色散材料,如等离子体和回旋磁材料,在定义拓扑带时带来了额外的困难。在这次演讲中,我将介绍我的小组的最新进展,并讨论这些低对称性光子系统的能带和边缘模式。等离子体纳米粒子阵列和回旋磁谐振器将作为例子来说明拓扑和洛伦兹非互反效应。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Non-Hermitian, Topological, and Lorentz Non-reciprocal Photonic Systems
Non-Hermitian, Topological, and Lorentz non-reciprocal photonic resonators have attracted intense attention due to their complexities which are strongly dependent on their spatial and temporal structures. Strongly dispersive materials such as plasmonic and gyromagnetic materials lead to additional difficulties in defining topological bands. In this talk, I will introduce recent progress in my group and discuss the bands and edge modes in these low-symmetry photonic systems. Arrays of plasmonic nanoparticles and gyromagnetic resonators will be used as examples to illustrate the topological and Lorentz non-reciprocal effects.
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