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基于光子拓扑绝缘体的无反射紧凑型延迟线的实验实现

Experimental Realization of a Reflections-Free Compact Delay Line Based on a Photonic Topological Insulator.

作者信息

Lai Kueifu, Ma Tsuhsuang, Bo Xiao, Anlage Steven, Shvets Gennady

机构信息

Department of Physics, The University of Texas at Austin, Austin, Texas 78712, USA.

Center for Nanophysics and Advanced Materials, Department of Physics, University of Maryland, College Park, Maryland 20742-4111, USA.

出版信息

Sci Rep. 2016 Jun 27;6:28453. doi: 10.1038/srep28453.

Abstract

Electromagnetic (EM) waves propagating through an inhomogeneous medium are generally scattered whenever the medium's electromagnetic properties change on the scale of a single wavelength. This fundamental phenomenon constrains how optical structures are designed and interfaced with each other. Recent theoretical work indicates that electromagnetic structures collectively known as photonic topological insulators (PTIs) can be employed to overcome this fundamental limitation, thereby paving the way for ultra-compact photonic structures that no longer have to be wavelength-scale smooth. Here we present the first experimental demonstration of a photonic delay line based on topologically protected surface electromagnetic waves (TPSWs) between two PTIs which are the EM counterparts of the quantum spin-Hall topological insulators in condensed matter. Unlike conventional guided EM waves that do not benefit from topological protection, TPSWs are shown to experience multi-wavelength reflection-free time delays when detoured around sharply-curved paths, thus offering a unique paradigm for compact and efficient wave buffers and other devices.

摘要

当电磁波在非均匀介质中传播时,只要介质的电磁特性在单个波长尺度上发生变化,通常就会发生散射。这一基本现象限制了光学结构的设计方式以及它们之间的相互连接方式。最近的理论研究表明,统称为光子拓扑绝缘体(PTIs)的电磁结构可用于克服这一基本限制,从而为不再需要波长尺度平滑的超紧凑型光子结构铺平道路。在此,我们首次通过实验证明了一种基于两个PTIs之间拓扑保护表面电磁波(TPSWs)的光子延迟线,这两个PTIs是凝聚态物质中量子自旋霍尔拓扑绝缘体的电磁对应物。与无法从拓扑保护中受益的传统导行电磁波不同,TPSWs在绕过急剧弯曲路径时会经历多波长无反射时间延迟,从而为紧凑高效的波缓冲器及其他器件提供了一种独特的范例。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/c6fd/4921924/180b1417a420/srep28453-f1.jpg

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