Two-dimensional confined topological modes in all dielectric guided mode resonance structure through surface features

IF 4 3区 工程技术 Q2 ENGINEERING, ELECTRICAL & ELECTRONIC
Swathy Ramachandra, Maclean Paul Menezes, Vamsi Krishna Tumuluru, Raghavendra G. Kulkarni, Rajat K. Sinha, Kaustav Bhowmick
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Abstract

Guided mode resonance (GMR) structures offer simplicity and have spectral resonance capabilities such as narrowband resonance, high Q-factor, whereas topological surface features offer spatial light control. In this paper, we explore the integration of the GMR structures with topological photonics to achieve extreme two-dimensional (2D) spatial confinement of light. With this integration, we propose a novel design that leverages discontinuous surface features (crosscut) to excite Jackiw—Rebbi (JR) solution, which describes relationship between Dirac equation and topological insulators. Finite element modelling, considering various structural and material parameters, demonstrate a 40% improvement in light confinement compared to benchmark GMR structures, with a calculated full width half maximum (FWHM) of the confined optical mode measured to be approximately ~ 18 ± 3 nm. This FWHM value represent the spatial extent of the confined optical field, indicating the achieved field localization in the proposed structures. This significant enhancement showcases the potential of our approach for applications demanding ultra- precise spatial resolution. Furthermore, tolerance studies reveal good robustness to variations in the dimensions of the crosscut and angle of polarization, ensuring practical feasibility. The proposed structure exhibited good tolerance of up to ~  ± 10%. This work paves the way for highly confined 2D light manipulation within all- dielectric platforms, opening exciting avenues for nanophotonic devices and applications requiring light localization.

二维受限拓扑模式的所有介电导模谐振结构通过表面特征
导模共振(GMR)结构简单,具有窄带共振、高 Q 因子等光谱共振能力,而拓扑表面特征则提供了空间光控制能力。在本文中,我们探讨了 GMR 结构与拓扑光子学的整合,以实现光的极端二维(2D)空间限制。通过这种整合,我们提出了一种新颖的设计,利用不连续表面特征(横切面)来激发 Jackiw-Rebbi (JR) 解决方案,该方案描述了狄拉克方程与拓扑绝缘体之间的关系。考虑到各种结构和材料参数的有限元建模结果表明,与基准 GMR 结构相比,光约束能力提高了 40%,计算得出的约束光模式全宽半最大值(FWHM)约为 ~ 18 ± 3 nm。这个 FWHM 值代表了约束光场的空间范围,表明拟议结构实现了光场定位。这一重大改进展示了我们的方法在要求超精确空间分辨率的应用中的潜力。此外,容差研究表明,该方法对横切面尺寸和偏振角的变化具有良好的稳健性,确保了实际可行性。所提出的结构具有高达 ~ ± 10% 的良好公差。这项工作为在全介质平台内实现高度受限的二维光操纵铺平了道路,为需要光定位的纳米光子器件和应用开辟了令人兴奋的途径。
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来源期刊
Optical and Quantum Electronics
Optical and Quantum Electronics 工程技术-工程:电子与电气
CiteScore
4.60
自引率
20.00%
发文量
810
审稿时长
3.8 months
期刊介绍: Optical and Quantum Electronics provides an international forum for the publication of original research papers, tutorial reviews and letters in such fields as optical physics, optical engineering and optoelectronics. Special issues are published on topics of current interest. Optical and Quantum Electronics is published monthly. It is concerned with the technology and physics of optical systems, components and devices, i.e., with topics such as: optical fibres; semiconductor lasers and LEDs; light detection and imaging devices; nanophotonics; photonic integration and optoelectronic integrated circuits; silicon photonics; displays; optical communications from devices to systems; materials for photonics (e.g. semiconductors, glasses, graphene); the physics and simulation of optical devices and systems; nanotechnologies in photonics (including engineered nano-structures such as photonic crystals, sub-wavelength photonic structures, metamaterials, and plasmonics); advanced quantum and optoelectronic applications (e.g. quantum computing, memory and communications, quantum sensing and quantum dots); photonic sensors and bio-sensors; Terahertz phenomena; non-linear optics and ultrafast phenomena; green photonics.
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