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Quasibound states in the continuum induced by PT symmetry breaking

机译:Quasibound陈述Pt对称性诱导的连续体

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Bound slates in the continuum (BICs) enable unique features in tailoring light-matter interaction on nanoscale. These radiationless localized states drive theoretically infinite quality factors and lifetimes for modern nanopho-tonics, making room for a variety of emerging applications. Here we use the peculiar properties possessed by the so-called PT symmetric optical structures to propose the novel mechanism for the quasi-BIC manifestation governed by the PT symmetry breaking. In particular, we study regularities of the spontaneous PT symmetry breaking in trilayer structures with the outer loss and gain layers consisting of materials with permittivity close to zero. We reveal singular points on the curves separating PT symmetric and broken-PT symmetry states in the parametric space of the light frequency and the angle of incidence. These singularities remarkably coincide with the BIC positions at the frequency of volume plasmon excitation, where the dielectric permittivity vanishes. The loss and gain value acts as an asymmetry parameter that disturbs conditions of the ideal BIC inducing the quasi-BIC. Fascinating properties of these quasi-BICs having ultrahigh quality factors and almost perfect transmission can be utilized in sensing, nonlinear optics, and other applications.
机译:Continuum(BICS)中的绑定板岩可以在纳米级上剪裁灯具相互作用的独特功能。这些辐射局部州为现代纳米调子而导致理论上无限的质量因素和寿命,为各种新兴应用提供空间。在这里,我们使用所谓的Pt对称光学结构所具有的特殊性特性,以提出通过PT对称性断裂来治理的准BIC表现的新机制。特别地,我们研究了在三层结构中断开的自发PT对称性的规则,外部损耗和增益层由允许接近零的介电常数组成。我们在光频的参数空间和入射角分离Pt对称和破碎Pt对称状态的曲线上的奇点。这些奇点与体积等离子体激发频率的BIC位置非常重合,其中介电介电常数消失。损失和增益值充当不对称参数,其扰动理想BIC的条件诱导Quasi-BIC。具有超高质量因素和几乎完善的传输的这些准双向的迷人性质可以用于感测,非线性光学和其他应用。

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  • 来源
    《Physical review.B.Condensed matter and materials physics》 |2021年第8期|085126.1-085126.12|共12页
  • 作者单位

    B. I. Stepanov Institute of Physics National Academy of Sciences of Belarus Nezavisimosti Avenue 68 220072 Minsk Belarus;

    ITMO University Kronverksky Prospekt 49 197101 St. Petersburg Russia Kotelnikov Institute of Radio Engineering and Electronics Russian Academy of Sciences (Ulyanovsk branch) Goncharova Str. 48 432000 Ulyanovsk Russia Riga Technical University Institute of Telecommunications Azenes st. 12 1048 Riga Latvia;

    Saint Petersburg Electrotechnical University LETI (ETU) Prof. Popova Street 5 197376 St. Petersburg Russia Riga Technical University Institute of Telecommunications Azenes st. 12 1048 Riga Latvia;

    Riga Technical University Institute of Telecommunications Azenes st. 12 1048 Riga Latvia;

    Department of Theoretical Physics and Astrophysics Belarusian State University Nezavisimosti Avenue 4 220030 Minsk Belarus ITMO University Kronverksky Prospekt 49 197101 St. Petersburg Russia;

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