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基于连续域束缚态理论的圆盘双缺口型多功能超表面传感器研究

李继国 张鑫 焦庆斌 姜思佳 马顶 杨名宇 许亮 谭鑫

李继国, 张鑫, 焦庆斌, 姜思佳, 马顶, 杨名宇, 许亮, 谭鑫. 基于连续域束缚态理论的圆盘双缺口型多功能超表面传感器研究[J]. 中国光学(中英文). doi: 10.37188/CO.2026-0069
引用本文: 李继国, 张鑫, 焦庆斌, 姜思佳, 马顶, 杨名宇, 许亮, 谭鑫. 基于连续域束缚态理论的圆盘双缺口型多功能超表面传感器研究[J]. 中国光学(中英文). doi: 10.37188/CO.2026-0069
LI Jiguo, ZHANG Xin, JIAO Qingbin, JIANG Sijia, MA Ding, YANG Mingyu, XU Liang, TAN Xin. The circular disk dual-notch multifunctional metasurface sensor based on the theory of bound states in the continuum[J]. Chinese Optics. doi: 10.37188/CO.2026-0069
Citation: LI Jiguo, ZHANG Xin, JIAO Qingbin, JIANG Sijia, MA Ding, YANG Mingyu, XU Liang, TAN Xin. The circular disk dual-notch multifunctional metasurface sensor based on the theory of bound states in the continuum[J]. Chinese Optics. doi: 10.37188/CO.2026-0069

基于连续域束缚态理论的圆盘双缺口型多功能超表面传感器研究

cstr: 32171.14.CO.2026-0069
基金项目: 吉林省科技发展计划项目(No. 20230508038RC)
详细信息
    作者简介:

    李继国(2001—),男,吉林通化人,硕士,主要从事超表面相关仪器开发方面的研究。E-mail: lijiguo23@mails.ucas.ac.cn

    张 鑫(2000—),女,黑龙江牡丹江人,硕士,主要从事微纳器件制造方面的研究。E-mail: 984329771@qq.com

    焦庆斌(1986—),男,辽宁丹东人,博士,副研究员,2014年于中国科学院长春光学精密机械与物理研究所获博士学位,主要从事全息光栅、衍射光学器件方面的研究。E-mail: voynichjqb@163.com

    谭 鑫(1980—),男,吉林长春人,博士,研究员,博士生导师,2008年于中国科学技术大学获得博士学位,主要从事先进光谱技术及装备开发与应用方面研究。E-mail: xintan_grating@163.com

  • 中图分类号: TH741

The circular disk dual-notch multifunctional metasurface sensor based on the theory of bound states in the continuum

Funds: This work was supported by Jilin Province Science and Technology Development Plan Project (No. 20230508038RC)
More Information
  • 摘要:

    将超表面与光学传感器结合可有效缩小传感器的体积并提升其对电磁场调控的能力。本文提出并制备了一种基于石英基底的圆盘双缺口硅阵列全介质多功能超表面光学传感器。通过引入呈45°分布的双非对称缺口打破结构对称性,该结构成功将无辐射的理想BIC态转化为极强光局域场的高Q值准BIC态,并于1617 nm处激发了超窄线宽Fano传感谐振峰。仿真研究表明,谐振峰的主要贡献极子为磁偶(MD)极子,品质因子(Q)理论最高可达1.6×105,FOM最高可达36350;其具有363.5 nm/RIU的折射率传感与51.96 pm/ °C的温度传感性能。此外,可通过改变入射光的偏振态对超表面谐振峰的调制深度进行调控。传感实验分析可得,其不同折射率液体的灵敏度为268.7 nm/RIU。本结构可广泛应用于环境监测、生物医学检测及偏振型光开关控制等领域,并为多参数超表面传感器设计提供了参考,扩展了超表面在实际传感应用中的多功能性。

     

  • 图 1  圆盘双缺口超表面结构 (a) 超表面结构示意图 (b) 单个周期的结构图 (c) 单个周期结构的俯视图

    Figure 1.  Cylindrical double-notch metasurface structure (a) Schematic illustration of the metasurface structure (b) Unit cell geometry (c) Top-view representation of the unit cell

    图 2  超表面透射光谱响应(a) 所设计超表面的透射光谱 (b) 超表面透射光谱仿真结果(黑色)与Fano拟合曲线(红色)

    Figure 2.  Metasurface transmission spectral response (a) Transmission spectrum of the designed metasurface (b) Simulated transmission spectrum (black curve) and corresponding Fano fitting result (red curve)

    图 3  超表面在不同非对称破缺下的透射光谱(a) 不同非对称δ下超表面的透射光谱 (b) 透射光谱的2D-map (c) 与品质因子Q之间关系的仿真与拟合结果

    Figure 3.  The transmission spectra of metasurfaces under different asymmetric breakings (a) Transmission spectra of the metasurface under different asymmetry parameters (δ) (b) Two-dimensional map of the transmission spectra as a function of δ (c) Simulated and fitted relationship between spectral shift (∆) and quality factor Q

    图 4  多极子分析(a) 对称结构的多极子分解情况 (b) 非对称结构的多极子分解情况

    Figure 4.  Multipole analysis (a) Multipole decomposition of the symmetric metasurface structure (b) Multipole decomposition of the asymmetric metasurface structure

    图 5  超表面电磁场分布(白色箭头指示局域场矢量方向;黑 色箭头指示等效偶极矩或总场环流方向)(a) 对称结构x-y平面电场 (b) 对称结构z-x平面磁场 (c) 结构中x-y平面(z=100 nm,蓝色)以及z-x平面(x=0 nm,粉色)的示意图 (d) 非对称结构MD极子示意图 (e) 非对称结构x-y平面电场(位移电流环) (f) 非对称结构z-x平面磁场

    Figure 5.  Electromagnetic field distribution of the metasurface (white arrows indicate the direction of the local field vector; black arrows indicate the direction of the equivalent dipole moment or the total field circulation) (a) Symmetric structure electric field in the x-y plane (b) Symmetric structure magnetic field in the z-x plane (c) Schematic illustration showing the x-y plane (z = 100 nm, in blue) and z-x plane (x = 0 nm, in pink) within the metasurface structure (d) Schematic diagram of MD polaritons in the asymmetric structure (e) Electric field in the x-y plane (displacement current loop) in the asymmetric structure (f) Magnetic field in the z-x plane in the asymmetric structure

    图 6  超表面透射光谱几何依赖性(a)-(d) 保持其他参数不变,分别只改变PxPyRh对透射光谱以及超表面传感性能的影响。(S为折射率传感灵敏度)

    Figure 6.  Geometric dependence of the transmission spectrum of metasurfaces (a)-(d) Influence of geometric parameter variations—Px, Py, R, and h—on the transmission spectra and refractive index sensing sensitivity (S), with all other parameters held constant

    图 7  超表面折射率传感性能(a) 改变背景折射率n透射光谱的变化 (b) n对共振峰位置的线性拟合结果

    Figure 7.  Metasurface refractive index sensing performance (a) Transmission spectra as a function of background refractive index (n). (b) Linear fitting of the resonance peak wavelength versus refractive index (n)

    图 8  超表面温度传感特性(a) 不同温度下的透射光谱曲线 (b) 温度传感灵敏度拟合

    Figure 8.  Temperature sensing characteristics of metasurfaces (a) Transmission spectra measured at different temperatures. (b) Linear fitting of temperature sensing sensitivity

    图 9  超表面透射光谱偏振特性(a) 不同偏振角度下超表面的透射光谱曲线 (b) 不同偏振角度下的2D-color map (c) 不同偏振角度下的电场情况 (x-y平面,z=100 nm处)

    Figure 9.  Polarization characteristics of the transmission spectrum of metasurfaces (a) Transmission spectra of the metasurface under varying polarization angles. (b) Two-dimensional color map of spectral response as a function of polarization angle. (c) Electric field distribution in the x-y plane at z = 100 nm for different polarization angles

    图 10  超表面工艺流程图及制备

    Figure 10.  Process flow chart and preparation of metasurfaces

    图 11  折射率传感及偏振敏感实验结果

    Figure 11.  Experimental results of refractive index sensing and polarization sensitivity

    表  1  同类型超表面传感器仿真性能对比

    Table  1.   Simulation performance comparison of metasurface sensors of the same type

    材料n范围共振峰
    位置(nm)
    Sn
    (nm/RIU)
    T范围STQmaxFOMmax偏振
    可调
    参考
    文献
    Si/SiO21.33−1.401023.65, 1095.52,2325-50K63pm/K2.6×1043980Yes[14]
    Si/Si3N41.33−1.402409.3, 2667.07460-100 °C54pm/ °C5475718650None[16]
    LiNbO3/SiO21.0−1.401230.19241NoneNone1053×105None[19]
    TiO2/SiO21.31−1.35936, 1013, 1010, 1052288NoneNone6900888Yes[20]
    Si/SiO21.0−1.081038.75, 1168.44325NoneNone3417610156None[27]
    Si/SiO21.0−2.01617363.520−80 °C51.96
    pm/ °C
    1.6×10536350YesThis work
    下载: 导出CSV

    表  2  实验测试中使用的不同类型待测溶液及其折射率标准值

    Table  2.   The different types of test solutions used in the experimental tests and their standard refractive index values

    Solute
    type
    Deionized
    water
    Anhydrous
    ethanol
    50% Ethanol 6% Sucrose 10% Sucrose 20% Sucrose 5% NaCl 10% NaCl 20% NaCl
    n 1.33 1.3618 1.3584 1.3452 1.3532 1.3727 1.3377 1.3487 1.3707
    下载: 导出CSV
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  • 网络出版日期:  2026-07-11

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