论文标题
用环形偶极模式的基于三聚体的全dielectric MetaSurfaces的对称分析
Symmetry analysis of trimer-based all-dielectric metasurfaces with toroidal dipole modes
论文作者
论文摘要
在本文中,我们讨论了由介电磁盘的三聚体或双三分线簇组成的全dilectric跨度额叶中对称性保护的环形偶极模式的激发条件。由于具有高质量因子的谐振系统中的空间限制光,因此由于空间限制的光线而引起的元时间相互作用增强了。为了描述簇中存在的环形模式的特征,我们使用磁偶极矩近似,群体理论方法,组表示理论,对称性适应的线性组合方法和电路理论。为了验证所获得的理论结果,我们完成了全波数值模拟和微波实验。特别是,我们已经表明,环形偶极子模式显示为三聚体的准黑暗状态。只要将三聚体的对称性正确降低,它可以通过线性极化波的场在元图中激发。在元图中,环形偶极模式的属性主要由单个三聚体的参数确定,不是阵列周期性的结果。双旋转器中环形偶极模式的耦合可以出现在粘结和反键入方式中,从而导致净环形偶极矩的不同阶。由于这些模式的唯一字段配置,因此所提出的元信息可以被视为有效的轻度相互作用的平台,以增强吸收,非线性开关和传感。
Herein, we discuss the conditions for excitation of symmetry-protected toroidal dipole modes in all-dielectric metasurfaces composed of trimer or twin-trimer clusters of dielectric disks. Such metasurfaces permit enhanced light-matter interaction due to spatially confined light in resonant systems with a high-quality factor. To describe characteristics of toroidal modes existing in the clusters, we use the magnetic dipole moments approximation, group-theoretical methods, group representation theory, symmetry-adapted linear combination method, and circuit theory. To validate the obtained theoretical results, we fulfill both full-wave numerical simulations and microwave experiments. In particular, we have shown that the toroidal dipole mode appears as a quasi-dark state of the trimer. It can be excited in the metasurface by the field of a linearly polarized wave, providing the symmetry of the trimer is properly reduced. In the metasurface, the properties of the toroidal dipole mode are determined primarily by the parameters of a single trimer and are not a consequence of the periodicity of the array. The coupling of the toroidal dipole modes in the twin-trimers can appear in both bonding and anti-bonding fashion resulting in different orders of the net toroidal dipole moment. Due to the unique field configuration of these modes, the proposed metasurfaces can be considered as a platform for efficient light-matter interaction for enhanced absorption, nonlinear switching, and sensing.