1. Extraordinary optical characteristics of one-dimensional double anti-PT-symmetric ring optical waveguide networks
- Author
-
Hao-Han Chen, Xiangbo Yang, Jie-Feng Xu, and Zhan-Hong Lin
- Subjects
Physics ,Optical amplifier ,Ring (mathematics) ,business.industry ,Physics::Optics ,General Physics and Astronomy ,Eigenfunction ,Optics ,Reflection (mathematics) ,Transmission (telecommunications) ,Photonics ,business ,Optical filter ,Refractive index - Abstract
In this paper, a unique one-dimensional double anti-PT-symmetric ring optical waveguide network (1D DAPTSROWN) is designed whose refractive index satisfies n ( x ) = − n ∗ ( − x ) . The extraordinary optical characteristics of the network are studied by means of the generalized Floquet-Bloch theorem, three-material network equation and generalized eigenfunction method. Due to the physical difference between the anti-PT-symmetric and PT-symmetric optical waveguide networks, the previous methond of the PT-symmetric optical waveguide network is not applicable to the anti-PT-symmetric optical waveguide network designed in this paper. Thus, based on the previous method and the network equation, we propose a connection function to identify the extremum mode points in the anti-PT-symmetric optical waveguide network. At the extremum mode point, the optical waveguide network can produce extraordinary ultra-strong transmission, ultra-strong reflection, and ultra-strong photonic localizations. The corresponding calculated values in this paper arrives at 1 0 28 , which is much larger than 1 0 12 (the best result reported previously). This shows that the anti-PT-symmetric network may have potential in applications in designing optical filters, optical amplifiers and so on.
- Published
- 2022
- Full Text
- View/download PDF