Fabry-Perot Bound States in the Continuum in an Anisotropic Photonic Crystal
arXiv:2210.17103 · doi:10.1103/PhysRevB.106.245403
Abstract
An anisotropic photonic crystal containing two anisotropic defect layers is considered. It is demonstrated that the system under can support a Fabry-Perot bound state in the continuum (FP-BIC). A fully analytic solution of the scattering problem as well as a condition for FP-BIC have been derived in the framework of the temporal coupled-mode theory.
References in corpus (9)
- Interference traps waves in open system: Bound states in the continuum
- Low Threshold Bound State in the Continuum Lasers in Hybrid Lattice Resonance Metasurfaces
- Bound states in the continuum in photonic structures
- Electromagnetic bound states in the radiation continuum for periodic double arrays of subwavelength dielectric cylinders
- Qubit-photon bound states in topological waveguides with long-range hoppings
- Polarized bound state in the continuum and resonances with tunable Q-factor in an anisotropic photonic crystal
- Enhanced sensitivity of an all-dielectric refractive index sensor with optical bound state in the continuum
- Desktop laboratory of bound states in the continuum in metallic waveguide with dielectric cavities
- Bound state in the continuum in an anisotropic photonic crystal supported by full-wave phase plate