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Critical coupling vortex with grating-induced high Q-factor optical Tamm states
Optics Express
|March 27, 2021
Summary
We discovered optical Tamm states can become bound states in the continuum, enabling critical coupling with zero reflectance. This phenomenon is linked to reflection amplitude gradient vortices, explained by coupled mode theory.
Area of Science:
- Photonics and optical physics.
- Condensed matter physics.
- Wave phenomena.
Background:
- Optical Tamm states are surface-bound electromagnetic modes.
- Distributed Bragg reflectors (DBRs) are periodic dielectric structures.
- Bound states in the continuum (BICs) are localized states that do not radiate energy.
Purpose of the Study:
- To investigate the conditions under which optical Tamm states transform into bound states in the continuum (BICs).
- To explore the phenomenon of critical coupling in this system.
- To analyze the spatial distribution of the reflection amplitude gradient and its relation to BICs.
Main Methods:
- Theoretical investigation of optical Tamm states.
- Analysis of dielectric gratings on DBRs.
- Application of coupled mode theory.
Main Results:
- Optical Tamm states can evolve into BICs under specific conditions.
- The transition to a BIC leads to critical coupling, resulting in zero reflectance amplitude.
- A vortex in the reflection amplitude gradient, in wavelength and angle of incidence space, is identified as the location of critical coupling.
Conclusions:
- The formation of BICs from Tamm states is a viable mechanism for achieving zero reflectance.
- The observed vortex structure in the reflection amplitude gradient provides insight into the physics of critical coupling.
- Coupled mode theory successfully explains the emergence of these optical phenomena.
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