Strong Mode Coupling via Quasi-Bound States in the Continuum in Bianisotropic Metasurfaces

TL;DR

This paper introduces a coupled-mode theory model using quasi-bound states in the continuum to control mode hybridization in bianisotropic metasurfaces, enabling strong electromagnetic coupling and asymmetric optical responses.

Contribution

It develops a general theoretical framework for strong mode coupling in bianisotropic metasurfaces using q-BICs, explaining hybridization and asymmetric responses.

Findings

Demonstrates Rabi-like splitting due to mode hybridization

Predicts dual-band asymmetric reflection and absorption

Achieves strong reciprocal bianisotropy in optical metasurfaces

Abstract

Electromagnetic mode coupling plays a key role in many resonant effects in nanophotonics. This coupling is also responsible for the appearance of bianisotropy, where electric and magnetic responses become interconnected through the interaction of their respective modes. In this work, we develop a simple and general temporal coupled-mode theory model to describe off-diagonal chiral bianisotropy. Using quasi-bound states in the continuum (q-BICs), we demonstrate how to control the hybridization of modes with opposite symmetries, resulting in Rabi-like splitting between the hybrid states in the regime of strong electromagnetic mode coupling. Beyond revealing the physical origin of the hybrid modes, our model predicts and explains the emergence of dual-band asymmetric reflection and absorption, and how to achieve maximum directional absorption difference. The theoretical predictions are verified by full-wave simulations, showing very good agreement with theory. Furthermore, very strong reciprocal bianisotropy is demonstrated with the use of q-BICs in a deeply subwavelength metasurface in the optical frequency range. Our results provide a clear physical picture of the interaction process between modes, offering a compact theoretical framework for understanding and designing bianisotropic dielectric metasurfaces not only in the traditional regime but also in the strong coupling regime.