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Robust chirality via merging accidental BICs with net zero topological charge

Hui Hu, Chaobiao Zhou, Yukang Zhang, Meng-Xia Hu, Juntian Peng, Huawei Tang, Liang Huang, Jianlong Liu, Chunying Guan, Z. Q. Zhu, Xiaoshuang Chen, Wei Lu, xiangping Li, Zi‐Lan Deng, Cheng-Wei Qiu, Guanhai Li, Cheng-Wei Qiu

2026eLight8 citationsDOIOpen Access PDF

Abstract

Abstract Chiral metasurfaces leveraging bound states in the continuum (BICs) offer a powerful route for enhancing light–matter interactions. However, existing quasi-BIC architectures typically face a fundamental trade-off between high quality (Q) factors and wide-angle chiral operation. Most designs confine strong circular dichroism (CD) to isolated points in momentum space (k-space) and often rely on intricate three-dimensional (3D) meta-atoms, rendering them highly sensitive to fabrication imperfections and angular misalignment. Here, we experimentally realize a planar dielectric metasurface that supports a wide k-domain chirality arising from accidental BICs with a net zero-topological-charge (ZTC). By lifting a Dirac-type degeneracy through controlled in-plane and out-of-plane symmetry breaking, we induce a deterministic topological evolution in which the same-handed circularly polarized (C) points migrate toward and accumulate near the Γ point, while the opposite-handed singularities annihilate or shift to higher k-space. This mechanism delivers record-level performance—an ultrahigh Q-factor (~ 10 4 ), near-unity linear and nonlinear CD (0.99/0.999), and robust angular coverage (| k x P /2π, k y P /2π|< 0.06)—all within a fabrication-friendly, single-layer dielectric platform. These results establish a new regime for chiral photonics, unifying high chiral purity, angular robustness, and topological stability in a scalable planar architecture.

Topics & Concepts

PhysicsTopology (electrical circuits)Chirality (physics)Angular momentumGravitational singularityMetamaterialTopological quantum numberDegeneracy (biology)Polarization (electrochemistry)IsotropyFloquet theoryNonlinear systemDielectricCircular polarizationRotational symmetryPlanarCircular dichroismSymmetry (geometry)Robustness (evolution)Classical mechanicsScalabilityPosition and momentum spaceTopological degeneracyConical surfaceQuantum mechanicsBound stateSemiclassical physicsSpace (punctuation)Metamaterials and Metasurfaces ApplicationsPlasmonic and Surface Plasmon ResearchTopological Materials and Phenomena
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