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This research identifies the non-Hermitian skin effect in phase space as the fundamental mechanism driving resonance localization within open chaotic spiral microcavities. By mapping dielectric systems to an inhomogeneous-loss Hatano-Nelson model, the study extends concepts of wave localization beyond standard nonreciprocal lattices into complex optical geometries. These findings advance our theoretical understanding of how geometry and refractive escape govern quantum-like behavior in mesoscopic photonic structures.
Localization in microcavities revealed by phase-space non-Hermitian skin effect
arXiv:2608.29795v1 Announce Type: cross Abstract: Contrary to the semiclassical expectation for fully chaotic systems, localization of resonances is found to be a common feature in open microcavities. In spiral-shaped dielectric microcavities, a substantial fraction of resonances localize on polygonal patterns in real space, are chiral, and their momentum distributions accumulate near the critical line for total internal reflection. Despite the extensive investigation, the physical mechanism responsible for their remarkable abundance has remained a long-standing question. Addressing this, we reveal a physical correspondence between an inhomogeneous-loss Hatano-Nelson model and the dielectric phase space of a spiral microcavity. We show that the combination of geometry-induced momentum drift and refractive escape yields a generalized non-Hermitian skin effect in the phase space momentum. We identify this mechanism as the origin of the critical-line localization of resonances in open chaotic spiral microcavities, extending the skin-effect concept beyond nonreciprocal lattices to phase space and to open chaotic wave systems.
Abstract:Contrary to the semiclassical expectation for fully chaotic systems, localization of resonances is found to be a common feature in open microcavities. In spiral-shaped dielectric microcavities, a substantial fraction of resonances localize on polygonal patterns in real space, are chiral, and their momentum distributions accumulate near the critical line for total internal reflection. Despite the extensive investigation, the physical mechanism responsible for their remarkable abundance has remained a long-standing question. Addressing this, we reveal a physical correspondence between an inhomogeneous-loss Hatano-Nelson model and the dielectric phase space of a spiral microcavity. We show that the combination of geometry-induced momentum drift and refractive escape yields a generalized non-Hermitian skin effect in the phase space momentum. We identify this mechanism as the origin of the critical-line localization of resonances in open chaotic spiral microcavities, extending the skin-effect concept beyond nonreciprocal lattices to phase space and to open chaotic wave systems.
Optics (physics.optics); Mesoscale and Nanoscale Physics (cond-mat.mes-hall); Quantum Physics (quant-ph)
arXiv:2608.29795 [physics.optics]
(or arXiv:2608.29795v1 [physics.optics] for this version)
https://doi.org/10.48550/arXiv.2608.29795 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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