In a three-resonator model, an asymptotic exceptional point at a Hermitian diabolic point enables chiral-mode switching with eigenvalue response scaling as the 3/2 power of perturbation strength.
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3 Pith papers cite this work. Polarity classification is still indexing.
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Bilayer all-dielectric photonic crystals with interlayer and diagonal in-plane displacements generate tunable high-Q Janus-chiral bound states in the continuum, achieving switchable circular dichroism exceeding 0.89 via conductivity modulation.
Lambda-enhanced gray-molasses loading yields a six-fold increase in trapped cesium atoms and EIT cooling extends storage time five-fold in nanophotonic nanofiber traps.
citing papers explorer
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Chiral-Mode Control around a Hermitian Diabolic Point in Discrete Non-Hermitian Coupled Resonators
In a three-resonator model, an asymptotic exceptional point at a Hermitian diabolic point enables chiral-mode switching with eigenvalue response scaling as the 3/2 power of perturbation strength.
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Tunable high-$Q$ Janus-to-chiral bound states in the continuum in bilayer PhCs
Bilayer all-dielectric photonic crystals with interlayer and diagonal in-plane displacements generate tunable high-Q Janus-chiral bound states in the continuum, achieving switchable circular dichroism exceeding 0.89 via conductivity modulation.
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$\Lambda$-enhanced gray-molasses loading and EIT cooling of neutral atoms in nanophotonic traps
Lambda-enhanced gray-molasses loading yields a six-fold increase in trapped cesium atoms and EIT cooling extends storage time five-fold in nanophotonic nanofiber traps.