2020
DOI: 10.1038/s41377-020-0244-9
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Diabolical points in coupled active cavities with quantum emitters

Abstract: In single microdisks, embedded active emitters intrinsically affect the cavity mode of microdisks, which results in a trivial symmetric backscattering and a low controllability. Here we propose a macroscopical control of the backscattering direction by optimizing the cavity size. The signature of positive and negative backscattering directions in each single microdisk is confirmed with two strongly coupled microdisks. Furthermore, the diabolical points are achieved at the resonance of two microdisks, which agr… Show more

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Cited by 29 publications
(15 citation statements)
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“…When g is further increased, the transverse loss caused by the finite size effect becomes larger, which leads to a decrease in Q. Balanced by these two factors, when g = 60 nm, the corner mode supports a high Q factor of approximately 50,000 and a small mode volume of 0.61(λ/n) 3 , which are close to those of traditional nanocavities 45,48,49 . It is worth noting that the Q factor and mode volume of the corner state can both be disturbed by introducing perturbations around the corner.…”
Section: Resultsmentioning
confidence: 71%
“…When g is further increased, the transverse loss caused by the finite size effect becomes larger, which leads to a decrease in Q. Balanced by these two factors, when g = 60 nm, the corner mode supports a high Q factor of approximately 50,000 and a small mode volume of 0.61(λ/n) 3 , which are close to those of traditional nanocavities 45,48,49 . It is worth noting that the Q factor and mode volume of the corner state can both be disturbed by introducing perturbations around the corner.…”
Section: Resultsmentioning
confidence: 71%
“…A promising approach is to exploit chiral quantum optics to form a chiral interface that facilitates the unidirectional transfer of the spin to the guided photons. [27] To date, chiral coupling has been intensively evaluated in various nanophotonic structures including metal surfaces, [28,29] optical fibers, [30,31] semiconductor waveguides, [32][33][34][35] microresonators, [36][37][38][39][40][41][42][43] and topological nanostructures. [44,45] Particularly, the tightly confined light field carries transverse spin angular momentum; thus, a link between the spin and propagation direction of light can be introduced.…”
Section: Introductionmentioning
confidence: 99%
“…To date, chiral coupling has been intensively evaluated in various nanophotonic structures including metal surfaces, [ 28,29 ] optical fibers, [ 30,31 ] semiconductor waveguides, [ 32–35 ] microresonators, [ 36–43 ] and topological nanostructures. [ 44,45 ] Particularly, the tightly confined light field carries transverse spin angular momentum; thus, a link between the spin and propagation direction of light can be introduced.…”
Section: Introductionmentioning
confidence: 99%
“…However, intrinsic scatterers in microcavities will lift the mode degeneracy and cause the symmetry breaking. Embedded quantum dots (QDs) [10,11], material inhomogeneity [12,13], attached particles or fabrication imperfections [14][15][16] can serve as intrinsic Rayleigh scatterers in microcavities and cause backscattering of the light into the counter-propagating mode and couple two counter-propagating modes with each other, lifting the mode degeneracy. Two new standing-wave modes will form and split in frequency, propagating with a phase π/2 between their spatial field distributions.…”
Section: Introductionmentioning
confidence: 99%