1998
DOI: 10.1103/physrevb.57.14877
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Optically induced splitting of bright excitonic states in coupled quantum microcavities

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Cited by 64 publications
(39 citation statements)
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“…According to the measurement results, anti-crossing between UP and MP2 occurs at around 15 o with a vacuum Rabi splitting Ω R1 of 1.11 eV, while anti-crossing between MP1 and LP occurs at around 40 o with a vacuum Rabi splitting Ω R2 of 1.08 eV. The anti-crossing occurs at different angles (different wave vector k), which is consistent with the observation by Armitage et al for the strongly coupled inorganic MCs, and this is due to the splitting between symmetric and antisymmetric cavity modes 6 . However, the inequality of these two splittings is inconsistent with the prediction of the classical fouroscillator coupled model proposed by Armitage et al for the strong coupling regime.…”
Section: B Coupled Organic Microcavitysupporting
confidence: 80%
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“…According to the measurement results, anti-crossing between UP and MP2 occurs at around 15 o with a vacuum Rabi splitting Ω R1 of 1.11 eV, while anti-crossing between MP1 and LP occurs at around 40 o with a vacuum Rabi splitting Ω R2 of 1.08 eV. The anti-crossing occurs at different angles (different wave vector k), which is consistent with the observation by Armitage et al for the strongly coupled inorganic MCs, and this is due to the splitting between symmetric and antisymmetric cavity modes 6 . However, the inequality of these two splittings is inconsistent with the prediction of the classical fouroscillator coupled model proposed by Armitage et al for the strong coupling regime.…”
Section: B Coupled Organic Microcavitysupporting
confidence: 80%
“…Second, the exciton states in the two separate cavities also form symmetric and antisymmetric combinations (ψ S , ψ AS ) given as ψ S = (φ 1 + φ 2 )/2 and ψ AS = (φ 1 − φ 2 )/2, where φ 1 and φ 2 are the single exciton wave functions in the two cavities 6,37 .…”
Section: Modified Four-oscillator Coupled Model For Coupled Omcsmentioning
confidence: 99%
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“…1,2 Alternative configurations of photonic molecules exist such as square-shaped photonic dots coupled via a semiconductor bridge; 1 coupled defects in photonic crystal membranes; 3 whispering-gallery microdisks coupled via a small air gap; 4 and planar Fabry-Perot cavities coupled through a partially transparent distributed Bragg reflector (DBR). 5 More complicated structures such as photonic graphene have been developed where a honeycomb lattice of coupled micropillars displays polariton dispersions which are analogous to the electronic bandstructure of its chemical counterpart. 6 Coupled micropillars have found applications in the development of ultrabright entangled photon sources 7 along with Josephson oscillations between two linked polariton condensates.…”
mentioning
confidence: 99%
“…In addition the PI [VA] had an extensive experience in studies of photonic crystal waveguides [29][30][31][32][33][34] and semiconductor microcavities [35][36][37][38] . This experience quite naturally led the PI and co-PIs to the idea of using dielectic microspheres with 3-20μm sizes as building blocks of more complicated coupled cavity structures.…”
Section: Statement Of the Problem Studiedmentioning
confidence: 99%