1984
DOI: 10.1103/physrevlett.53.1732
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Vacuum-Field Rabi Splittings in Microwave Absorption by Rydberg Atoms in a Cavity

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Cited by 394 publications
(221 citation statements)
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“…Agarwal [107] proved that VRS can lead to bimodal characteristics of the transmission spectrum of the cavity.…”
Section: Vrsmentioning
confidence: 99%
“…Agarwal [107] proved that VRS can lead to bimodal characteristics of the transmission spectrum of the cavity.…”
Section: Vrsmentioning
confidence: 99%
“…Experiments showing vacuum Rabi splitting [2,3], ringing regime of superradiance [4], collapses and revivals as well as the trapping states in the micromaser [5], and the quantum entanglement [5,6] have been already reported. In addition, creation of atomic nanostructures [7], atomic interferometry and diffraction by a light wave [8,9] or a laser oscillation with one atom in an optical resonator [10] were successfully demonstrated.…”
mentioning
confidence: 99%
“…We demonstrate here that a slow-velocity excited particle tunnels freely through a vacuum electromagnetic field mode filled with N − 1 ground state atoms. The reason for this is the trapping of the moving atom into its upper state due to multiparticle influences and the corresponding decoupling from the interaction with the environment such that the emitter does not see the induced potentials.PACS numbers: 42.50.Pq, 42.50.Fx, 42.65.Tg The technological progress in the area of the Cavity Quantum Electrodynamics made possible to achieve the strong-coupling regime where the coherent interaction between a single atom and the light field dominates over the dissipation processes [1,2,3,4,5,6,7,8,9,10,11,12]. Experiments showing vacuum Rabi splitting [2,3], ringing regime of superradiance [4], collapses and revivals as well as the trapping states in the micromaser [5], and the quantum entanglement [5,6] have been already reported.…”
mentioning
confidence: 99%
“…The middle mirror has a nonzero transmission, which allows the exchange of light between these two subcavities and thus leads to an effective coupling between the left and right cavity modes [19]. Further, the coupling will shift the resonant frequencies of two coupled cavity modes and leads to the so-called normal mode splitting effect [20,21].…”
mentioning
confidence: 99%
“…The middle mirror has a nonzero transmission, which allows the exchange of light between these two subcavities and thus leads to an effective coupling between the left and right cavity modes [19]. Further, the coupling will shift the resonant frequencies of two coupled cavity modes and leads to the so-called normal mode splitting effect [20,21].Following [18,22], the normal mode splitting in the presence of the middle mirror can be calculated by assuming a transfer matrix with a high reflectivity r d . For simplicity, we assuming the middle membrane to be exactly at the middle point of the FP cavity initially, dividing the cavity into two subcavities with the same length L, and the normal mode splitting when the middle mirror is at a new position x is given by Ω = c L arccos(|r d | cos(2kx)) [ Fig.…”
mentioning
confidence: 99%