2014
DOI: 10.1039/c4cp02560a
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Rydberg dressing evolution via Rabi frequency control in thermal atomic vapors

Abstract: We report for the first time the theoretical and experimental research on Rydberg electromagnetically induced transparency and second-order fluorescence dressing evolution by Rabi frequency control in thermal atomic vapors, in which the controlled results are well explained by the dressing effect and the Rydberg excitation blockade. Based on the certification of the Rydberg excitation blockade fraction through the dependence on principle quantum number n, we obtain dressing evolution curves, consisting of sing… Show more

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Cited by 6 publications
(5 citation statements)
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References 19 publications
(45 reference statements)
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“…Figure c reveals that the O1s spectrum of EVA‐g‐VTMS splits into three components of OC at 533.1 eV, OC at 531.8 eV, and OSi at 532 eV, which are consistent with those of C1s. Figure d exhibits two peaks in Si2p spectra of EVA‐g‐VTMS, whose peak positions are 101.8 eV (SiC) and 102.2 eV (SiO), respectively . The finding of XPS verifies the result of FTIR spectroscopy analysis.…”
Section: Resultssupporting
confidence: 62%
“…Figure c reveals that the O1s spectrum of EVA‐g‐VTMS splits into three components of OC at 533.1 eV, OC at 531.8 eV, and OSi at 532 eV, which are consistent with those of C1s. Figure d exhibits two peaks in Si2p spectra of EVA‐g‐VTMS, whose peak positions are 101.8 eV (SiC) and 102.2 eV (SiO), respectively . The finding of XPS verifies the result of FTIR spectroscopy analysis.…”
Section: Resultssupporting
confidence: 62%
“…So far, a few pioneer works studying EIT effect in a four-level atomic system have originated from Agarwal [20] and Harris [21], describing the absorption of two photons controlled by quantum interference between the two excitation paths. Later, a number of theoretical works studying the nonlinear optical feature are represented in similar systems [22][23][24]. Recently a more complex four-step excitation scheme is achieved in which the uppermost Rydberg state has a large dipole moment [25].…”
Section: Introductionmentioning
confidence: 99%
“…2 In Figs 2-6, it can be seen that the ω À1 δ 2 k contributions are generally much smaller than those of ω À1 γ 2 k contributions for all five terpenes investigated. These contributions have been experimentally determined for α-pinene and trans-pinane by Che and Nafie, [18] which indicated that the experimental ω À1 γ 2 k contributions are relatively smaller than those of ω À1 δ 2 k contributions. The consensus that EDEQ polarizability contributions are generally smaller than EDMD polarizability contributions has been verified by the present B3LYP/aug-cc-pVDZ calculations for all five bicyclic terpenes.…”
Section: Resultsmentioning
confidence: 87%
“…The same baseline tolerance and robustness threshold parameters chosen for experimental spectra are applied to the QC calculated spectra. The similarity overlap between experimental and QC predicted spectra are presented using SimRaman, SimROA, and SimCID, quantities, where each Sim quantity is defined according to Tanimoto scoring function, [32] as [35] SimXXX ¼ I f g I f f þ I gg À I f g (18) In Eqn (18), I fg = ∫f(x : ξ)g(x)dx and f(x : ξ) represent the calculated spectrum as a function of vibrational frequency scale parameter ξ and g(x) represents the experimental spectrum, both as a function of x-axis (representing the vibrational wavenumbers).…”
Section: Computational and Experimental Methodsmentioning
confidence: 99%
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