Quantum interference in the resonance fluorescence of a $J=1/2 - J'=1/2$ atomic system: Quantum beats, nonclassicality, and non-Gaussianity
| Autor: | Castro-Beltrán, H. M., Santos-Sánchez, O. de los, Gutiérrez, L., Alcantar-Vidal, A. D. |
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| Rok vydání: | 2023 |
| Předmět: | |
| DOI: | 10.48550/arxiv.2301.03061 |
| Popis: | We study the resonance fluorescence of a system with angular momentum $J=1/2 - J'=1/2$ level structure driven by a single, linearly polarized, monochromatic laser field. Quantum interference among the two, antiparallel, $\pi$ transitions leads to rich results. We develop the article around two broad overlapping themes: (i) the observation of quantum beats in the intensity and the dipole-dipole, intensity-intensity, and quadrature-intensity correlations, when the atom is subject to a strong laser and large Zeeman splittings. The mean and modulation frequencies of the beats are given by the average and difference, respectively, among two close generalized Rabi frequencies related to a Mollow-like spectrum with two pairs of sidebands. (ii) The nonclassical and non-Gaussian properties of phase-dependent fluorescence for the cases of weak to moderate excitation and in the regime of beats. The fluorescence in the beats regime is nonclassical, mainly from the third-order dipole fluctuations, which reveal them to be also strongly non-Gaussian. For weak to moderate driving laser and small detunings and Zeeman splittings the nonclassicality is an interplay of second- (squeezing) and third-order dipole noise. Comment: 17 pages, 14 figures |
| Databáze: | OpenAIRE |
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