Phase-dependent fluctuations of resonance fluorescence near the coherent population trapping condition

Abstract

We study phase-dependent fluctuations of the resonance fluorescence of a single $\Lambda$-type three-level atom in the regime near coherent population trapping, i.e., alongside the two-photon detuning condition. To this end, we employ the method of conditional homodyne detection (CHD) which considers squeezing in the weak driving regime, and extends to non-Gaussian fluctuations for saturating and strong fields. In this framework, and using estimated parameter settings of the resonance fluorescence of a single trapped ${}^{138}{\mathrm{Ba}}^{+}$ ion, the light scattered from the probe transitions is found to manifest a non-classical character and conspicuous asymmetric third-order fluctuations in the amplitude-intensity correlation of CHD.

arXiv comment10 pages, 12 figures

References in corpus (12)

• Past quantum states
• Quadrature squeezed photons from a two-level system
• Universal measurement of quantum correlations of radiation
• Electromagnetically Induced Transparency from a Single Atom in Free Space
• Intensity-field correlation of single-atom resonance fluorescence
• Correlation functions and conditioned quantum dynamics in photodetection theory
• Determination of transition frequencies in a single ${}^{138}$Ba${}^{+}$ ion
• Anomalous Quantum Correlations of Squeezed Light
• Intensity and amplitude correlations in the fluorescence from atoms with interacting Rydberg states
• Phase-dependent fluctuations in intermittent resonance fluorescence
• Probing intensity-field correlations of single-molecule surface-enhanced Raman-scattered light
• Large time-asymmetric quantum fluctuations in amplitude-intensity correlation measurements of a V-type three-level atom resonance fluorescence

Cited by in corpus (2)

• Quantum interference in the resonance fluorescence of a $J=1/2$-$J^{\prime }=1/2$ atomic system: Quantum beats, nonclassicality, and non-Gaussianity
• Characterization of Generalized Coherent States through Intensity-Field Correlations