Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Optics Communications

Two-photon resonance fluorescence. II numerical results

D.A. Hutchinson, Constantine Mavroyannis

Published Aug 1, 1981• 5 citations
Publisher
DOI
10.1016/0030-4018(81)90406-5

Related papers

Resonance fluorescence spectrum of a three-level atom. II. Numerical results

K.J. Woloschuk, S. Hontzeas, Constantine Mavroyannis

Optics Communications•Jun 1, 1982•5 citations

Cooperative states and resonance fluorescence II

V.F. Chel'tzov

Physics Letters A•Nov 1, 1981•4 citations

Two-Photon Resonance Fluorescence

T. H. Cheung

Chinese Journal of Physics•Feb 1, 1983•0 citations

Modeling of resonance fluorescence excitation spectra of two different two-level interacting nanoparticles

V. A. Morozov

Numerical simulations of the excitation spectra of resonant fluorescence bound by the dynamic interaction of two different two-level nanoparticles have been performed. We considered the excitation of one of the particles by monochromatic light with a frequency close to the transition frequency of this particle, at an irradiation intensity leading to a small population of its excited state. The formalism for the description of resonance fluorescence by the Heitler--Ma method was applied to a complete compound system of the marked particle pair and quantized emission field. The resulting expressions for the excitation spectrum reflect consideration of the absorption of the fluorescence photon without attributing it to the emission of any one particle. Expressions for the excitation spectra when taking into account such absorption of the fluorescence photon that allows us to attribute it to the radiation of one or another of the particles were obtained by solving a modified system of equations of the Heitler--Ma method, which reflects the addition of non-interfering amplitudes of the emission field states of each particle. It was found that the shape of the excitation spectra of the stationary resonance fluorescence of the particles in question is determined by the shape of the corresponding intensity spectra of the spontaneous fluorescence of these particles. Keywords: mathematical modeling, interacting two-level nanoparticles, resonant fluorescence, excitation spectrum.

Оптика и спектроскопия•Jan 1, 2022•0 citations

Two-photon resonance fluorescence

Constantine Mavroyannis

Optics Communications•Sep 1, 1978•25 citations

Photon statistics of resonance fluorescence of a two-level atom

Liangyun Liu, Yuzhu Wang

In this paper, we calculate the photon statistics of resonance fluorescence of a two-level atom driven by a laser field. The results show that the photon statistics tend to Poissonian if we consider the photon statistics starting from the ground state of the atom. We propose a possible method to test the photon statistics of resonance fluorescence.

Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIE•Oct 28, 1992•0 citations
Numerical simulations of the excitation spectra of resonant fluorescence bound by the dynamic interaction of two different two-level nanoparticles have been performed. We considered the excitation of one of the particles by monochromatic light with a frequency close to the transition frequency of this particle, at an irradiation intensity leading to a small population of its excited state. The formalism for the description of resonance fluorescence by the Heitler--Ma method was applied to a complete compound system of the marked particle pair and quantized emission field. The resulting expressions for the excitation spectrum reflect consideration of the absorption of the fluorescence photon without attributing it to the emission of any one particle. Expressions for the excitation spectra when taking into account such absorption of the fluorescence photon that allows us to attribute it to the radiation of one or another of the particles were obtained by solving a modified system of equations of the Heitler--Ma method, which reflects the addition of non-interfering amplitudes of the emission field states of each particle. It was found that the shape of the excitation spectra of the stationary resonance fluorescence of the particles in question is determined by the shape of the corresponding intensity spectra of the spontaneous fluorescence of these particles. Keywords: mathematical modeling, interacting two-level nanoparticles, resonant fluorescence, excitation spectrum.