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Quantum memory effects in atomic ensembles coupled to photonic cavities

Quantum memory effects in atomic ensembles coupled to photonic cavities
Quantum memory effects in atomic ensembles coupled to photonic cavities
This article explores the dynamics of many-body atomic systems symmetrically coupled to Lorentzian photonic cavity systems. Our study reveals interesting dynamical characteristics, including non-zero steady states, super-radiant decay, enhanced energy transfer, and the ability to modulate oscillations in the atomic system by tuning environmental degrees of freedom. We also analyze a configuration consisting of a three-atom chain embedded in a photonic cavity. Similarly, we find a strong enhancement of the energy transfer rate between the two ends of the chain and identified specific initial conditions that lead to significantly reduced dissipation between the two atoms at the end of the chain. Another configuration of interest consists of two symmetrical detuned reservoirs with respect to the atomic system. In the single atom case, we show that it is possible to enhance the decay rate of the system by modulating its reservoir detuning. In contrast, in the many-atom case, this results in dynamics akin to the on-resonant cavity. Finally, we examine the validity of the rotating wave approximation through a direct comparison against the numerically exact hierarchical equations of motion. We find good agreement in the weak coupling regime, while in the intermediate coupling regime, we identify qualitative similarities, but the rotating wave approximation becomes less reliable. In the moderate coupling regime, we find deviations of the steady states due to the formation of mixed photon-atom states.
2639-0213
Burgess, A.
7ec0ced9-91e1-4983-a3d7-2153d68a4db2
Florescu, M.
14b7415d-9dc6-4ebe-a125-289e47648c65
Burgess, A.
7ec0ced9-91e1-4983-a3d7-2153d68a4db2
Florescu, M.
14b7415d-9dc6-4ebe-a125-289e47648c65

Burgess, A. and Florescu, M. (2023) Quantum memory effects in atomic ensembles coupled to photonic cavities. AVS Quantum Science, 5, [011402]. (doi:10.1116/5.0137078).

Record type: Article

Abstract

This article explores the dynamics of many-body atomic systems symmetrically coupled to Lorentzian photonic cavity systems. Our study reveals interesting dynamical characteristics, including non-zero steady states, super-radiant decay, enhanced energy transfer, and the ability to modulate oscillations in the atomic system by tuning environmental degrees of freedom. We also analyze a configuration consisting of a three-atom chain embedded in a photonic cavity. Similarly, we find a strong enhancement of the energy transfer rate between the two ends of the chain and identified specific initial conditions that lead to significantly reduced dissipation between the two atoms at the end of the chain. Another configuration of interest consists of two symmetrical detuned reservoirs with respect to the atomic system. In the single atom case, we show that it is possible to enhance the decay rate of the system by modulating its reservoir detuning. In contrast, in the many-atom case, this results in dynamics akin to the on-resonant cavity. Finally, we examine the validity of the rotating wave approximation through a direct comparison against the numerically exact hierarchical equations of motion. We find good agreement in the weak coupling regime, while in the intermediate coupling regime, we identify qualitative similarities, but the rotating wave approximation becomes less reliable. In the moderate coupling regime, we find deviations of the steady states due to the formation of mixed photon-atom states.

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More information

Accepted/In Press date: 10 January 2023
Published date: 31 January 2023

Identifiers

Local EPrints ID: 501305
URI: http://eprints.soton.ac.uk/id/eprint/501305
ISSN: 2639-0213
PURE UUID: 551797c0-b49c-42eb-8164-315db0d76c50
ORCID for M. Florescu: ORCID iD orcid.org/0000-0001-6278-9164

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Date deposited: 28 May 2025 16:57
Last modified: 29 May 2025 02:16

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Contributors

Author: A. Burgess
Author: M. Florescu ORCID iD

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