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Entropic analysis of optomechanical entanglement for a nanomechanical resonator coupled to an optical cavity field

by Jeong Ryeol Choi

Submission summary

As Contributors: Jeong Ryeol Choi
Preprint link: scipost_202010_00030v3
Date accepted: 2021-08-31
Date submitted: 2021-06-08 09:05
Submitted by: Choi, Jeong Ryeol
Submitted to: SciPost Physics Core
Academic field: Physics
Specialties:
  • Quantum Physics
Approach: Theoretical

Abstract

We investigate entanglement dynamics for a nanomechanical resonator coupled to an optical cavity field through the analysis of the associated entanglement entropies. The effects of time variation of several parameters, such as the optical frequency and the coupling strength, on the evolution of entanglement entropies are analyzed. We consider three kinds of entanglement entropies as the measures of the entanglement of subsystems, which are the linear entropy, the von Neumann entropy, and the Renyi entropy. The analytic formulae of these entropies are derived in a rigorous way using wave functions of the system. In particular, we focus on time behaviors of entanglement entropies in the case where the optical frequency is modulated by a small oscillating factor. We show that the entanglement entropies emerge and increase as the coupling strength grows from zero. The entanglement entropies fluctuate depending on the adiabatic variation of the parameters and such fluctuations are significant especially in the strong coupling regime. Our research may deepen the understanding of the optomechanical entanglement, which is crucial in realizing hybrid quantum-information protocols in quantum computation, quantum networks, and other domains in quantum science.

Published as SciPost Phys. Core 4, 024 (2021)



Author comments upon resubmission

Dear editor,
I am re-submitting the manuscript after revising it according to the reviewer's report in SciPost Physics Core.
Sincerely.

Jeong Ryeol Choi
Department of Nanoengineering, Kyonggi University
Republic of Korea

List of changes

Phenomenological description of the dissipative effects has been removed.

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