2014
DOI: 10.1016/j.optcom.2013.11.017
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Entanglement dynamics and maintenance for two atoms in coupled cavities

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Cited by 3 publications
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“…Especially for state r ABE 3 ( ) , the entanglement experiences rebirth after sudden death and the ESD can be avoided by choosing appropriate ν. The physical mechanism behind this can be explained as [52] by introducing the delocalized atomic and field operators, which reveals that a large hopping rate ν between the cavities can preserve the atomic entanglement by restraining the atoms from entangling with the cavities. However, in the early time evolution, increasing ν will enhance the decay of atomic entanglement for states r ABE It can be understood that due to the initial atom-cavity correlation, especially quantum correlation, strengthening the hopping rate between the two cavities in turn generates some effective interaction between the atoms and the cavities, which counters the fast disentanglement.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%
“…Especially for state r ABE 3 ( ) , the entanglement experiences rebirth after sudden death and the ESD can be avoided by choosing appropriate ν. The physical mechanism behind this can be explained as [52] by introducing the delocalized atomic and field operators, which reveals that a large hopping rate ν between the cavities can preserve the atomic entanglement by restraining the atoms from entangling with the cavities. However, in the early time evolution, increasing ν will enhance the decay of atomic entanglement for states r ABE It can be understood that due to the initial atom-cavity correlation, especially quantum correlation, strengthening the hopping rate between the two cavities in turn generates some effective interaction between the atoms and the cavities, which counters the fast disentanglement.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%