Virtual and real dynamical Casimr effects in optomechanical systems
ORAL
Abstract
We studied the DCE using a fully quantum-mechanical description and without linearizing the dynamics [Phys. Rev. X, 011031 (2018)] . We have shown that the resonant generation of photons from the vacuum is determined by a ladder of mirror-field vacuum Rabi splittings. We find that vacuum emission can originate from the free evolution of an initial pure mechanical excited state, in analogy with the spontaneous emission from excited atoms. We also show that the DCE can also be under incoherent mechanical pumping [Phys. Rev. A, 022501 (2019)].
We then applied this framework to study the interaction of two mechanical oscillators mediated by the exchange of virtual photon pairs. Specifically, we demonstrated that mechanical quantum excitations can be coherently transferred among spatially separated mechanical oscillators, through a dissipationless quantum bus, due to the exchange of virtual photon pairs [Phys. Rev. Lett. 030402 (2019)]. This system can also operate as a mechanical parametric downconverter.
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Presenters
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Vincenzo Macrì
Riken Japan
Authors
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Omar Di Stefano
Univ of Messina
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Vincenzo Macrì
Riken Japan
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Salvatore Savasta
Univ of Messina
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Franco Nori
RIKEN, Japan and Univ. Michigan, USA, RIKEN, Japan, RIKEN; and Univ. Michigan., RIKEN, Japan; and Univ. Michigan, USA, Riken Japan and Univ. Michigan USA, RIKEN, Japan and Univ Michigan, USA, Theoretical Quantum Physics Laboratory, Department of Physics, RIKEN Cluster for Pioneering Research, The University of Michigan, RIKEN and Univ. of Michigan, Riken Japan and Univ Michigan USA, RIKEN; and University of Michigan, RIKEN and Univ. Michigan, RIKEN and Univ of Michigan, Theoretical Quantum Physics Laboratory, RIKEN Cluster for Pioneering Research, Wako-shi, Saitama 351-0198, Japan, RIKEN, and University of Michigan, Theoretical Quantum Physics, Riken, Japan, RIKEN, Japan; and Univ Michigan, USA, Theoretical Quantum Physics Laboratory, RIKEN, RIKEN, Japan; Univ. Michigan, USA, RIKEN, Japan; Uni. Michigan, USA