Dissipatively coupled, parametrically pumped magnon modes with Kerr nonlinearity can form an entangled cat-like state whose entanglement is certified by a Bell inequality after a modular-variable projection.
Macroscopic entanglement between ferrimagnetic magnons and atoms via crossed optical cavity
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abstract
We consider a two-dimensional opto-magnomechanical (OMM) system including two optical cavity modes, a magnon mode, a phonon mode, and a collection of two-level atoms. In this study, we demonstrate the methodology for generating stationary entanglement between two-level atoms and magnons, which are implemented using two optical cavities inside the setup. Additionally, we investigate the efficiency of transforming entanglement from atom-phonon entanglement to atom-magnon entanglement. The magnons are stimulated by both a bias magnetic field and a microwave magnetic field, and they interact with phonons through the mechanism of magnetostrictive interaction. This interaction generates magnomechanical displacement, which couples to an optical cavity via radiation pressure. We demonstrate that by carefully selecting the frequency detuning of an optical cavity, it is possible to achieve an increase in bipartite entanglements. Furthermore, this improvement is found to be resistant to changes in temperature. The entanglement between atoms and magnons plays a crucial role in the construction of hybrid quantum networks. Our modeling approach exhibits potential applications in the field of magneto-optical trap systems as well.
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Cat-state-like non-Gaussian entanglement in magnon systems
Dissipatively coupled, parametrically pumped magnon modes with Kerr nonlinearity can form an entangled cat-like state whose entanglement is certified by a Bell inequality after a modular-variable projection.