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This theoretical proposal introduces Kerr nonlinearity into cavity-magnon systems to achieve arbitrary-order blockade effects, enabling precise control over individual magnons and photons. By leveraging this anharmonicity, the scheme facilitates the generation of controllable quantum resources essential for hybrid quantum networks and advanced information processing. The work advances fundamental understanding of dissipative environments while maintaining high fidelity in higher-order states.
Manipulation of Arbitrary-Order Cavity-Magnon Polariton Blockade
arXiv:2603.16089v2 Announce Type: replace Abstract: Manipulating the cavity-magnon polariton blockade is significant for achieving precise, on-demand control of individual photons (magnons) and has particular applications in realizing multifunctional quantum technologies, quantum information processing, and hybrid quantum networks. In this paper, we theoretically propose a scheme to realize an $n$-cavity-magnon polariton blockade in a cavity-magnon system by utilizing Kerr nonlinearity. We demonstrate that the Kerr nonlinearity introduces anharmonicity into the polariton energy spectrum, which in turn enables the blockade effect. When the external driving frequency is resonant with the transition to the $n$th polariton excited state, a perfect $n$-polariton blockade is achieved. Moreover, increasing the driving strength can enhance the higher-order blockade while maintaining high fidelity in a dissipative environment. Our work pioneers the field of cavity-magnon polariton blockade, opens a new avenue for the preparation of controllable quantum resources, and holds significant potential for applications in quantum communication and quantum information processing.
Abstract:Manipulating the cavity-magnon polariton blockade is significant for achieving precise, on-demand control of individual photons (magnons) and has particular applications in realizing multifunctional quantum technologies, quantum information processing, and hybrid quantum networks. In this paper, we theoretically propose a scheme to realize an $n$-cavity-magnon polariton blockade in a cavity-magnon system by utilizing Kerr nonlinearity. We demonstrate that the Kerr nonlinearity introduces anharmonicity into the polariton energy spectrum, which in turn enables the blockade effect. When the external driving frequency is resonant with the transition to the $n$th polariton excited state, a perfect $n$-polariton blockade is achieved. Moreover, increasing the driving strength can enhance the higher-order blockade while maintaining high fidelity in a dissipative environment. Our work pioneers the field of cavity-magnon polariton blockade, opens a new avenue for the preparation of controllable quantum resources, and holds significant potential for applications in quantum communication and quantum information processing.
arXiv:2603.16089 [quant-ph]
(or arXiv:2603.16089v2 [quant-ph] for this version)
https://doi.org/10.48550/arXiv.2603.16089 Focus to learn more arXiv-issued DOI via DataCite
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