具有修饰量子化的自然非厄米系统中的多模量子压缩

IF 2.5 3区 物理与天体物理 Q2 OPTICS Optics Communications Pub Date : 2025-06-01 Epub Date: 2025-02-28 DOI:10.1016/j.optcom.2025.131675
Cheng Huang , Rui Zhuang , Qinyue Yang , Guobing Liu , Qianqian Zhou , Xiangping Zhu , Yin Cai , Wei Zhao , Yanpeng Zhang
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引用次数: 0

摘要

本文通过调整修整场的拉比频率与能级消相率的比值,研究了能级级联四波混频(ELC-FWM)在原子体系PT对称与对称破缺共存区内产生的量子挤压现象。研究发现,当修整场的拉比频率占主导地位时,修整场的优点是增加了非厄米系统的量子压缩,同时降低了系统的非线性增益。虽然量子挤压相对较弱,但当能级的减相率占主导地位时,修整场具有改善非线性增益特性的优点。这有可能应用于量子计量、量子信息处理和量子存储设备的发展。
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Multimode quantum squeezed in natural non-Hermitian systems with dressing quantization
The quantum squeeze generated by energy level cascade four-wave mixing (ELC-FWM) in the PT symmetry and symmetry breaking coexistence region in an atomic system was studied by adjusting the ratio of the Rabi frequency of the dressing field to the dephasing rate of the energy level in this work. It was found that when the Rabi frequency of the dressing field dominates, the dressing field has the advantage of increasing the quantum squeeze while decreasing the nonlinear gain of the non-Hermitian system. Although the quantum squeeze is relatively weak, the dressing field has the advantage of improving the nonlinear gain characteristics when the dephasing rate of the energy level is dominant. This has the potential to be applied to the development of quantum metrology, quantum information processing and quantum memory devices.
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来源期刊
Optics Communications
Optics Communications 物理-光学
CiteScore
5.10
自引率
8.30%
发文量
681
审稿时长
38 days
期刊介绍: Optics Communications invites original and timely contributions containing new results in various fields of optics and photonics. The journal considers theoretical and experimental research in areas ranging from the fundamental properties of light to technological applications. Topics covered include classical and quantum optics, optical physics and light-matter interactions, lasers, imaging, guided-wave optics and optical information processing. Manuscripts should offer clear evidence of novelty and significance. Papers concentrating on mathematical and computational issues, with limited connection to optics, are not suitable for publication in the Journal. Similarly, small technical advances, or papers concerned only with engineering applications or issues of materials science fall outside the journal scope.
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