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Tunable photon blockade with a single atom in a cavity under electromagnetically induced transparency
Photonics Research ( IF 6.6 ) Pub Date : 2021-06-14 , DOI: 10.1364/prj.419275
Jing Tang 1 , Yuangang Deng 1 , Chaohong Lee 1, 2, 3
Affiliation  

We present an experimental proposal to achieve a strong photon blockade by employing electromagnetically induced transparency (EIT) with a single alkaline-earth-metal atom trapped in an optical cavity. In the presence of optical Stark shift, both the second-order correlation function and cavity transmission exhibit asymmetric structures between the red and blue sidebands of the cavity. For a weak control field, the photon quantum statistics for the coherent transparency window (i.e., atomic quasi-dark-state resonance) are insensitive to the Stark shift, which should also be immune to the spontaneous emission of the excited state by taking advantage of the intrinsic dark-state polariton of EIT. Interestingly, by exploiting the interplay between the Stark shift and control field, the strong photon blockade at atomic quasi-dark-state resonance has an optimal second-order correlation function g(2)(0)104 and a high cavity transmission simultaneously. The underlying physical mechanism is ascribed to the Stark shift enhanced spectrum anharmonicity and the EIT hosted strong nonlinearity with loss-insensitive atomic quasi-dark-state resonance, which is essentially different from the conventional proposal with emerging Kerr nonlinearity in cavity-EIT. Our results reveal a new strategy to realize high-quality single photon sources, which could open up a new avenue for engineering nonclassical quantum states in cavity quantum electrodynamics.

中文翻译:

电磁感应透明下腔中单个原子的可调谐光子阻挡

我们提出了一个实验建议,通过使用电磁感应透明 (EIT) 和一个被困在光学腔中的碱土金属原子来实现强光子阻挡。在存在光学斯塔克位移的情况下,二阶相关函数和腔传输都在腔的红蓝边带之间表现出不对称结构。对于弱控制场,相干透明窗口的光子量子统计(即原子准暗态共振)对斯塔克位移不敏感,利用EIT 的固有暗态极化子。有趣的是,通过利用斯塔克位移和控制场之间的相互作用,G(2)(0)10-4和高腔传输同时。潜在的物理机制归因于斯塔克位移增强的光谱非谐性,并且 EIT 具有强非线性,具有对损耗不敏感的原子准暗态共振,这与空腔 EIT 中出现的克尔非线性的传统方案有本质的不同。我们的研究结果揭示了一种实现高质量单光子源的新策略,这可以为腔量子电动力学中的非经典量子态工程开辟一条新途径。
更新日期:2021-07-02
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