论文标题

原子合体与光子腔的量子记忆效应

Quantum memory effects in atomic ensembles coupled to photonic cavities

论文作者

Burgess, Adam, Florescu, Marian

论文摘要

在本文中,我们探讨了多体原子系统对称耦合的多体原子系统的动力学。我们的研究揭示了有趣的动态特征,包括非零稳态,超级衰减,增强的能量传递以及通过调整环境自由度来调节原子系统中振荡的能力。我们还分析了由光子腔中嵌入的三个原子链组成的构型。同样,我们发现链的两端之间的能量传递速率有很强的提高,并确定了特定的初始条件,从而导致链条末端的两个原子之间的耗散显着减少。感兴趣的另一种配置包括两个相对于原子系统的对称的失谐储层。在单原子的情况下,我们表明,可以通过调节其储液储存量的失调来提高系统的衰减速率,而在许多原子的情况下,这会导致类似于恢复型腔的动力学。最后,我们通过直接比较与数值精确的运动方法的层次方程进行了旋转波近似的有效性。在中间耦合方案中,我们在弱耦合方面发现了良好的一致性,我们确定了定性的相似性,但是旋转波近似变得不那么可靠。在中等耦合方面,由于形成混合光子原子状态,我们发现稳态的偏差。

In this article we explore the dynamics of many-body atomic systems symmetrically coupled to a single Lorentzian photonic cavity. Our study reveals interesting dynamical characteristics including non-zero steady states, superradiant decay, enhanced energy transfer and the ability to modulate oscillations in the atomic system by tuning environmental degrees of freedom. We also analyse a configuration consisting of a three-atom chain embedded in a photonic cavity. Similarly, we find a strong enhancement of the energy transfer rate between the two ends of the chain and identified specific initial conditions that lead to significantly reduced dissipation between the two atoms at the end of the chain. Another configuration of interest consists of two symmetrical detuned reservoirs with respect to the atomic system. In the single-atom case, we show that it is possible to enhance the decay rate of the system by modulating its reservoir detuning, while in the many-atom case, this results in dynamics akin to the on-resonant cavity. Finally, we examine the validity of rotating wave approximation through a direct comparison against the numerically exact hierarchical equations of motion approach. We find good agreement in the weak coupling regime while in the intermediate coupling regime, we identify qualitative similarities, but the rotating wave approximation becomes less reliable. In the moderate coupling regime, we find deviation of the steady states due to the formation of mixed photon atom states.

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