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Two coupled nonlinear cavities in a driven-dissipative environment

机译:驱动耗散环境中的两个耦合非线性腔

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摘要

We investigate two coupled nonlinear cavities that are coherently driven in adissipative environment. We perform semiclassical, numerical and analyticalquantum studies of this dimer model when both cavities are symmetricallydriven. In the semiclassical analysis, we find steady-state solutions withdifferent photon occupations in two cavities. Such states can be consideredanalogs of the closed system double well symmetry breaking states. We analyzethe occurrence and properties of these localized states in the system parameterspace and examine how the symmetry breaking states, in form of a bistable pair,are associated to the single cavity bistable behavior. In a full quantumcalculation of the master equation dynamics that includes quantum fluctuations,the symmetry breaking states and bistability disappear due to the quantumfluctuations. In quantum trajectory picture, we observe enhanced quantum jumpsand switching which indicate the presence of the underlying semiclassicalsymmetry breaking states. Finally, we present a set of analytical solutions forthe steady state correlation functions using the complex P-representation anddiscuss its regime of validity.
机译:我们研究了在耗散环境中相干驱动的两个耦合的非线性腔。当两个腔对称驱动时,我们对该二聚体模型进行半经典,数值和分析量子研究。在半经典分析中,我们发现了两个腔中具有不同光子占据的稳态解。可以将这种状态视为封闭系统双井对称破坏状态的模拟。我们分析了系统参数空间中这些局部状态的发生和性质,并检查了以双稳态对形式出现的对称破坏状态如何与单腔双稳态行为相关联。在包含量子涨落的主方程动力学的完整量子计算中,对称涨落状态和双稳态由于量子涨落而消失。在量子轨迹图中,我们观察到增强的量子跃迁和转换,表明存在潜在的半经典对称断裂态。最后,我们给出了使用复数P表示的稳态相关函数的一组解析解,并讨论了其有效性。

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