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Computer Simulation of Atomic Excitation Conductivity Using the Quantum Master Equation

机译:Quantum Masture方程的计算机模拟原子激励电导率

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The conductivity of excitations in short chains of optical cavities containing two-level atoms capable of exchanging photons is considered. The Jaynes–Cummings–Hubbard (JCH) model is used taking into account the dephasing noise effect. Two counterintuitive quantum effects are reproduced for this model: the increase in conductivity by the dephasing noise (DAT effect) and the quantum bottleneck effect, which is a paradoxical slump in conductivity with the enhancement of the excitation transfer to the runoff. Using numerical simulation, we reveal an interesting relationship between those two effects. In particular, we found that the dephasing assisted transport (DAT) effect occurs only at the nonoptimal values of the runoff and inflow, i.e., in conditions where the conductivity is limited by the quantum bottleneck effect.
机译:考虑了含有能够交换光子的双层原子的光学腔短链中的激发的电导率。 使用Jaynes-Cummings-Hubbard(JCH)模型考虑到脱离噪声效果。 为该模型再现了两种反向直觉量子效应:通过去除噪声(DAT效应)和量子瓶颈效应的导电性的增加,这是导电性的矛盾坍塌,随着激发到径流的激发转移。 使用数值模拟,我们揭示了这两种影响之间的有趣关系。 特别地,我们发现除了通过量子瓶颈效应的导电性受到限制的条件下,仅在径流和流入的非优化值处发生脱位辅助运输(DAT)效应。

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