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Negative differential conductivity and quantum statistical effects in a three-site Bose-Hubbard model

机译:三个站点Bose-Hubbard模型中的负差分电导率和量子统计效应

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The use of an electron beam to remove ultracold atoms from selected sites in an optical lattice has opened up new opportunities to study transport in quantum systems [R. Labouvie et al., Phys. Rev. Lett. 115, 050601 (2015)]. Inspired by this experimental result, we examine the effects of number difference, dephasing, and initial quantum statistics on the filling of an initially depleted middle well in the three-well inline Bose-Hubbard model. We find that the well-known phenomenon of macroscopic self-trapping is the main contributor to oscillatory negative differential conductivity in our model, with phase diffusion being a secondary effect. However, we find that phase diffusion is required for the production of direct atomic current, with the coherent process showing damped oscillatory currents. We also find that our results are highly dependent on the initial quantum states of the atoms in the system.
机译:使用电子束以从光学晶格中的选定地点去除超卡原子已经开辟了在量子系统中研究传输的新机会[R. Labouvie等人。,phy。 rev. lett。 115,050601(2015)]。 灵感来自这种实验结果,我们研究了数量差异,脱离和初始量子统计的影响,对三井内联桥模型的最初耗尽的中间井的填充。 我们发现宏观自捕集的众所周知现象是我们模型中振荡负差动导电性的主要因素,相位扩散是次要效果。 然而,我们发现阶段扩散是生产直接原子电流所必需的,其相干过程显示阻尼振荡电流。 我们还发现,我们的结果高度依赖于系统中原子的初始量子状态。

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