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Quantum Floquet anomalous Hall states and quantized ratchet effect in one-dimensional dimer chain driven by two ac electric fields

机译:量子Floquet异常霍尔态和量子化棘轮效应   由两个交流电场驱动的一维二聚体链

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摘要

In condensed matter physics, one of the major topics is to find out andclassify interesting novel topological matters and phenomena. Topologicallynontrivial systems can also be achieved by using periodical driving fields. Onthe other hand, ratchet effect can be used to collect useful work fromfluctuations or realize directed transport in periodically-driven systems.Here, we promote a dimer chain by applying two mutually-perpendicular acelectric fields, and obtain an effective two-dimensional Hamiltonian in thelow-frequency regime. We thereby derive quantum Floquet anomalous Hall (QFAH)conductance and then find a quantized ratchet effect in the resulting currentalong the chain. Our further analysis shows that these originate from theelectric fields only. This lengthwise quantized ratchet effect without magneticfield should be useful to designing novel high-performance electronicapplications.
机译:在凝聚态物理中,主要主题之一是找出并分类有趣的新颖拓扑事物和现象。拓扑非平凡系统也可以通过使用周期性驱动场来实现。另一方面,棘轮效应可用于从波动中收集有用的功或在周期性驱动的系统中实现定向运输。在这里,我们通过应用两个相互垂直的交流电场来促进二聚体链,并在此过程中获得有效的二维哈密顿量频率制度。因此,我们推导了量子Floquet异常霍尔(QFAH)电导,然后在链中产生的电流中找到了量化的棘轮效应。我们的进一步分析表明,这些仅源自电场。在没有磁场的情况下,这种纵向量化的棘轮效应对于设计新颖的高性能电子应用将很有用。

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    Zou, Jin-Yu; Liu, Bang-Gui;

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  • 年度 2016
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