Floquet non-equilibrium Green’s function and Floquet quantum master equation for electronic transport: The role of electron–electron interactions and spin current with circular light

Vahid Mosallanejad, Yu Wang, Wenjie Dou
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Abstract

The non-equilibrium Green’s function (NEGF) and quantum master equation (QME) are two main classes of approaches for electronic transport. We discuss various Floquet variances of these formalisms for transport properties of a quantum dot driven via interaction with an external periodic field. We first derived two versions of the Floquet NEGF. We also explore an ansatz of the Floquet NEGF formalism for the interacting systems. In addition, we derived two versions of Floquet QME in the weak interaction regime. With each method, we elaborate on the evaluation of the expectation values of the number and current operators. We examined these methods for transport through a two-level system that is subject to periodic driving. The numerical results of all four methods show good agreement for non-interacting systems in the weak regime. Furthermore, we have observed that circular light can introduce spin current. We expect these Floquet quantum transport methods to be useful in studying molecular junctions exposed to light.
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用于电子传输的 Floquet 非平衡格林函数和 Floquet 量子主方程:电子-电子相互作用和圆光自旋电流的作用
非平衡格林函数(NEGF)和量子主方程(QME)是电子输运的两大类方法。我们针对量子点与外部周期场相互作用的输运特性,讨论了这些形式的各种 Floquet 变异。我们首先推导了两个版本的 Floquet NEGF。我们还探讨了相互作用系统的 Floquet NEGF 形式的解析。此外,我们还推导了弱相互作用机制下的两个版本的 Floquet QME。对于每种方法,我们都详细阐述了对数算子和电流算子期望值的评估。我们研究了这些方法在受周期性驱动的两级系统中的传输。对于弱作用机制下的非相互作用系统,所有四种方法的数值结果都显示出良好的一致性。此外,我们还观察到圆光可以引入自旋电流。我们希望这些弗洛克量子输运方法能在研究暴露于光的分子结时派上用场。
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