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QmeQ 1.0: An open-source Python package for calculations of transport through quantum dot devices

机译:QmeQ 1.0:一个开源python包,用于计算通过量子点设备的传输

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摘要

QmeQ is an open-source Python package for numerical modeling of transport through quantum dot devices with strong electron–electron interactions using various approximate master equation approaches. The package provides a framework for calculating stationary particle or energy currents driven by differences in chemical potentials or temperatures between the leads which are tunnel coupled to the quantum dots. The electronic structures of the quantum dots are described by their single-particle states and the Coulomb matrix elements between the states. When transport is treated perturbatively to lowest order in the tunneling couplings, the possible approaches are Pauli (classical), first-order Redfield, and firs-torder von Neumann master equations, and a particular form of the Lindblad equation. When all processes involving two-particle excitations in the leads are of interest, the second-order von Neumann approach can be applied. All these approaches are implemented in QmeQ. We here give an overview of the basic structure of the package, give examples of transport calculations, and outline the range of applicability of the different approximate approaches.
机译:QmeQ是一个开放源代码的Python软件包,用于使用各种近似主方程方法对具有强电子-电子相互作用的量子点器件的传输进行数值建模。该软件包提供了一个框架,可用于计算由隧道耦合到量子点的引线之间的化学势或温度差异驱动的静止粒子或能量流。量子点的电子结构由其单粒子状态和这些状态之间的库仑矩阵元素来描述。当在隧道耦合中将输运扰动处理为最低阶时,可能的方法是Pauli(经典),一阶Redfield和首阶von Neumann主方程,以及Lindblad方程的一种特殊形式。当涉及导线中所有涉及两个粒子激发的所有过程都受到关注时,可以应用二阶冯·诺依曼方法。所有这些方法都在QmeQ中实现。在这里,我们对包装的基本结构进行了概述,给出了运输计算的例子,并概述了不同近似方法的适用范围。

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