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Simulations of quantum transport in nanoscale systems: application to atomic gold and silver wires

机译:纳米系统中量子传输的模拟:在原子金和银线中的应用

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We present a first-principles method for studying the electronic transport through nanoscale atomic systems under non-equilibrium conditions. The method is based on density functional theory, and allows the calculation of the response of the system to an applied finite potential difference. The potential drop profile and induced electronic current (and therefore the conductance) are obtained from first principles. The method takes into account the atomic structure of both the nanoscale structure and the semi-infinite electrodes through which the potential is applied. Non-equilibrium Green's function techniques are used to calculate the quantum conductance. Here we apply the method to the study of the electronic transport in wires of gold and silver with atomic thickness. We show the results of our calculations, and compare with some of the abundant experimental data on these systems.
机译:我们提出了一种研究非平衡条件下通过纳米级原子系统的电子传输的第一原理方法。该方法基于密度泛函理论,并允许计算系统对施加的有限电势差的响应。电位降曲线和感应电子电流(以及电导)可从第一原理中获得。该方法考虑了通过其施加电势的纳米级结构和半无限电极的原子结构。非平衡格林函数技术用于计算量子电导。在这里,我们将这种方法应用于研究具有原子厚度的金和银导线中的电子传输。我们展示了计算结果,并与这些系统上的大量实验数据进行了比较。

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