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Electron Transport Through Thiolized Gold Nanoparticles in Single-Electron Transistor

机译:电子在单电子晶体管中通过硫醇化金纳米粒子的传输。

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摘要

We propose an analytical parametric model for defining energy spectra of nanoparticles with a number of atoms of up to 3,300. This allows us to perform Monte-Carlo simulations for single-electron transistor (SET) based on gold nanoparticles with a size of up to 5.2 nm at temperatures from 0.1 to 300 K. At the first step, energy spectra were calculated for isomers of gold nanoparticles, consisting of up to 33 gold atoms using methods of quantum mechanics: density functional theory (DFT) with LANL2DZ basis set for "geometry" optimization; unrestricted Hartree-Fock method (UHF)x with SBKJC basis set to evaluate energy parameters of nanoobjects, which include gold atoms with many electrons. It was found that the general structure of the energy spectra changes unsignificantly if the number of atoms is greater than 27. Moreover, the size of the energy gap and the position of energy levels in it are linear functions of one parameter-the total electric charge of the nanoparticle. These features of energy spectra allowed us to perform calculations of the transport characteristics for a real SET using gold nanoparticle as a central conducting island.
机译:我们提出了一个解析参数模型,用于定义具有多达3,300个原子的纳米粒子的能谱。这使我们能够在0.1至300 K的温度下,基于尺寸最大为5.2 nm的金纳米颗粒,对单电子晶体管(SET)进行蒙特卡洛模拟。第一步,计算金的异构体的能谱纳米粒子,使用量子力学方法由多达33个金原子组成:具有“几何”优化的LANL2DZ基础集的密度泛函理论(DFT); SBKJC基集的无限制Hartree-Fock方法(UHF)x用于评估纳米物体的能量参数,其中包括具有多个电子的金原子。已发现,如果原子数大于27,则能谱的一般结构变化不明显。而且,能隙的大小和能级在其中的位置是一个参数(总电荷)的线性函数。纳米粒子。能量谱的这些特征使我们能够使用金纳米颗粒作为中心导电岛,对真实SET的传输特性进行计算。

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