摘要
运用密度泛函理论结合非平衡格林函数,以5个Si原子构成的直线链,及其与2个半无限长Au(100)-3×3电极相连接构成的金属-原子链-金属“三明治”模型为研究对象,对该结构的纳米级结点的电子输运进行了计算.结果表明,在两极距离d2=1.95~2.39nm的拉伸过程中,结点电导值有数量级的变化.当dz=2.03nm时,结点的结合能最小(△E=-5.43eV),结点结构最稳定,原子链内部Si-Si键长平均值为0.216nm,此时结点的电导为0.44Go(G。=2e^2/h).Si原子的Po与Py轨道电子形成“键,构成了电子经过结点的主要传输通道;随着正负外偏电压的增大,电导减小,且成对称变化,其I-U曲线表现出非线性特征。
Taking the 5 silicon-atom-composed linear chain and the Sandwich type of Metal-Silicon Atomic Chain-Metal' model formed by the linear chain's connection with the two and a half unlimited Au (100)- 3 × 3 electrode pole as the object of study, this article calculates its nanometer and the junction electronic transport with density functional theory combined with the Non-Equilibrium Green Function. The result shows that during the pulling course with the distance between dz = 1. 95-2. 39 nm, Node conductance value changes in the order of magnitude, and the binding energy of the node comes to its minimum (△E= -5.43 eV) and in the most stable structure when dz = 2.03 nm, and the average chain length of Si-Si Chain inside atom is 0. 216 nm, and the electronic conductivity of the node is 0.44 Go (Go = 2e2/h). The px and py Silicon Atom orbital electron bone forms the main transmission channel through which the electron pass the node; The electronic conductivity decreases and changes symmetrically as the positive and negetive bias increase, the I-U curve shows up the nonlinearity.
出处
《宁夏大学学报(自然科学版)》
CAS
2014年第2期152-156,共5页
Journal of Ningxia University(Natural Science Edition)
基金
地方高校国家级大学生创新训练基金资助项目(20121064115)
四川省教育厅科研基金资助项目(13ZB0207)
四川省科技厅青年基金资助项目(14QNjj0123)
宜宾学院重点科研基金资助项目(2013YY05)
关键词
纳米结点
电子输运
密度泛函
非平衡格林函数
硅原子链
Nanoscale junctions
electron transport
density functional theory
non-equilibrium greenfunction
silicon atomic chain