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第一性原理对Al_mSi_n(m=1,2;n=1~6)团簇结构与性质的研究
引用本文:伏春平,夏继宏,肖绪洋.第一性原理对Al_mSi_n(m=1,2;n=1~6)团簇结构与性质的研究[J].原子与分子物理学报,2013,30(1):84-90.
作者姓名:伏春平  夏继宏  肖绪洋
作者单位:重庆邮电大学数理学院,重庆文理学院物理系,重庆文理学院物理系
基金项目:重庆文理学院引进人才专项(Z2011Rcyj05)
摘    要:本文运用第一性原理对AlmSin(m=1,2;n=1~6)团簇的结构与性质进行了研究.在BLYP的水平上进行了结构优化和频率分析,得到了团簇的最低能量结构.同时计算和讨论了A1msin团簇的束缚能、总能的二阶能量差分和分裂能以及费米能随原子数的变化.研究结果表明:AlmSin团簇在m+n<4时的几何结构是平面结构,从4个原子开始转为空间的立体结构;除AlSi3和Al2Si2团簇外,AlmSin(m=1,2;n=1~6)团簇的束缚能随原子数增加而减小;分析A1mSin(m=1,2;n=1~6)团簇的二阶能量差分和分裂能发现:在m+n=3,5时,团簇都出现较稳定的结构.

关 键 词:第一性原理  Al_mSi_n团簇  分裂能  费米能

First-principles study of structures and properties of AlmSin(m=1, 2; n=1-6) clusters
FU Chun-Ping,XIA Ji-Hong,XIAO Xu-Yang.First-principles study of structures and properties of AlmSin(m=1, 2; n=1-6) clusters[J].Journal of Atomic and Molecular Physics,2013,30(1):84-90.
Authors:FU Chun-Ping  XIA Ji-Hong  XIAO Xu-Yang
Affiliation:1.School of Mathsmatics and Physics,Chongqing University of Posts and Telecommunications,Chongqing 400065,China; 2.Dept.of Physics,Chongqing of Arts and Sciences,Chongqing 402160,China)
Abstract:Structures and properties of AlmSin(m=1, 2; n=1-6) clusters have been studied by first principles. We obtained the most stable isomers of AlmSin(m=1, 2; n=1-6) clusters by means of structural optimization and frequency at the BLYP level. Meanwhile, we also calculated the second order differences, fragmentation energy, binding energy, and Fermi energy with a change of the atoms. The results show that the geometric structures of AlmSin clusters are planar construction when m plus n less than 4, then change from plane into three-dimensional structure of space with the increasing number of atom. The binding energies of the clusters AlmSin(m=1, 2; n=1-6)decrease as the number of atoms increases, excepting for the cluster AlSi3 and Al2Si2. By analyzing the second-order energy difference of AlmSin(m=1, 2; n=1-6)clusters and the fragmentation energy, it is found that the clusters have a more stable structure when m add n is three or five.
Keywords:first principles  AlmSin clusters  fragmentation energy  Fermi energy
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