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Eu_mSi_n(m=1~2,n=1~8)团簇结构和性质的密度泛函理论研究
引用本文:孙凌涛,石东平,代武春,肖绪洋,夏继宏. Eu_mSi_n(m=1~2,n=1~8)团簇结构和性质的密度泛函理论研究[J]. 原子与分子物理学报, 2013, 30(1): 97-102
作者姓名:孙凌涛  石东平  代武春  肖绪洋  夏继宏
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,重庆文理学院物理系,重庆文理学院物理系
基金项目:重庆市教委科学技术研究项目(KJ111206)
摘    要:在密度泛函理论的框架下,采用广义梯度近似(GGA)研究了Eu2Sin(n=1~7)团簇的基态几何结构,系统计算了平均结合能Eb、二阶能量差分△2E、最高占据轨道(HOMO)与最低未占据轨道(LUMO)之间的能隙,并与已有的EuSin(n=2~8)团簇相关数据作对比分析.研究表明:单Eu原子比双Eu原子掺杂的Si团簇具有更高的稳定性,EuSi3、EuSi6、Eu2Si4团簇较相应邻近团簇结构稳定;EumSin(m=1~2,n=l~8)团簇的能隙随着团簇总原子数的增加呈现振荡变化,态密度分析得到能隙振荡变化的原因是S原子的s轨道与Eu原子的p轨道发生了杂化.

关 键 词:团簇  稳定结构  密度泛函理论  态密度
收稿时间:2012-05-03

Density functional theory study on the structures and properties of EumSin(m=1-2, n=1-8) clusters
SUN Ling-Tao,SHI Dong-Ping,DAI Wu-Chun,XIAO Xu-Yang,XIA Ji-Hong. Density functional theory study on the structures and properties of EumSin(m=1-2, n=1-8) clusters[J]. Journal of Atomic and Molecular Physics, 2013, 30(1): 97-102
Authors:SUN Ling-Tao  SHI Dong-Ping  DAI Wu-Chun  XIAO Xu-Yang  XIA Ji-Hong
Affiliation:1.School of Mathsmatics and Physics.Chongqing University of Posts and Telecommunications,Chongqing 400065,China; 2.Department of Physics,Chongqing University of Arts and Science,Chongqing 402160,China)
Abstract:The ground state geometry structure of the Eu2Sin(n=1-7) clusters are investigated using the generalized gradient approximation(GGA) under the density functional theory framework. We calculated the binding energy per atom(Eb), the second-order difference of energies, the gap between the highest occupy orbit(HOMO) and the lowest unoccupy orbit(LUMO) . Comparing with the related data of the existing EuSin(n=2-8) clusters, our results implied that single Eu atom doped Si clusters are more stable than double Eu and the EuSi3, EuSi6, Eu2Si4 are more stable than corresponding neighboring clusters. Additionally, the energy gap of EumSin(m=1-2, n=1-8) clusters oscillate with the increase of the total number of atoms and the reason is that the hybridization of s orbital of Si atom with p orbital of Eu atom according to the density of states.
Keywords:clustes   stable structure   density functional theory   density of states
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