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Na原子链表面等离激元特性的含时密度泛函研究
引用本文:刘丹丹,杨帅权,张红.Na原子链表面等离激元特性的含时密度泛函研究[J].原子与分子物理学报,2020,37(3):403-408.
作者姓名:刘丹丹  杨帅权  张红
作者单位:中原工学院理学院,中原工学院理学院,四川大学 物理学院
摘    要:本文用含时密度泛函理论研究了线性Na原子链的表面等离激元机理.主要在原子尺度下模拟计算了体系随着原子数增加及原子间距变化的集体激发过程.研究发现线性原子链有一个普遍的特性——存在一个纵模和两个横模.两个横模一般在实验上很难被观测到.纵模随着原子链长度增加,能量红移的同时,该纵模主峰的强度呈线性增长.随着原子个数的增加,端点模式(TE)开始蓝移,能量和偶极强度都逐渐趋向饱和.横模能量被劈裂的原因概括如下:(一)每个位置的电子受到的势不同,在两端的电子受到的势要比在中间的电子受到的势要高,因此两端的电荷积累也比中间多;(二)端点存在悬挂键,所以中间的电子-电子间相互作用与端点的不一样,这两方面又都与原子间距d有关.

关 键 词:表面等离激元  线性Na原子链  中心模  端点模  含时密度泛函理论
收稿时间:2019/7/7 0:00:00
修稿时间:2019/8/11 0:00:00

The Study of the Surface Plasmon Characters of Na Atomic Chains Base On Time-Dependent Density Functional Theory
Liu Dan-Dan,Yang Shuai-Quan and Zhang Hong.The Study of the Surface Plasmon Characters of Na Atomic Chains Base On Time-Dependent Density Functional Theory[J].Journal of Atomic and Molecular Physics,2020,37(3):403-408.
Authors:Liu Dan-Dan  Yang Shuai-Quan and Zhang Hong
Affiliation:College of Science, Zhongyuan University of Technology
Abstract:This paper explored the mechanic of the coupling of Plasmon excitation of linear Na atomic chains using the time-dependent density function theory. We simulated the process of the collective electronic excitation as chains increases and interatomic distance d. There is a common characteristic-a longitudinal (L) mode and two transverse modes (T) which is generally difficult to be observed. The energy of the L mode shows redshift and intensity of the L mode increases linearly with the increases of atom number. The energy splitting in transvers Plasmon resonance can be explained as follows: one is the electron potential, which is dependent on the position of the atoms along the chain which is the highest at the two ends and lower in the middle of the chain; the other is electron-electron interaction, which is different between the end and the central atoms due to the dangling bond at the end. Both quantities are dependent on the interatomic spacing d.
Keywords:surface plasmon  linear chains of sodium atoms  central mode  Endpoint mode  time-dependent density functional theory
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