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非绝热电子-离子耦合动力学进展

万世正 王菁 高聪章 张丰收

物理学进展Issue(5):203-225,23.
物理学进展Issue(5):203-225,23.

非绝热电子-离子耦合动力学进展

Progress in nonadiabatic coupled electon-ion dynamics

万世正 1王菁 2高聪章 1张丰收2

作者信息

  • 1. 射线束技术与材料改性教育部重点实验室,北京师范大学核科学与技术学院,北京100875
  • 2. 北京市辐射中心,北京 100875
  • 折叠

摘要

Abstract

The application of Born-Oppenheimer approximation has received a great success, however it fails to treat dynamical process involving nonadiabatic transition. Therefore, the description of ionic motion coupled with electrons must be taken into account. The nonadiabatic process is extremely common in the field of photophysics, photochemistry, strong-field physics and ion col-lisions. Electron excitation is essential in nonadiabatic process, which is closely connected with ground state and excited state. Basically full quantum mechanical methods can deal with nonadi-abatic electron-ion coupling without making any approximations, but it is presently restricted to small systems consisting of two or three atoms. The computational cost increases exponentially with increasing the number of atom when to exactly solve quantum mechanics equations, which is far too difficult to treat nonadiabatic process in atomic system. Over recent decades, several groups have developed many different methods to study the nonadiabatic process. This work mainly introduces the nonadiabatic mixed quantum-classical method, where nuclei are treated with classical limit, and electrons are described by quantum theory. Mixed quantum-classical method includes Ehrenfest method, Surface hopping method, Hybrid method (combined merits of Ehrenfest method with Surface hopping method), and Liouville method based on Wigner trans-form. However, when the quantum effects of nuclei are remarkable, nonadiabatic dynamics must resort to other more rigorous method, such as ab initio multiple spawning. This article briefly and clearly introduces relevant concepts, numerical implementation, recent progress and its pros and cons.

关键词

非绝热耦合/混合量子-经典方法/分子动力学/激发态

Key words

Nonadiabatic/Coupling mixed quantum-classical method/Molecular dynamics/Excited state

分类

数理科学

引用本文复制引用

万世正,王菁,高聪章,张丰收..非绝热电子-离子耦合动力学进展[J].物理学进展,2014,(5):203-225,23.

基金项目

感谢国家自然科学基金资助项目(11025524,11161130520),国家重点基础研究发展计划项目(973计划)(2010CB832903)和欧洲委员会第七框架计划(FP7-PEOPLE-2010-IRSES,269131)项目支持。 (11025524,11161130520)

物理学进展

OA北大核心CSCDCSTPCD

1000-0542

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