复杂系统热速率常数的量子瞬态计算

Yi Zhao, Wenji Wang
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引用次数: 4

摘要

最近提出了利用全维势能面计算化学反应速率常数的量子瞬子近似方法。其策略是利用瞬子机制,将时变量子动力学近似为配分函数量的虚时间传播。因此,它结合了瞬子思想和配分函数的量子效应的性质,可以应用于复杂系统的化学反应。在本文中,我们介绍了QI方法及其在几个主要由我们完成的复杂系统中的应用。具体体系包括(1)的反应,(2)的反应,(3)H在Ni(100)表面的扩散;(4) H/Ni的地表-地下输运和内部运移。为了进行比较,还提供了现有的实验数据和其他理论数据。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Quantum Instanton Evaluations of the Thermal Rate Constants forComplex Systems
Quantum instanton (QI) approximation is recently proposed for the evaluations of the chemical reaction rate constants with use of full dimensional potential energy surfaces. Its strategy is to use the instanton mechanism and to approximate time-dependent quantum dynamics to the imaginary time propagation of the quantities of partition function. It thus incorporates the properties of the instanton idea and the quantum effect of partition function and can be applied to chemical reactions of complex systems. In this paper, we present the QI approach and its applications to several complex systems mainly done by us. The concrete systems include, (1) the reaction of , (2) the reaction of , (3) H diffusion on Ni(100) surface; and (4) surface-subsurface transport and interior migration for H/Ni. Available experimental and other theoretical data are also presented for the purpose of comparison.
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