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Evaluation of canonical and microcanonical nonadiabatic reaction rate constants by using the Zhu-Nakamura formulas

机译:使用Zhu-Nakamura公式评估规范和微规范非绝热反应速率常数

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摘要

We consider a problem of calculating both thermal and microcanonical rate constants for nonadiabatic chemical reactions. Instead of using the conventional transition state theory, we use a generalized seam surface and introduce a concept of a coordinate dependent effective nonadiabatic transition probability based on the Zhu-Nakamura theory which can treat the nonadiabatic tunneling properly. The present approach can be combined with Monte Carlo method so as to be applicable to chemical reactions in complicated systems. The method is demonstrated to work well in wide energy and temperature range. Numerical tests also show that it is very essential for accurate evaluation of the thermal rate constant to use the generalized seam surface and take into account the nonadiabatic tunneling effect. (C) 2004 American Institute of Physics.
机译:我们考虑了计算非绝热化学反应的热和微规范速率常数的问题。代替使用常规的过渡状态理论,我们使用广义的接缝表面,并引入了基于Zhu-Nakamura理论的依赖于坐标的有效非绝热过渡概率的概念,该概念可以适当地处理非绝热隧穿。本方法可以与蒙特卡洛方法结合使用,以适用于复杂系统中的化学反应。实践证明该方法在较宽的能量和温度范围内都能很好地工作。数值测试还表明,使用广义的接缝表面并考虑非绝热隧穿效应对于准确估算热速率常数非常重要。 (C)2004年美国物理研究所。

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