首页> 外文期刊>The Journal of Chemical Physics >ANALYTICAL POTENTIAL ENERGY SURFACE FOR THE NH3+H[--]NH2+H-2 REACTION - APPLICATION OF VARIATIONAL TRANSITION-STATE THEORY AND ANALYSIS OF THE EQUILIBRIUM CONSTANTS AND KINETIC ISOTOPE EFFECTS USING CURVILINEAR AND RECTILINEAR COORDINATES
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ANALYTICAL POTENTIAL ENERGY SURFACE FOR THE NH3+H[--]NH2+H-2 REACTION - APPLICATION OF VARIATIONAL TRANSITION-STATE THEORY AND ANALYSIS OF THE EQUILIBRIUM CONSTANTS AND KINETIC ISOTOPE EFFECTS USING CURVILINEAR AND RECTILINEAR COORDINATES

机译:NH3 + H [-] NH2 + H-2反应的解析势能面-变迁态理论的应用以及利用曲线和直线坐标的平衡常数和动力学同位素效应分析

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The potential energy surface (PES) for the gas-phase NH3+H<->NH2+H-2 reaction is constructed with suitable functional forms to represent the stretching and bending modes, and using as calibration criterion the reactant and product experimental properties and the ab initio saddle point properties. This surface is then used to calculate rate constants with variational transition-state theory over the temperature range 300-2000 K. While the forward rate constants agree with experimental results, the reverse ones are lower by factors of between 4 and 6. Since the same PES is used and these rates are related by detailed balance, this disagreement could indicate an uncertainty in the few available experimental studies for the reverse reaction. We also provide a detailed analysis of the equilibrium constants and of the kinetic isotope effects and compare the results of this analytical PES with earlier ab initio reaction-path calculations. Finally, for the vibrational frequency calculations, we analyze the consequences of the choice of different coordinate systems (curvilinear or rectilinear) on Various kinetic magnitudes. (C) 1997 American Institute of Physics. [References: 44]
机译:气相NH3 + H-> NH2 + H-2反应的势能面(PES)具有合适的功能形式来表示拉伸和弯曲模式,并使用反应物和产物的实验性质以及从头算起鞍点属性。然后使用变表面过渡状态理论在300-2000 K的温度范围内使用此表面来计算速率常数。尽管正向速率常数与实验结果相符,但反向速率常数却降低了4到6之间。使用了PES,并且这些速率与详细的平衡有关,这种分歧可能表明在对逆反应的少数可用实验研究中存在不确定性。我们还提供了平衡常数和动力学同位素效应的详细分析,并将此分析性PES的结果与较早的从头算反应路径计算进行了比较。最后,对于振动频率计算,我们分析了选择不同坐标系(曲线或直线)对各种动力学幅度的影响。 (C)1997美国物理研究所。 [参考:44]

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