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A phase-space method for arbitrary bimolecular gas-phase reactions: Application to the CH3CHO+HOand CH3OOH+HOreactions

机译:用于任意双分子气相反应的相空间方法:在CH3CHO + HO和CH3OOH + HO反应中的应用

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摘要

A new method based upon phase-space methods presented in Ref. [1] (Gross, A.; Mikkelsen, K. V, Stockwell, W. R. Int J Quantum Chem 2001, accepted) has been tested on the reactions CH3CHO + HO --> CH3CO + H2O and CH3OOH + HO --> products. The method has been used to calculate cross sections, and rate constants in the temperature range 200-550 K. The method requires knowledge of the system's reaction and product channels for the interacting species, the vibrational frequencies, the moments of inertia, and the potential energies of the molecules in their ground state equilibrium configuration. Furthermore, the long-range potential between the reactant and product species is required. Due to the lack of experimentally determined spectroscopic data and potential energies for the reactants and products, these values have been calculated using electronic structure theory. We have used the many-body second-order Moller Plesset perturbation theory (MP2) for the treatment of electron correlation in the molecules, together with two different Gaussian-type orbital (GTO) basis sets 6-31G and 6-31G*. The calculated rates are compared with the experimental data estimated earlier elsewhere. On the basis of our limited tests, the method appears to yield rate constants that are within a factor of 10-25 at 300 K of the true value, which is much more accurate than currently used empirical estimation methods. (C) 2001 John Wiley & Sons, Inc. [References: 43]
机译:参考文献中提出的一种基于相空间方法的新方法。 [1](Gross,A .; Mikkelsen,K.V,Stockwell,W.R. Int J Quantum Chem 2001,accepted)已对CH3CHO + HO-> CH3CO + H2O和CH3OOH + HO->产品的反应进行了测试。该方法已用于计算横截面以及200-550 K温度范围内的速率常数。该方法需要了解系统的反应和相互作用物种的产物通道,振动频率,惯性矩和势能分子处于基态平衡构型时的能量。此外,需要反应物和产物种类之间的远距离电势。由于缺乏实验确定的光谱数据和反应物及产物的势能,这些值已使用电子结构理论计算得出。我们已经使用多体二阶Moller Plesset微扰理论(MP2)来处理分子中的电子相关性,并使用了两个不同的高斯型轨道(GTO)基组6-31G和6-31G *。将计算出的比率与其他地方早些时候估计的实验数据进行比较。根据我们的有限测试,该方法似乎在真实值300 K时产生的速率常数在10到25的范围内,这比当前使用的经验估计方法要准确得多。 (C)2001 John Wiley&Sons,Inc. [参考:43]

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