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首页> 外文期刊>Proceedings of the National Academy of Sciences of the United States of America >Quantum mechanical reaction rate constants by vibrational configuration interaction: The OH + H_2→H_2O + H reaction as a function of temperature
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Quantum mechanical reaction rate constants by vibrational configuration interaction: The OH + H_2→H_2O + H reaction as a function of temperature

机译:通过振动构型相互作用的量子力学反应速率常数:OH + H_2→H_2O + H反应随温度的变化

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The thermal rate constant of the 3D OH + H_2→H_2O + H reaction was computed by using the flux autocorrelation function, with a time-independent square-integrable basis set. Two modes that actively participate in bond making and bond breaking were treated by using 2D distributed Gaussian functions, and the remaining (nonreactive) modes were treated by using harmonic oscillator functions. The finite-basis eigenvalues and eigenvectors of the Hamiltonian were obtained by solving the resulting generalized eigenvalue equation, and the flux autocorrelation function for a dividing surface optimized in reduced-dimensionality calculations was represented in the basis formed by the eigenvectors of the Hamiltonian. The rate constant was obtained by integrating the flux autocorrelation function. The choice of the final time to which the integration is carried was determined by a plateau criterion. The potential energy surface was from Wu, Schatz, Lendvay, Fang, and Harding (WSLFH). We also studied the collinear H + H_2 reaction by using the Liu-Siegbahn-Truhlar-Horowitz (LSTH) potential energy surface. The calculated thermal rate constant results were compared with reported values on the same surfaces. The success of these calculations demonstrates that time-independent vibrational configuration interaction can be a very convenient way to calculate converged quantum mechanical rate constants, and it opens the possibility of calculating converged rate constants for much larger reactions than have been treated until now.
机译:通过使用通量自相关函数,以时间独立的平方可积为基础,计算3D OH + H_2→H_2O + H反应的热速率常数。使用2D分布式高斯函数处理了两种积极参与键形成和键断裂的模式,而其余(非反应性)模式则通过使用谐波振荡器函数进行了处理。通过求解所得的广义特征值方程,获得哈密顿量的有限基特征值和特征向量,并在由哈密顿量的特征向量形成的基础上表示了在降维计算中优化的分割面的通量自相关函数。通过积分通量自相关函数获得速率常数。进行积分的最终时间的选择由平稳标准决定。势能面来自Wu,Schatz,Lendvay,Fang和Harding(WSLFH)。我们还使用Liu-Siegbahn-Truhlar-Horowitz(LSTH)势能面研究了共线H + H_2反应。将计算出的热速率常数结果与相同表面上的报告值进行比较。这些计算的成功表明,与时间无关的振动构型相互作用可以是一种计算收敛的量子力学速率常数的非常方便的方法,并且为计算比目前为止更大的反应计算收敛速率常数提供了可能性。

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