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Predictions of rate constants and estimates for tunneling splittings of concerted proton transfer in small cyclic water clusters

机译:速率常数的预测和小循环水团簇中质子协同转移的隧道裂隙估计

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We present transfer rates for the concerted hydrogen exchange in cyclic water clusters (H2O)(n) (n=3,4) based on ab initio hypersurfaces. The studied hydrogen exchange involves bond breaking and forming and is in contrast to flipping motions of "free" hydrogen atoms in a "chemical" reaction. The rates are calculated for gas-phase systems using canonical, variational transition state theory. Multidimensional tunneling corrections are included assuming both a small and a large reaction path curvature. Hybrid density functional theory [B3LYP/6-31+G(d)] was used to evaluate the potential energy hypersurface with interpolated corrections of second order perturbation theory [MP2/6-311+ +G(3pd,3df)] at the three stationary points for both systems. Large curvature tunneling corrections are included in dual-level direct ab initio dynamics for the cyclic tri- and tetramer of water. The ridge of the reaction swath serves as an estimate for the tunneling probability of various straight-line corner cutting paths. Our results suggest that the investigated species interconvert on a time scale of seconds. The ground-state tunneling splitting is proportional to the square root of the transition probability at the energy of the minima, which is available from the calculation of tunneling corrections. The associated tunneling splittings are estimated to be between 10(-4) and 10(-5) cm(-1), which is close to the experimental resolution limit. (C) 1998 American Institute of Physics. [References: 92]
机译:我们提出了从头算超曲面基于循环水簇(H2O)(n)(n = 3,4)中协调的氢交换的传输速率。所研究的氢交换涉及键的断裂和形成,并且与“化学”反应中“自由”氢原子的翻转运动相反。使用规范的变分过渡态理论计算气相系统的速率。假设反应路径曲率小而大,则包含多维隧穿校正。使用混合密度泛函理论[B3LYP / 6-31 + G(d)]通过对三阶扰动理论[MP2 / 6-311 + + G(3pd,3df)]的内插校正来评估势能超曲面两个系统的固定点。水的循环三聚体和四聚体的双级直接从头动力学包括大曲率隧穿校正。反作用带的脊部是对各种直线拐角切割路径的隧穿概率的估计。我们的结果表明,被调查的物种在几秒钟的时间尺度上相互转换。基态隧穿分裂与极小能量处的跃迁概率的平方根成正比,这可以从隧穿校正的计算中获得。相关的隧穿裂口估计在10(-4)和10(-5)cm(-1)之间,接近实验分辨率极限。 (C)1998美国物理研究所。 [参考:92]

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