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首页> 外文期刊>The Journal of Chemical Physics >Quantum dynamics of the H+CH_4→H_2+CH_3 reaction in curvilinear coordinates: Full-dimensional and reduced dimensional calculations of reaction rates
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Quantum dynamics of the H+CH_4→H_2+CH_3 reaction in curvilinear coordinates: Full-dimensional and reduced dimensional calculations of reaction rates

机译:曲线坐标下H + CH_4→H_2 + CH_3反应的量子动力学:反应速率的全维和降维计算

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摘要

Full-dimensional quantum dynamics calculations for the H+ CH_4→H_2+ CH_3 reaction using curvilinear coordinates are presented. A curvilinear coordinate system to describe reactions of the type X+ YCH_3→XY+CH_3 is developed which facilitates efficient calculations using the multiconfigurational time-dependent Hartree (MCTDH) approach. To describe the bending motion of the X and Y atoms relative to the axis defined by the CH_3 fragment, coordinates based on stereographic projection are introduced. These coordinates yield a kinetic energy operator free of singularities within the dynamically relevant region. Employing this curvilinear coordinate system, full-dimensional and reduced dimensional MCTDH calculations study the cumulative reaction probability (for J=0) and the thermal rate constant for the H+CH_4 reaction on the Jordan-Gilbert potential energy surface [J. Chem. Phys. 102, 5669 (1995)]. The full-dimensional results agree very well with previous full-dimensional MCTDH results which used transition state based normal coordinates. The results of our eight-dimensional (8D) calculations are in reasonable agreement with the full-dimensional ones. They deviate significantly from older 8D results of Zhang et al. [J. Chem. Phys. 127, 234213 (2007)] but agree well with more recent results from the same group
机译:提出了利用曲线坐标计算H + CH_4→H_2 + CH_3反应的全尺寸量子动力学。开发了一种曲线坐标系来描述X + YCH_3→XY + CH_3类型的反应,这有助于使用多配置时变哈特里(MCTDH)方法进行有效的计算。为了描述X和Y原子相对于CH_3片段定义的轴的弯曲运动,引入了基于立体投影的坐标。这些坐标产生在动态相关区域内没有奇点的动能算子。利用这种曲线坐标系,全维和降维MCTDH计算研究了约旦-吉尔伯特势能面上H + CH_4反应的累积反应概率(对于J = 0)和热速率常数[J.化学物理102,5669(1995)]。完整结果与以前的完整MCTDH结果非常吻合,后者使用基于过渡状态的法线坐标。我们的八维(8D)计算结果与全维计算合理吻合。它们与Zhang等人的较早的8D结果明显不同。 [J.化学物理127,234213(2007)],但与同一小组的最新结果非常吻合

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