Yang Minghui
State Key Laboratory of Magnetic Resonance and Atomic and Molecular Physics, Wuhan Institute of Physics and Mathematics, Chinese Academy of Sciences, Wuhan 430071, People's Republic of China.
J Chem Phys. 2008 Aug 14;129(6):064315. doi: 10.1063/1.2967854.
A rigorous full dimensional time-dependent wave packet method has been developed for the reactive scattering between an atom and a tetra-atomic molecule. The method has been applied to the hydrogen abstraction reaction H+NH(3)-->H(2)+NH(2). Initial state-selected total reaction probabilities are investigated for the reactions from the ground vibrational state and from four excited vibrational states of ammonia. The total reaction probabilities from two lowest "tunneling doublets" due to the inversion barrier for the umbrella bending motion of NH(3) and from two pairs of doubly degenerate vibrational states of NH(3) are also inspected. Integral cross sections and rate constants are calculated for the reaction from the ground state with the centrifugal-sudden approximation. The calculated results are compared with those from the previous seven dimensional calculations [M. Yang and J. C. Corchado, J. Chem. Phys. 126, 214312 (2007)]. This work shows that the full dimensional rate constants are a factor of 3 larger than the corresponding seven dimensional calculated values at T=200 K and are overall smaller than those obtained from the variational transition state theory in the whole temperature region. The work also reveals that nonreactive NH bonds of NH(3) cannot be treated as spectators due to the fact that three NH bonds are coupled with each other during the reaction process.
已开发出一种严格的全维含时波包方法,用于研究原子与四原子分子之间的反应性散射。该方法已应用于氢提取反应H + NH(3) --> H(2) + NH(2)。研究了从氨的基振动态和四个激发振动态开始反应的初始态选择总反应概率。还考察了由于NH(3)伞形弯曲运动的反转势垒导致的两个最低“隧穿双重态”以及NH(3)的两对双重简并振动态的总反应概率。采用离心突变近似计算了基态反应的积分截面和速率常数。将计算结果与之前七维计算的结果[M. Yang和J. C. Corchado,J. Chem. Phys. 126, 214312 (2007)]进行了比较。这项工作表明,在T = 200 K时,全维速率常数比相应的七维计算值大3倍,并且在整个温度范围内总体上小于变分过渡态理论得到的值。该工作还揭示,由于在反应过程中三个NH键相互耦合,NH(3)的非反应性NH键不能被视为旁观者。