Department of Chemistry, Wayne State University, Detroit, Michigan 48202, USA.
J Phys Chem A. 2011 Aug 4;115(30):8375-9. doi: 10.1021/jp204264e. Epub 2011 Jul 8.
Ab initio classical molecular dynamics calculations have been used to simulate the dissociation of H(2)NCH(2+) in a strong laser field. The frequencies of the continuous oscillating electric field were chosen to be ω = 0.02, 0.06, and 0.18 au (2280, 760, and 253 nm, respectively). The field had a maximum strength of 0.03 au (3.2 × 10(13) W cm(-2)) and was aligned with the CN bond. Trajectories were started with 100 kcal/mol of vibrational energy above zero point and were integrated for up to 600 fs at the B3LYP/6-311G(d,p) level of theory. A total of 200 trajectories were calculated for each of the three different frequencies and without a field. Two dissociation channels are observed: HNCH(+) + H(+) and H(2)NC(+) + H(+). About one-half to two-thirds of the H(+) dissociations occurred directly, while the remaining indirect dissociations occurred at a slower rate with extensive migration of H(+) between C and N. The laser field increased the initial dissociation rate by a factor of ca. 1.4 and decreased the half-life by a factor of ca. 0.75. The effects were similar at each of the three frequencies. The HNCH(+) to H(2)NC(+) branching ratio decreased from 10.6:1 in the absence of the field to an average of 8.4:1 in the laser field. The changes in the rates and branching ratios can be attributed to the laser field lowering the reaction barriers as a result of a difference in polarizability of the reactant and transition states.
已使用从头算经典分子动力学计算模拟了在强激光场中 H(2)NCH(2+)的离解。连续振荡电场的频率选择为 ω = 0.02、0.06 和 0.18 au(分别为 2280、760 和 253nm)。该场的最大强度为 0.03 au(3.2×10(13) W cm(-2)),并与 CN 键对齐。轨迹从高于零点的 100 kcal/mol 的振动能开始,在 B3LYP/6-311G(d,p)理论水平上积分长达 600 fs。对于三个不同的频率和没有场的情况,分别计算了总共 200 条轨迹。观察到两种离解通道:HNCH(+) + H(+)和 H(2)NC(+) + H(+)。大约一半到三分之二的 H(+)直接离解,而其余的间接离解发生得较慢,H(+)在 C 和 N 之间大量迁移。激光场将初始离解速率提高了约 1.4 倍,并将半衰期缩短了约 0.75 倍。在三个频率中的每个频率下,效果都相似。在没有场的情况下,HNCH(+)到 H(2)NC(+)的分支比为 10.6:1,而在激光场中平均为 8.4:1。速率和分支比的变化可归因于激光场降低了反应势垒,这是由于反应物和过渡态的极化率不同所致。