Department of Chemistry, Indian Institute of Technology Madras, Chennai 600036, India.
J Phys Chem A. 2010 Sep 30;114(38):10357-66. doi: 10.1021/jp107098v.
Multistate adiabatic and diabatic PESs were computed for the H+ + O2 collision system in Jacobi coordinates, (R,r,γ) using the cc-pVTZ basis set and the ic-MRCI level of theory. In addition, all possible interaction potentials and nonadiabatic coupling matrix elements among those different electronic states were also computed. Comparisons with earlier computed interaction potentials were made wherever possible, and the differences between them is attributed to the multistate diabatization and the chosen level of theory and basis set. Focusing our attention on the ground-state (GS) and the first excited-state (ES) PES, quantum dynamics were performed using the 2 × 2 diabatic potential submatrix obtained from the multistate (four) diabatic potential matrix within the VCC-RIOSA scheme at two experimentally reported collision energies, E(cm) = 9.5 and 23 eV. The scattering quantities were computed for two experimentally observed collision processes, namely, the inelastic vibrational excitation (IVE), H+ + O2 (X3Σg(−),v = 0) → H+ + O2 (X3Σg(−),v′), and the vibrational charge transfer (VCT), H+ + O2 (X3Σg(−),v = 0) → H (2S) + O (X2Πg,v′′). Comparisons were made with experimental results and found an overall improvement relative to the earlier computed results, and the discrepancies, if any, could be brought down to minimum by further modification in employed ab initio PESs and the interaction potential.
在 Jacobi 坐标系中,(R,r,γ)使用 cc-pVTZ 基组和 ic-MRCI 理论水平,对 H+ + O2 碰撞体系计算了多态绝热和非绝热 PES。此外,还计算了所有可能的相互作用势能和不同电子态之间的非绝热耦合矩阵元。只要有可能,就与早期计算的相互作用势能进行了比较,它们之间的差异归因于多态的二项化和所选择的理论和基组。我们将注意力集中在基态(GS)和第一激发态(ES)PES 上,在 VCC-RIOSA 方案中,使用多态(四个)二项化势能矩阵中获得的 2×2 二项化势能子矩阵,在两个实验报道的碰撞能 E(cm) = 9.5 和 23 eV 下,进行了量子动力学计算。对于两个实验观察到的碰撞过程,即非弹性振动激发(IVE)和振动电荷转移(VCT),计算了散射量。H+ + O2(X3Σg(-),v = 0)→H+ + O2(X3Σg(-),v')和 H+ + O2(X3Σg(-),v = 0)→H(2S)+ O(X2Πg,v'')。与实验结果进行了比较,并发现与早期计算结果相比总体有所改进,如果存在差异,可以通过进一步修改所采用的从头算 PES 和相互作用势能将其最小化。