Mukherjee Bijit, Naskar Koushik, Mukherjee Soumya, Ravi Satyam, Shamasundar K R, Mukhopadhyay Debasis, Adhikari Satrajit
School of Chemical Sciences, Indian Association for the Cultivation of Science, Jadavpur, Kolkata 700 032, India.
Department of Chemical Science, Indian Institute of Science Education and Research, Mohali, India.
J Chem Phys. 2020 Nov 7;153(17):174301. doi: 10.1063/5.0021885.
First principles based beyond Born-Oppenheimer theory has been implemented on the F + H system for constructing multistate global diabatic Potential Energy Surfaces (PESs) through the incorporation of Nonadiabatic Coupling Terms (NACTs) explicitly. The spin-orbit (SO) coupling effect on the collision process of the F + H reaction has been included as a perturbation to the non-relativistic electronic Hamiltonian. Adiabatic PESs and NACTs for the lowest three electronic states (1A', 2A', and 1A″) are determined in hyperspherical coordinates as functions of hyperangles for a grid of fixed values of the hyperradius. Jahn-Teller (JT) type conical intersections between the two A' states translate along C and linear geometries in F + H. In addition, A' and A″ states undergo Renner-Teller (RT) interaction at collinear configurations of this system. Both JT and RT couplings are validated by integrating NACTs along properly chosen contours. Subsequently, we have solved adiabatic-to-diabatic transformation (ADT) equations to evaluate the ADT angles for constructing the diabatic potential matrix of F + H, including the SO coupling terms. The newly calculated diabatic PESs are found to be smooth, single-valued, continuous, and symmetric and can be invoked for performing accurate scattering calculations on the F + H system.
基于第一性原理且超越玻恩-奥本海默理论的方法已应用于F + H体系,通过显式纳入非绝热耦合项(NACTs)来构建多态全局 diabatic 势能面(PESs)。自旋轨道(SO)耦合对F + H反应碰撞过程的影响已作为对非相对论电子哈密顿量的微扰包含在内。在超球坐标中确定了最低三个电子态(1A'、2A'和1A″)的绝热PESs和NACTs,它们是超半径固定值网格下超角的函数。两个A'态之间的Jahn-Teller(JT)型锥形交叉点在F + H中沿C和线性几何结构移动。此外,A'和A″态在该体系的共线构型处经历Renner-Teller(RT)相互作用。JT和RT耦合均通过沿适当选择的轮廓对NACTs进行积分来验证。随后,我们求解了绝热到 diabatic 变换(ADT)方程,以评估用于构建包括SO耦合项的F + H的 diabatic 势矩阵的ADT角。新计算的 diabatic PESs被发现是平滑、单值、连续且对称的,可用于对F + H体系进行精确的散射计算。