Chmaisani Wael, El-Kork Nayla, Elmoussaoui Soumaya, Korek Mahmoud
Faculty of Science, Beirut Arab University, P.O. Box 11-5020, Beirut 1107 2809, Lebanon.
Physics Department, Khalifa University, P.O. Box 127788, Abu Dhabi, United Arab Emirates.
ACS Omega. 2019 Sep 9;4(12):14987-14995. doi: 10.1021/acsomega.9b01759. eCollection 2019 Sep 17.
This work presents an electronic structure study employing multireference configuration interaction MRCI calculations with Davidson correction (+Q) of the ytterbium monobromide YbBr molecule. Adiabatic potential energy curves (PECs), dipole moment curves, and spectroscopic constants (such as , ω, , , , and μ) of the low-lying bound electronic states are determined. The ionic character of the YbBr molecule at the equilibrium position is also discussed. With spin-orbit effects, 30 low-lying states in Ω = 1/2, 3/2, 5/2, 7/2 representation are probed. The electronic transition dipole moment is calculated between the investigated states and then used to determine transition coefficients, for example, the Einstein coefficient of spontaneous emission and emission oscillator strength . Vibrational parameters such as , , , , and of the low vibrational levels of different bound states in both Λ and Ω representations are also calculated. Upon calculating the Franck-Condon factors, they are found to be perfectly diagonal between three couples of low-lying excited states. Vibrational Einstein coefficients and radiative lifetimes are computed as well for the lowest vibrational transitions. Most of the data reported in this work are presented here for the first time in the literature. Very good accordance is obtained in comparison with the previously reported constants by means of experimental methods.
这项工作展示了一项电子结构研究,该研究采用多参考组态相互作用(MRCI)计算方法,并对一溴化镱(YbBr)分子进行戴维森校正(+Q)。确定了低能束缚电子态的绝热势能曲线(PEC)、偶极矩曲线和光谱常数(如 、ω、 、 、 和μ)。还讨论了YbBr分子在平衡位置的离子特性。考虑自旋轨道效应,研究了Ω = 1/2、3/2、5/2、7/2表象中的30个低能态。计算了所研究态之间的电子跃迁偶极矩,然后用于确定跃迁系数,例如自发发射的爱因斯坦系数 和发射振子强度 。还计算了Λ和Ω表象中不同束缚态低振动能级的振动参数,如 、 、 、 和 。在计算弗兰克 - 康登因子时,发现它们在三对低能激发态之间完全对角化。还计算了最低振动跃迁的振动爱因斯坦系数和辐射寿命。本工作中报告的大多数数据都是首次在文献中呈现。与之前通过实验方法报告的常数相比,结果吻合得很好。