Seth Michael, Ziegler Tom, Autschbach Jochen
Department of Chemistry, University of Calgary, University Drive 2500, Calgary, Alberta T2N-1N4, Canada.
J Chem Phys. 2008 Sep 14;129(10):104105. doi: 10.1063/1.2976568.
A methodology for calculating the temperature-dependent magnetic circular dichroism (MCD) of open-shell molecules with time-dependent density functional theory (TDDFT) is described. The equations for the MCD of an open-shell molecule including spin-orbit coupling in the low- and high-temperature limits are reviewed. Two effects lead to the temperature-dependent MCD: the breaking of degeneracies and the perturbation of transition dipoles by spin-orbit coupling. The equations necessary to evaluate the required terms using TDDFT-derived quantities are presented. The performance of the formalism is demonstrated through application to the MCD of several molecules. The spectra of these molecules have differing properties with respect to bandwidth, temperature dependence of the MCD, and relative magnitude of the temperature-dependent and temperature-independent components of the MCD. The important features of the experimental spectra are reproduced by the calculations.
描述了一种用含时密度泛函理论(TDDFT)计算开壳层分子的温度依赖磁圆二色性(MCD)的方法。回顾了在低温和高温极限下包含自旋 - 轨道耦合的开壳层分子MCD的方程。有两种效应导致了温度依赖的MCD:简并的打破以及自旋 - 轨道耦合对跃迁偶极矩的微扰。给出了使用TDDFT导出量来评估所需项的必要方程。通过应用于几个分子的MCD来展示该形式体系的性能。这些分子的光谱在带宽、MCD的温度依赖性以及MCD的温度依赖和温度独立分量的相对大小方面具有不同的性质。计算结果再现了实验光谱的重要特征。