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Ab Initio Molecular Orbital-Configuration Interaction Based Quantum Master Equation (MOQME) Approach to the Dynamic First Hyperpolarizabilities of Asymmetric π-Conjugated Systems

机译:AB Initio分子轨道配置相互作用的量子母部方程(MoQME)接近不对称π-共轭系统的动态第一超积分

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In this study, we apply the ab initio molecular orbital - configuration interaction based quantum master equation (MOQME) approach to the calculation and analysis of the dynamic first hyperpolarizabilities (β) of asymmetric p-conjugated molecules. In this approach, we construct the excited state models by the ab initio configuration interaction singles method. Then, time evolutions of system reduced density matrix r(t) and system polarization p(t) are calculated by the QME approach. Dynamic β in the second harmonic generation is calculated based on the nonperturbative definition of nonlinear optical susceptibility, using the frequency domain system polarization p(ω). Spatial contributions of electrons to β are analyzed based on the dynamic hyperpolarizability density map, which visualizes the second-order response of charge density oscillating with a frequency of 2ω. We apply the present method to the calculation of the dynamic β of a series of donor/acceptor substituted polyene oligomers, and then discuss the applicability of the MOQME method to the calculation and analysis of dynamic NLO properties of molecular systems.
机译:在这项研究中,我们应用AB初始分子轨道配置相互作用的量子母部方程(MoQME)方法来计算和分析不对称P缀合分子的动态第一超积分(β)。在这种方法中,我们通过AB Initio配置交互单打方法构建激励状态模型。然后,通过QME方法计算系统减小密度矩阵R(T)和系统偏振P(T)的时间演变。使用频域系统偏振P(ω)基于非线性光学敏感性的非线性定义来计算第二谐波产生的动态β。基于动态超极化性密度图分析电子对β的空间贡献,其可视化电荷密度振荡的二阶响应,频率为2Ω。我们将本发明方法应用于计算一系列供体/受体取代的多烯低聚物的动态β,然后探讨了MoQME方法对分子系统动态NLO性质的计算和分析的应用。

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