Department of Molecular Simulations of Polymers, Polymer Institute, Slovak Academy of Sciences, SK-845 41 Bratislava, Slovakia.
Department of Chemistry, Faculty of Natural Sciences, Matej Bel University, SK-974 00 Banská Bystrica, Slovakia.
Molecules. 2022 Dec 9;27(24):8738. doi: 10.3390/molecules27248738.
Contemporary design of new organic non-linear optical (NLO) materials relies to a large extent on the understanding of molecular and electronic structure-property relationships revealed during the years by available computational approaches. The progress in theory-hand-in-hand with experiment-has enabled us to identify and analyze various physical aspects affecting the NLO responses, such as the environmental effects, molecular vibrations, frequency dispersion, and system dynamics. Although it is nowadays possible to reliably address these effects separately, the studies analyzing their mutual interplay are still very limited. Here, we employ density functional theory (DFT) methods in combination with an implicit solvent model to examine the solvent effects on the electronic and harmonic as well as anharmonic vibrational contributions to the static first hyperpolarizability of a series of push-pull α,ω-diphenylpolyene oligomers, which were experimentally shown to exhibit notable second-order NLO responses. We demonstrate that the magnitudes of both vibrational and electronic contributions being comparable in the gas phase significantly increase in solvents, and the enhancement can be, in some cases, as large as three- or even four-fold. The electrical and mechanical anharmonic contributions are not negligible but cancel each other out to a large extent. The computed dynamic solute NLO properties of the studied systems are shown to be in a fair agreement with those derived from experimentally measured electric-field-induced second-harmonic generation (EFISHG) signals. Our results substantiate the necessity to consider concomitantly both solvation and vibrational effects in modeling static NLO properties of solvated systems.
当代新型有机非线性光学(NLO)材料的设计在很大程度上依赖于对现有计算方法揭示的分子和电子结构-性质关系的理解。理论与实验的共同进步使我们能够识别和分析影响 NLO 响应的各种物理方面,如环境效应、分子振动、频率色散和系统动力学。虽然现在可以可靠地分别处理这些效应,但分析它们相互作用的研究仍然非常有限。在这里,我们采用密度泛函理论(DFT)方法结合隐式溶剂模型来研究溶剂对一系列推-拉α,ω-二苯基聚烯寡聚物的电子和简谐以及非谐振动对静态第一超极化率的影响,实验表明这些寡聚物具有显著的二阶 NLO 响应。我们证明,在气相中,振动和电子贡献的大小相当,在溶剂中显著增加,在某些情况下,增强幅度可达三倍甚至四倍。电和机械非谐贡献不可忽略,但在很大程度上相互抵消。所研究系统的计算动态溶质 NLO 性质与从实验测量的电场感应二次谐波产生(EFISHG)信号得出的性质相当吻合。我们的结果证实了在模拟溶剂化系统的静态 NLO 性质时,必须同时考虑溶剂化和振动效应。