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Solvation dynamics in electronically polarizable solvents: Theoretical treatment using solvent-polarizable three-dimensional reference interaction-site model theory combined with time-dependent density functional theory

机译:电子极化溶剂中的溶剂化动力学:使用溶剂 - 极化三维参考相互作用 - 现场模型理论与时间依赖性密度函数理论相结合的理论处理

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摘要

The theory of solvation structure in an electronically polarizable solvent recently proposed by us, referred to as the "solvent-polarizable three-dimensional reference interaction-site model theory," is extended to dynamics in this study through the combination with time-dependent density functional theory. Test calculations are performed on model charge-transfer systems in water, and the effects of electronic polarizability on solvation dynamics are examined. The electronic polarizability slightly retards the solvation dynamics. This is ascribed to the decrease in the curvature of the nonequilibrium free energy profile along the solvation coordinate. The solvent relaxation is bimodal, and the faster and the slower modes are assigned to the reorientational and the translational modes, respectively, as was already reported by the surrogate theory combined with the site-site Smoluchowski-Vlasov equation. The relaxation path along the solvation coordinate is a little higher than the minimum free energy path because the translational mode is fixed in the time scale of the reorientational relaxation.
机译:我们最近提出的电子极化溶剂中的溶剂化结构理论,称为“溶剂极化三维参考相互作用位模型理论”,通过结合含时密度泛函理论,在本研究中扩展到动力学。对水中的模型电荷转移系统进行了测试计算,并研究了电子极化率对溶剂化动力学的影响。电子极化率略微延迟了溶剂化动力学。这归因于非平衡自由能分布沿溶剂化坐标的曲率减小。溶剂弛豫是双峰的,快的和慢的模式分别被分配给重取向模式和平移模式,这已经由替代物理论和场地Smoluchowski-Vlasov方程报道。沿溶剂化坐标的弛豫路径略高于最小自由能路径,因为平移模式在再取向弛豫的时间尺度上是固定的。

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