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A one-electron model for the aqueous electron that includes many-body electron-water polarization: Bulk equilibrium structure, vertical electron binding energy, and optical absorption spectrum

机译:包含多体电子-水极化的水电子的单电子模型:体平衡结构,垂直电子结合能和光吸收谱

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Previously, we reported an electron-water pseudopotential designed to be used in conjunction with a polarizable water model, in order to describe the hydrated electron [L. D. Jacobson, J. Chem. Phys. 130, 124115 (2009)]. Subsequently, we found this model to be inadequate for the aqueous electron in bulk water, and here we report a reparametrization of the model. Unlike the previous model, the current version is not fit directly to any observables; rather, we use an ab initio exchange-correlation potential, along with a repulsive potential that is fit to reproduce the density maximum of the excess electron's wave function within the static-exchange approximation. The new parametrization performs at least as well as the previous model, as compared to ab initio benchmarks for (H_2 O) n- clusters, and also predicts reasonable values for the diffusion coefficient, radius of gyration, and absorption maximum of the bulk species. The new model predicts a vertical electron binding energy of 3.7 eV in bulk water, which is 1.4 eV smaller than the value obtained using nonpolarizable models; the difference represents the solvent's electronic reorganization energy following electron detachment. We find that the electron's first solvation shell is quite loose, which may be responsible for the electron's large, positive entropy of hydration. Many-body polarization alters the electronic absorption line shape in a qualitative way, giving rise to a high-energy tail that is observed experimentally but is absent in previous simulations. In our model, this feature arises from spatially diffuse excited states that are bound only by electronic reorganization (i.e., solvent polarization) following electronic excitation.
机译:先前,我们报道了一种电子水假电位,旨在与可极化水模型结合使用,以描述水合电子[L。 D.Jacobson,化学杂志物理130,124115(2009)]。随后,我们发现该模型不足以用于散装水中的含水电子,因此在此我们报告了该模型的重新参数化。与以前的模型不同,当前版本不直接适用于任何可观察对象。相反,我们使用从头算起的交换相关电势以及排斥电势,该电势适合于在静态交换近似内重现多余电子波函数的最大密度。与(H_2O)n-簇的从头算基准相比,新的参数化至少具有与以前的模型相同的性能,并且还预测了散布物质的扩散系数,回转半径和最大吸收量的合理值。新模型预测散装水中的垂直电子结合能为3.7 eV,比使用非极化模型获得的值小1.4 eV。差代表溶剂在电子脱离后的电子重组能。我们发现电子的第一个溶剂化壳非常松散,这可能是电子的大水合正熵的原因。多体极化以定性的方式改变电子吸收线的形状,从而产生了高能尾部,该尾部在实验中可以观察到,但是在先前的模拟中却没有。在我们的模型中,此特征来自空间扩散的激发态,这些激发态仅受电子激发后的电子重组(即溶剂极化)约束。

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