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首页> 外文期刊>The Journal of Chemical Physics >Generalized molecular mechanics including quantum electronic structure variation of polar solvents. II. A molecular dynamics simulation study of water
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Generalized molecular mechanics including quantum electronic structure variation of polar solvents. II. A molecular dynamics simulation study of water

机译:广义分子力学,包括极性溶剂的量子电子结构变化。二。水的分子动力学模拟研究

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By employing the truncated adiabatic basis set (TAB) description developed in the preceding article [B. D. Bursulaya and H. J. Kim, J. Chem. Phys. 108, 3277 (1998), preceding paper], solvent water under an ambient condition is studied via a molecular dynamics (MD) computer simulation method. The evolving charge distribution of each water molecule is described by the mixing of the TAB functions, which fluctuates with its local environment. The parametrization of these basis functions is couched in terms of the complete active space self-consistent field (CASSCF) ab initio calculations in vacuum. By using an interaction site representation for the diagonal and overlap charge distributions of the basis functions, electronic polarizability both in and out of the water molecular plane is accounted for. The ground-state charge distribution for the entire solvent system is determined at the self-consistent field (SCF) level with a numerical iteration method. Two different models, TAB/10 and TAB/10D, are studied. The average water dipole moment in liquid is found to be 2.58 D for the former and 2.65 D for the latter, while it is 1.85 D in vacuum for both models. The solution-phase electronic polarizability distributions, characterized by a narrow but finite width, show that nonlinear hyperpolarizability makes a non-negligible contribution to instantaneous electronic response of water even though its average response mainly falls in a linear regime. It is found that the TAB water predictions for structural, dynamic, spectroscopic, dielectric, and transport properties are in good agreement with corresponding experimental results. (C) 1998 American Institute of Physics. [References: 55]
机译:通过使用前面文章[B.]中提出的截断绝热基集(TAB)描述。 D. Bursulaya和H. J. Kim,J. Chem。物理108,3277(1998),先前的论文],通过分子动力学(MD)计算机模拟方法研究了环境条件下的溶剂水。每个水分子的不断发展的电荷分布通过TAB函数的混合来描述,该函数随其局部环境而波动。这些基本函数的参数化是根据真空中的完整活动空间自洽场(CASSCF)从头算起的。通过使用相互作用位点表示基本函数的对角和重叠电荷分布,可以解释水分子平面内外的电子极化率。整个溶剂系统的基态电荷分布通过数值迭代方法在自洽场(SCF)级别确定。研究了两种不同的模型TAB / 10和TAB / 10D。前者在液体中的平均水偶极矩为2.58 D,后者为2.65 D,而两种模型在真空中均为1.85D。以窄但有限的宽度为特征的固溶相电子极化率分布表明,非线性超极化性对水的瞬时电子响应做出了不可忽略的贡献,即使其平均响应主要在线性范围内。发现TAB水的结构,动态,光谱,介电和传输性质的预测与相应的实验结果非常吻合。 (C)1998美国物理研究所。 [参考:55]

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