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The Structure of Alkali Halide Dimers: A Critical Test of Ionic Models and New Ab Initio Results

机译:碱金属卤化物二聚体的结构:离子模型和新的从头算结果的关键测试

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摘要

In semiempirical ionic models a number of adjustable parameters have to be fitted to experimental data of either monomer molecules or crystals. This leads to strong correlations between these constants and prevents a unique test and a clear physical interpretation of the fit parameters. Moreover, it is not clear whether these constants remain unchanged when the model is applied to dimers or larger clusters. It is shown that these correlations can be substantially reduced when reliable information about dimers is available from experiments or ab initio calculations. Starting with Dunham coefficients of the monomer potential determined from microwave measurements, we have calculated the monomer to dimer bond expansion and the bond angle without any additional adjustable parameter. Assuming that the overlap repulsion between nearest neighbors remains unchanged, the bond expansion is mainly determined by the simple Coulomb repulsion between equally charged ions and depends only very little on the effective ion polarizabilities. Deviation of the bond angle from 90° sensitively tests the difference of effective polarizabilities of the two ions. A comparison with previously available data and new ab initio MP2 results presented here for the heavy‐atom containing dimers shows that bond angles can be modeled reasonably well with Seitz–Ruffa corrected Pauling polarizabilities while calculated bond expansions are much too long. This shows that changes of the overlap repulsion term must be considered for reliable predictions of the structure of dimers and larger clusters.
机译:在半经验离子模型中,必须将许多可调参数与单体分子或晶体的实验数据拟合。这导致这些常数之间具有很强的相关性,并阻止了唯一的测试以及对拟合参数的清晰物理解释。而且,当将模型应用于二聚体或更大的簇时,还不清楚这些常数是否保持不变。结果表明,当可以从实验或从头算中获得有关二聚体的可靠信息时,可以大大降低这些相关性。从微波测量确定的单体电势的邓纳姆系数开始,我们已经计算出了单体对二聚体的键扩展和键角,而没有任何其他可调整的参数。假设最近的邻居之间的重叠排斥力保持不变,则键膨胀主要由等电荷离子之间的简单库仑排斥力决定,并且仅很少取决于有效离子极化率。键角偏离90°敏感地测试了两个离子的有效极化率的差异。与此处提供的包含重原子的二聚体的现有数据和新的从头算起的MP2结果的比较表明,键角可以用Seitz-Ruffa校正的鲍林极化率合理地建模,而计算的键扩展太长。这表明为了可靠地预测二聚体和较大簇的结构,必须考虑重叠排斥项的变化。

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