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Time-Dependent Density Functional Theory Calculation of Van der Waals Coefficient of Metal Clusters

机译:金属集群范数系数的时间依赖性密度函数理论计算

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We discuss two methods within the realm of time-dependent density functional theory to calculate frequency dependent polarizabilty of many-electron systems and use them to obtain van der Waals coefficient C6 between two such systems. One method is based on time dependent Kohn-Sham formalism and the other one is hydrodynamic approach based in terms of particle- and current-density. We apply these methods to calculate C6 of inert gas atoms and alkali metal clusters within the jellium model and at the ab initio level as well by taking discrete ionic positions into account. The accuracy of the jellium model results are assessed against more accurate ab initio data.
机译:我们讨论了在时间依赖性密度函数理论的领域内的两种方法,以计算许多电子系统的频率依赖性偏振,并使用它们在两个这样的系统之间获得范数瓦纳系数C6。一种方法基于时间依赖性Kohn-Maf形式主义,另一个方法是基于粒子和电流密度的流体动力学方法。我们应用这些方法来计算鸡肉模型内的惰性气体原子和碱金属簇的C6,也可以考虑离散离子位置。评估Jellium模型结果的准确性,用于根据更准确的AB Initio数据进行评估。

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