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Correction for dispersion and Coulombic interactions in molecular clusterswith density functional derived methods: Application to polycyclic aromatic hydrocarbon clusters

机译:用密度泛函派生方法校正分子簇中的分散和库仑相互作用:在多环芳烃簇中的应用

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The density functional based tight binding (DFTB) is a semiempirical method derived from thedensity functional theory (DFT). It inherits therefore its problems in treating van der Waals clusters.A major error comes from dispersion forces, which are poorly described by commonly used DFTfunctionals, but which can be accounted for by an a posteriori treatment DFT-D. This correction isused for DFTB. The self-consistent charge (SCC) DFTB is built on Mulliken charges which areknown to give a poor representation of Coulombic intermolecular potential. We propose to calculatethis potential using the class IV/charge model 3 definition of atomic charges. The self-consistentcalculation of these charges is introduced in the SCC procedure and corresponding nuclear forcesare derived. Benzene dimer is then studied as a benchmark system with this corrected DFTB(c-DFTB-D) method, but also, for comparison, with the DFT-D. Both methods give similar resultsand are in agreement with references calculations (CCSD(T) and symmetry adapted perturbationtheory) calculations. As a first application, pyrene dimer is studied with the c-DFTB-D and DFT-Dmethods. For coronene clusters, only the c-DFTB-D approach is used, which finds the sandwichconfigurations to be more stable than the T-shaped ones.
机译:基于密度泛函的紧密绑定(DFTB)是源自密度泛函理论(DFT)的半经验方法。因此,它继承了处理范德华簇的问题。一个主要的错误是由分散力引起的,通常使用DFT函数无法很好地描述分散力,但是可以通过后验处理DFT-D来解决。此更正用于DFTB。自洽电荷(SCC)DFTB建立在Mulliken电荷的基础上,已知该电荷不能很好地表示库仑分子间的分子电势。我们建议使用IV级/电荷模型3原子电荷定义来计算此势能。在SCC程序中引入了这些电荷的自洽计算,并得出了相应的核力。然后,使用该校正后的DFTB(c-DFTB-D)方法研究苯二聚体作为基准系统,但也与DFT-D进行比较。两种方法都给出相似的结果,并且与参考计算(CCSD(T)和对称适应的扰动理论)计算一致。作为第一个应用,研究了pyr二聚体与c-DFTB-D和DFT-Dmethods的关系。对于日冕簇,仅使用c-DFTB-D方法,发现夹心构型比T形构型更稳定。

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