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首页> 外文期刊>The Journal of Chemical Physics >Performance of dispersion-corrected double hybrid density functional theory: A computational study of OCS-hydrocarbon van der Waals complexes
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Performance of dispersion-corrected double hybrid density functional theory: A computational study of OCS-hydrocarbon van der Waals complexes

机译:色散校正双杂化密度泛函理论的性能:OCS-烃范德华配合物的计算研究

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摘要

The performance of double hybrid density functionals (DHDFs) has been assessed by studying the spectroscopic properties and potential energy curves of OCS-C_2H_4 (carbonyl sulfide-ethylene) and OCS-C _4H_6 (carbonyl sulfide-dimethylacetylene) van der Waals complexes. Both dispersion corrected and uncorrected DHDF theories have been applied to study the intermolecular interaction energies, stability, spectroscopic parameters, rigidity, and binding energies or depths of the potential well of the weakly bound complexes and also to explore the possibility of formation of three isomers of each complex. The correlation consistent valence triple zeta quality basis set is used to investigate the complexes. The calculated results provide insight into the computational methods applied to the weakly bound complexes. The double hybrid density functional B2PLYP and mPW2PLYP methods with dispersion corrections (B2PLYP-D2, B2PLYP-D3 and mPW2PLYP-D2, mPW2PLYP-D3) performed better over the B2PLYP and mPW2PLYP density functional methods without dispersion correction to deal with the weak dispersion interaction that prevails in these complexes. The results obtained by the dispersion-corrected density functional mPW2PLYP-D2 and mPW2PLYP-D3 methods agree very well with the earlier experimental values wherever available. The contributing components of the interaction energy have been analyzed by the symmetry-adapted perturbation theory (SAPT, here, SAPT0) to get insight into the interaction energy.
机译:通过研究OCS-C_2H_4(羰基硫醚-乙烯)和OCS-C_4H_6(羰基硫醚-二甲基乙炔)范德华配合物的光谱性质和势能曲线,评估了双杂化密度泛函(DHDF)的性能。色散校正和未经校正的DHDF理论均已用于研究分子间相互作用能,稳定性,光谱参数,刚度以及弱键合配合物势阱的结合能或深度,还探讨了形成三种异构体的可能性。每个复合体。相关一致价三元ζ质量基础集用于研究配合物。计算结果为深入了解适用于弱约束复合物的计算方法提供了见识。具有色散校正功能的双重混合密度功能B2PLYP和mPW2PLYP方法(B2PLYP-D2,B2PLYP-D3和mPW2PLYP-D2,mPW2PLYP-D3)优于B2PLYP和mPW2PLYP密度功能方法,无需进行色散校正以应对弱色散相互作用在这些复合物中占主导地位。通过色散校正的密度泛函mPW2PLYP-D2和mPW2PLYP-D3方法获得的结果与早期的实验值非常吻合。相互作用能的贡献成分已通过适应对称性的扰动理论(SAPT,在此为SAPT0)进行了分析,以深入了解相互作用能。

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