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使用键函数基组对 Ar-乙烷分子间势能表面进行从头计算。

Ab initio calculations of the Ar-ethane intermolecular potential energy surface using bond function basis sets.

机构信息

Department of Chemistry, School of Chemistry, Chemical Engineering and Materials Science, Soochow University, Suzhou, Jiangsu 215123, People's Republic of China.

出版信息

J Comput Chem. 2013 Mar 30;34(8):673-80. doi: 10.1002/jcc.23179. Epub 2012 Nov 23.

Abstract

The intermolecular potential energy surface (PES) of argon with ethane has been studied by ab initio calculations at the levels of second-order Møller-Plesset perturbation (MP2) theory and coupled-cluster theory with single, double, and noniterative triple configurations (CCSD(T)) using a series of augmented correlation-consistent basis sets. Two sets of bond functions, bf1 (3s3p2d) and bf2 (6s6p4d2f), have been added to the basis sets to show a dramatic and systematic improvement in the convergence of the entire PES. The PES of Ar-ethane is characterized by a global minimum at a near T-shaped configuration with a well depth of 0.611 kcal mol(-1), a second minimum at a collinear configuration with a well depth of 0.456 kcal mol(-1), and a saddle point connecting the two minima. It is shown that an augmented correlation-consistent basis set with a set of bond functions, either bf1 or bf2, can effectively produce results equivalent to the next larger augmented correlation-consistent basis set, that is, aug-cc-pVDZ-bf1 ≈ aug-cc-pVTZ, aug-cc-pVTZ-bf1 ≈ aug-cc-pVQZ. Very importantly, the use of bond functions improves the PES globally, resulting accurate potential anisotropy. Finally, MP2 method is inadequate for accurate calculations, because it gives a potentially overestimated well depth and, more seriously, a poor potential anisotropy.

摘要

氩与乙烷的分子间势能面(PES)已通过从头算在二级 Møller-Plesset 微扰(MP2)理论和单、双和非迭代三配置(CCSD(T))耦合簇理论水平上进行了研究,使用了一系列扩充相关一致基组。两套键函数 bf1(3s3p2d)和 bf2(6s6p4d2f)被添加到基组中,以显著且系统地提高整个 PES 的收敛性。Ar-乙烷的 PES 以近乎 T 形构型的全局最小值为特征,其势阱深度为 0.611 kcal mol(-1),在共线构型中有第二个最小值,其势阱深度为 0.456 kcal mol(-1),还有一个鞍点连接两个最小值。结果表明,一套键函数的扩充相关一致基组(无论是 bf1 还是 bf2)都可以有效地产生与下一个更大的扩充相关一致基组等效的结果,即 aug-cc-pVDZ-bf1 ≈ aug-cc-pVTZ,aug-cc-pVTZ-bf1 ≈ aug-cc-pVQZ。非常重要的是,键函数的使用全局改善了 PES,从而产生了准确的势能各向异性。最后,MP2 方法对于准确计算是不足的,因为它给出了潜在的高估势阱深度,更严重的是,给出了较差的势能各向异性。

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