Departments of Chemistry, City University of New York-Hunter College and the Graduate School, 695 Park Avenue, New York, New York 10065, USA.
J Chem Phys. 2012 Oct 7;137(13):134109. doi: 10.1063/1.4755990.
We compare dispersion and induction interactions for noble gas dimers and for Ne, methane, and 2-butyne with HF and LiF using a variety of functionals (including some specifically parameterized to evaluate dispersion interactions) with ab initio methods including CCSD(T) and MP2. We see that inductive interactions tend to enhance dispersion and may be accompanied by charge-transfer. We show that the functionals do not generally follow the expected trends in interaction energies, basis set superposition errors (BSSE), and interaction distances as a function of basis set size. The functionals parameterized to treat dispersion interactions often overestimate these interactions, sometimes by quite a lot, when compared to higher level calculations. Which functionals work best depends upon the examples chosen. The B3LYP and X3LYP functionals, which do not describe pure dispersion interactions, appear to describe dispersion mixed with induction about as accurately as those parametrized to treat dispersion. We observed significant differences in high-level wavefunction calculations in a basis set larger than those used to generate the structures in many of the databases. We discuss the implications for highly parameterized functionals based on these databases, as well as the use of simple potential energy for fitting the parameters rather than experimentally determinable thermodynamic state functions that involve consideration of vibrational states.
我们使用各种函数(包括一些专门用于评估色散相互作用的函数)和从头算方法(包括 CCSD(T) 和 MP2),对稀有气体二聚体以及 Ne、甲烷和 2-丁炔与 HF 和 LiF 的色散和诱导相互作用进行了比较。我们发现诱导相互作用往往会增强色散,并且可能伴随着电荷转移。我们表明,这些函数并不总是遵循相互作用能、基组超加误差(BSSE)和相互作用距离随基组大小变化的预期趋势。与更高水平的计算相比,专门用于处理色散相互作用的函数通常会高估这些相互作用,有时会高出很多。哪些函数效果最好取决于所选择的例子。B3LYP 和 X3LYP 函数不能描述纯色散相互作用,但似乎与那些专门用于处理色散的函数一样,能够准确地描述色散与诱导的混合。我们在比许多数据库中生成结构所用的基组更大的基组中,观察到了高水平波函数计算的显著差异。我们讨论了这些基于数据库的高度参数化函数的意义,以及使用简单的势能来拟合参数而不是实验可确定的涉及振动状态的热力学状态函数。