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General Model for Treating Short-Range ElectrostaticPenetration in a Molecular Mechanics Force Field

机译:短程静电的通用模型分子力学力场中的渗透

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摘要

Classical molecular mechanics force fields typically model interatomic electrostatic interactions with point charges or multipole expansions, which can fail for atoms in close contact due to the lack of a description of penetration effects between their electron clouds. These short-range penetration effects can be significant and are essential for accurate modeling of intermolecular interactions. In this work we report parametrization of an empirical charge–charge function previously reported (Piquemal J.-P.; et al.J. Phys. Chem. A 2003, 107, 10353. [] []) to correct for the missing penetration term in standard molecular mechanics force fields. For this purpose, we have developed a database (S101×7) of 101 unique molecular dimers, each at 7 different intermolecular distances. Electrostatic, induction/polarization, repulsion, and dispersion energies, as well as the total interaction energy for each complex in the database are calculated using the SAPT2+ method (Parker T. M.; et al.J. Chem. Phys. 2014, 140, 094106 [] []). This empirical penetration modelsignificantly improves agreement between point multipole and quantummechanical electrostatic energies across the set of dimers and distances,while using only a limited set of parameters for each chemical element.Given the simplicity and effectiveness of the model, we expect theelectrostatic penetration correction will become a standard componentof future molecular mechanics force fields.
机译:典型的分子力学力场通常以点电荷或多极膨胀来模拟原子间静电相互作用,由于缺乏对它们的电子云之间渗透作用的描述,原子紧密接触可能会失败。这些短程穿透效应可能很重要,并且对于分子间相互作用的精确建模至关重要。在这项工作中,我们报告了先前报道的经验电荷-电荷函数的参数化(Piquemal J.-P .;等人,J。Phys。Chem。A 2003,107,10353. [] []),以纠正缺失的渗透标准分子力学力场中的术语。为此,我们开发了一个数据库(S101×7),该数据库包含101个独特的分子二聚体,每个分子间的距离为7个不同。静电,感应/极化,排斥和分散能以及数据库中每个复合物的总相互作用能均使用SAPT2 +方法(Parker TM; et al.J.Chem.Phys。2014,140,094106 [ ] [])。这种经验渗透模型大大提高了点多极与量子之间的一致性整个二聚体和距离上的机械静电能,而每个化学元素只使用一组有限的参数。鉴于该模型的简单性和有效性,我们期望静电渗透校正将成为标准组件未来的分子力学力场。

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