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基于元动力学从头算分子动力学的弱酸离解常数:诱导效应和氢键对pKa值的影响

Dissociation constants of weak acids from ab initio molecular dynamics using metadynamics: influence of the inductive effect and hydrogen bonding on pKa values.

作者信息

Tummanapelli Anil Kumar, Vasudevan Sukumaran

机构信息

Department of Inorganic and Physical Chemistry, Indian Institute of Science , Bangalore 560012, India.

出版信息

J Phys Chem B. 2014 Nov 26;118(47):13651-7. doi: 10.1021/jp5088898. Epub 2014 Nov 18.

Abstract

The theoretical estimation of the dissociation constant, or pKa, of weak acids continues to be a challenging field. Here, we show that ab initio Car-Parrinello molecular dynamics simulations in conjunction with metadynamics calculations of the free-energy profile of the dissociation reaction provide reasonable estimates of the pKa value. Water molecules, sufficient to complete the three hydration shells surrounding the acid molecule, were included explicitly in the computation procedure. The free-energy profiles exhibit two distinct minima corresponding to the dissociated and neutral states of the acid, and the difference in their values provides the estimate for pKa. We show for a series of organic acids that CPMD simulations in conjunction with metadynamics can provide reasonable estimates of pKa values. The acids investigated were aliphatic carboxylic acids, chlorine-substituted carboxylic acids, cis- and trans-butenedioic acid, and the isomers of hydroxybenzoic acid. These systems were chosen to highlight that the procedure could correctly account for the influence of the inductive effect as well as hydrogen bonding on pKa values of weak organic acids. In both situations, the CPMD metadynamics procedure faithfully reproduces the experimentally observed trend and the magnitudes of the pKa values.

摘要

弱酸离解常数(即pKa)的理论估算仍是一个具有挑战性的领域。在此,我们表明,将从头算Car-Parrinello分子动力学模拟与离解反应自由能分布的元动力学计算相结合,能够对pKa值进行合理估算。在计算过程中明确包含了足以形成围绕酸分子的三个水合层的水分子。自由能分布呈现出两个分别对应于酸的离解态和中性态的明显最小值,它们之间的差值即为pKa的估算值。我们证明,对于一系列有机酸,结合元动力学的CPMD模拟能够对pKa值进行合理估算。所研究的酸包括脂肪族羧酸、氯代羧酸、顺式和反式丁烯二酸以及羟基苯甲酸的异构体。选择这些体系是为了突出该方法能够正确解释诱导效应以及氢键对弱有机酸pKa值的影响。在这两种情况下,CPMD元动力学方法都能如实地再现实验观察到的趋势以及pKa值的大小。

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