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First-Principles Calculation of pK_aValues for Organic Acids inNonaqueous Solution

机译:非水溶液中有机酸pK_a值的第一性原理计算

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Electronic structure theory, mainly the density functional theory (DFT), is applied to calculate the pKavalues for a variety of organic acids in several nonaqueous solvents: namely DMSO, MeCN, and THF.Following the supermolecule approach the solute molecule, together with a few solvent molecules inclose proximity, is treated explicitly by the electronic structure theory, and the remaining solventenvironment is approximated by using a standard dielectric continuum model. It is found that in mostcases including only one explicit solvent molecule gives satisfactory results for pKa estimations. Next,the equilibrium position free energy difference is calculated between a reference acid—base pair whosepKa is known experimentally and the acid—base pair whose pKa is to be determined theoretically. Thisbypasses the step of treating the solvated proton that most of the current theories have difficulty withand, to a large extent, induces favorable error cancelations in the final theoretical results. Accuratetheoretical predictions of pKa values are thus obtained at a moderate level of theory (MP2 single pointon B3LYP/6-31+G(d) optimized geometry) for a series of organic acids spanning a wide range of aciditiesin DMSO, MeCN, and THF. Furthermore, the correlation between the pKa values of these acids in differentsolutions is investigated theoretically, and excellent agreement is found with the experimental results.
机译:电子结构理论(主要是密度泛函理论(DFT))用于计算DMSO,MeCN和THF等几种非水溶剂中多种有机酸的pKa值。电子结构理论明确地处理了紧密相邻的溶剂分子,并通过使用标准介电连续体模型来估算剩余的溶剂环境。已经发现,在大多数情况下,仅包含一个显式溶剂分子可得出令人满意的pKa估计结果。接下来,在实验上已知pKa的参考酸-碱对与理论上要确定pKa的酸-碱对之间计算平衡位置自由能差。这绕过了处理溶剂化质子的步骤,而溶剂化质子是当前大多数理论都难以解决的问题,并且在很大程度上导致了最终理论结果的有利误差消除。因此,在一系列中等酸度的DMSO,MeCN和THF中,一系列有机酸的理论值适中(MP2单点B3LYP / 6-31 + G(d)优化的几何形状),即可获得pKa值的准确理论预测。此外,从理论上研究了这些酸在不同溶液中的pKa值之间的相关性,并且与实验结果具有很好的一致性。

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