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Predicting pKa values in aqueous solution for the guanidine functional group from gas phase ab initio bond lengths

机译:从气相从头算键长预测胍官能团在水溶液中的pKa值

摘要

Here we applied a novel method1a to predict pKa values of the guanidine functional group, which is a notoriously difficult. This method, which was developed in our lab, uses only one ab initio bond length obtained at a low level of theory. The method is shown to work for drug molecules, delivers prediction errors of less than 0.5 log units, successfully treats tautomerisation in close relation with experiment, and demonstrates strong correlations with only a few data points. The high structural content of the ab initio bond length makes a given data set essentially divide itself into high correlation subsets. One then observes that molecules within a subset possess a common substructure. Each high correlation subset exists in its own region of chemical space. The high correlation subset method is explored with respect to this position in chemical space, in particular tautomerisation. The proposed method is able to distinguish between different tautomeric forms and the preferred tautomeric form emerges naturally, in agreement with experiment.
机译:在这里,我们应用了一种新颖的方法来预测胍基官能团的pKa值,这是非常困难的。此方法是在我们的实验室中开发的,仅使用从低水平的理论获得的从头算起的键长。该方法适用于药物分子,预测误差小于0.5 log个单位,成功地与实验密切相关地治疗互变异构,并且仅与几个数据点就显示出强相关性。从头算起键长度的高结构含量使给定的数据集从本质上将自身划分为高相关子集。然后观察到一个子集中的分子具有共同的子结构。每个高相关子集都存在于其自己的化学空间区域中。关于化学空间中的该位置,特别是互变异构,探索了高相关子集方法。所提出的方法能够区分不同的互变异构形式,并且与实验一致,优选的互变异构形式自然出现。

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