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Entropy contributions in pK(a) computation: Application to alkanolamines and piperazines

机译:pK(a)计算中的熵贡献:在链烷醇胺和哌嗪中的应用

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摘要

The pK(a) values of 17 amines, alkanolamines, and piperazines have been computed using quantum chemistry techniques and the IEFPCM continuum solvation model. Several techniques were tested, including B3LYP and MP2 levels of electronic structure theory, the addition of an explicit water molecule inside the continuum cavity, and special scaling of cavity radii for ions. Entropy corrections for multiple conformers, often neglected in pKa studies, are discussed and utilized. The use of explicit water inside the cavities reduced the pK(a) rms error by 34%. As noted several years ago, ringed compounds do seem to be pathological cases for continuum solvation models, and the use of a second fitting parameter for these compounds dramatically lowered the overall rms error a further 42-45%, to below 0.9. Our best procedure reduces the errors found in a previous technique for similar compounds by 62%.
机译:使用量子化学技术和IEFPCM连续溶剂化模型计算了17种胺,链烷醇胺和哌嗪的pK(a)值。测试了多种技术,包括电子结构理论的B3LYP和MP2水平,在连续腔内添加明确的水分子以及离子对腔半径的特殊缩放。讨论并利用了pKa研究中经常忽略的多个构象异构体的熵校正。腔内使用显性水可将pK(a)rms误差降低34%。正如几年前所指出的,对于连续介质溶剂化模型,环状化合物似乎确实是病理情况,对这些化合物使用第二拟合参数可将总均方根误差进一步降低42-45%,至0.9以下。我们最好的程序将以前的技术中类似化合物的错误减少了62%。

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