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环糊精结合常数作为具有多个 pK 值的化合物的 pH 值的函数。

Cyclodextrin binding constants as a function of pH for compounds with multiple pK values.

机构信息

Department of Science and Environment, Roskilde University, Universitetsvej 1, DK 4000 Roskilde, Denmark.

Department of Science and Environment, Roskilde University, Universitetsvej 1, DK 4000 Roskilde, Denmark; Drug Product Development, Janssen Research and Development, Johnson & Johnson, Turnhoutseweg 30, 2340 Beerse, Belgium.

出版信息

Int J Pharm. 2020 Jul 30;585:119493. doi: 10.1016/j.ijpharm.2020.119493. Epub 2020 Jun 2.

Abstract

Complex formation between cyclodextrins and ionizable guest molecules depends on pH. In general, the neutral species of an ionizable guest molecule has the highest affinity for the cyclodextrin cavity, but ionized species will also be able to form complexes with cyclodextrins. This work presents a theoretical expression for the relationship between the stability constant and pH for interaction between neutral cyclodextrins and ionizable guest molecules with multiple pK values. Input parameters for the theoretical expression are pK values of the guest molecule and stability constants for the complex at specific pH values. The pH profile of the stability constant for a complex depends on the acid-base properties of the guest and the closeness of the pK values, and examples of pH profiles for polyprotic acids, bases and amphoteric guests are shown. Empirical data sets from the literature were used to confirm the accuracy of the theoretical expression, and Monte Carlo simulations were used to validate that the theoretical expression yield a good fit to empirical data. Lastly, an experimental protocol was suggested, and a freely available graphical user interface was presented to facilitate easy use of the theoretical expression.

摘要

环糊精与可离子化客体分子之间的络合取决于 pH 值。一般来说,可离子化客体分子的中性物种对环糊精空腔具有最高的亲和力,但离子化物种也能够与环糊精形成配合物。这项工作提出了一个理论表达式,用于描述中性环糊精与具有多个 pK 值的可离子化客体分子之间相互作用的稳定常数与 pH 值之间的关系。理论表达式的输入参数是客体分子的 pK 值和特定 pH 值下配合物的稳定常数。配合物稳定常数的 pH 谱取决于客体的酸碱性质和 pK 值的接近程度,并展示了多质子酸、碱和两性客体的 pH 谱示例。使用文献中的实验数据集来验证理论表达式的准确性,并使用蒙特卡罗模拟验证理论表达式对实验数据的良好拟合。最后,提出了一个实验方案,并展示了一个免费的图形用户界面,以方便理论表达式的使用。

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