用于预测药用有机化合物配分系数的QSPR模型

L. Torres, J. Polo, T. Luong, L. Machin
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引用次数: 1

摘要

分布系数(log P)是一个重要的分子特征,它使我们能够估计化合物的亲脂性,并预测药物的行为,从根本上讲是针对吸收和排泄过程的。对这一特性和其他特性的实验测定有一些限制,例如投入的时间长,以及大量样品的消耗。近年来,新药物的开发得到了计算工具的支持,这些计算工具允许从分子描述符收集的信息中对其特性进行理论预测,它们的设计更快、更便宜。本文介绍了一种结构-性质关系(QSPR)研究的结果,该研究旨在寻找具有药用价值的有机化合物分布系数的预测数学模型。通过计算机程序ACDLabs(简化分子表示和log P的计算)和MODESLAB(分子描述符的计算),形成了一个由200个化合物组成的训练序列,分为10个药理学组。利用BuildQSAR计算机程序,将与该性质最相关的5个分子描述符作为自变量,得到log P的最优预测模型。所得模型对实验数据的调整率为85%,估计的标准误差小于对数单位。内部验证结果表明,调整率为80%。
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A QSPR model for the prediction of the partition coefficient of organic compounds of pharmaceutical interest
The distribution coefficient (log P) is an important molecular characteristic that allows us to estimate the lipophilicity of chemical compounds and predict how a drug will behave, fundamentally against the processes of absorption and excretion. The experimental determination of this and other properties of interest has several limitations, such as the high time invested and the consumption of considerable amounts of sample. In recent years, the development of new drugs has been supported by computational tools that allow a theoretical prediction of their properties from the information collected by their molecular descriptors, their design being much faster and cheaper. This paper shows the results of a structure-property relationship (QSPR) study aimed at finding a predictive mathematical model of the distribution coefficient of organic compounds of pharmaceutical interest. Through the computer programs ACDLabs (simplified molecular representations and calculation of log P) and MODESLAB (calculation of molecular descriptors) a training series consisting of 200 compounds classified in ten pharmacological groups was formed. Using the BuildQSAR computer program, an optimal prediction model of log P was obtained, considering the five molecular descriptors that best correlated with this property as independent variables. The model obtained showed a percentage of adjustment to the experimental data of 85%, as well as a standard error of the estimate lower than the logarithmic unit. Its internal validation showed an adjustment percentage of 80%.
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