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QSPR model of Henry's law constant for a diverse set of organic chemicals based on genetic algorithm-radial basis function network approach

机译:基于遗传算法-径向基函数网络方法的多种有机化学物质亨利定律的QSPR模型

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Six quantitative structure-property relationship (QSPR) models for a diverse set of experimental data of Henry's law constant (H) of organic chemicals under environmental condition (T =25 ℃; water-air system) have been developed based on four different molecular descriptor sets. Three different models based on the descriptors of CODESSA (Comprehensive Descriptors for Structural and Statistical Analysis), Tsar, and Dragon software and a model based on a combined descriptor set from these packages, and in addition from HYBOT software, have been established using the stepwise regression method. The combined descriptors set model gave the best results. Furthermore, a genetic algorithm was used for descriptor selection from a combined set of descriptors, and a radial basis function network was utilized to establish a model with a low root mean square error (RMSE). The results of this study were compared with the well-known bond contribution and group contribution methods. The group contribution method failed to predict Henry's law constant of 170 from all 940 compounds in the data-set. RMSEs of 0.693, 0.798, and 0.564 were achieved for bond contribution, group contribution and the best QSPR model of this study, respectively, based on logarithm of H. Analysis of different QSPR models showed that hydrogen bonding between the organic solute and water as a solvent has the greatest influence on this partitioning phenomenon.
机译:基于四种不同的分子描述子,针对环境条件(T = 25℃;水-空气系统)下有机化学的亨利定律(H)的不同实验数据,建立了六个定量结构-性质关系(QSPR)模型。套。基于CODESSA(结构和统计分析的综合描述符),Tsar和Dragon软件的描述符的三个不同模型以及基于这些软件包以及HYBOT软件的组合描述符集的模型已逐步建立。回归方法。组合的描述符集模型给出了最佳结果。此外,使用遗传算法从一组组合的描述符中选择描述符,并利用径向基函数网络建立具有低均方根误差(RMSE)的模型。将研究结果与著名的债券贡献和团体贡献方法进行了比较。小组贡献法未能从数据集中的所有940种化合物中预测亨利定律常数170。基于H的对数,本研究的键贡献,基团贡献和最佳QSPR模型分别达到0.693、0.798和0.564的RMSE。对不同QSPR模型的分析表明,有机溶质与水之间的氢键溶剂对这种分配现象的影响最大。

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