首页> 外文期刊>Electrophoresis: The Official Journal of the International Electrophoresis Society >A novel QSPR study of normalized migration time for drugs in capillary electrophoresis by new descriptors: Quantum chemical investigation.
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A novel QSPR study of normalized migration time for drugs in capillary electrophoresis by new descriptors: Quantum chemical investigation.

机译:一种新的QSPR研究,通过以下新描述符对毛细管电泳中药物的标准化迁移时间进行了描述:量子化学研究。

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摘要

Some drugs' migration time (MT) has been studied employing quantitative structure-property relationship using new descriptors that are able to predict MT value with high accuracy. MT property modeling of the drugs was established as a function of the new theoretically derived descriptors applying multiple linear regressions and partial least-squares regression. The genetic algorithm was used to select those variables that resulted in the best-fitted models. To select a set of descriptors that are most relevant to MT, illustrating the affecting degree for the affinity of different descriptors, the linear models with 1-14 variables were constructed and were then investigated based on F-value, squared regression coefficients of cross-validated (Q(2)), adjusted R(2) (R(2) (adj)) and standard error of estimate (S) statistical parameters. Finally, the best model with ten variables was selected. Statistical parameters of the test set, such as standard deviation error in test, were 0.559 and 0.616, while relative error of test was equal to 7.648 and 8.497% for multiple linear regressions and partial least-squares models, respectively, confirming the good predictive ability of the model. Since the capillary lengths were not the same for the drugs in the data set, MT values were normalized based on a specific capillary before modeling, which is also one of the advantages of this method, enabling us to use the model for different capillary lengths.
机译:已经使用定量结构-性质关系,使用能够高精度预测MT值的新描述符,研究了某些药物的迁移时间(MT)。根据新的理论导出的描述符的应用(采用多元线性回归和偏最小二乘回归)建立了药物的MT特性建模。遗传算法被用来选择那些导致最佳拟合模型的变量。为了选择与MT最相关的一组描述符,以说明不同描述符的亲和力的影响程度,我们构建了具有1-14个变量的线性模型,然后根据F值,交叉系数的平方回归系数进行了研究。验证(Q(2)),调整后的R(2)(R(2)(adj))和估计的标准误差(S)统计参数。最后,选择具有十个变量的最佳模型。测试集的统计参数(例如测试中的标准偏差)为0.559和0.616,而多元线性回归和偏最小二乘模型的测试相对误差分别为7.648和8.497%,证实了良好的预测能力模型的由于数据集中药物的毛细管长度不同,因此在建模之前根据特定的毛细管对MT值进行了归一化,这也是该方法的优势之一,这使我们能够将模型用于不同的毛细管长度。

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