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Novel mixture descriptors for the development of quantitative structure-property relationship models for the boiling points of binary azeotropic mixtures

机译:用于发展二元共沸混合物沸点的定量结构性质关系模型的新型混合描述符

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Binary azeotropes, which contain two chemical constituents, are very common in industry. Understanding azeotropic properties is crucial for effectively separating binary azeotropes. Experimental and theoretical approaches such as ab initio have been used to estimate mixture properties but they are costly and time-consuming. The quantitative structure-property relationship (QSPR) model is a viable alternative approach. The most challenging problem in the QSPR study of mixtures is the computation of numerical descriptors to characterize a mixture. In this study, a series of twenty-two formulas were proposed to derive mixture descriptors from the molecular descriptors of the individual pure compounds. The derived mixture descriptors were employed to establish QSPR models to predict the boiling point of binary azeotropic mixtures. The QSPR model developed was found to be the best with R-train(ing)2 and R-test(2) of 0.92 and 0.90 on the basis of a novel proposed formula, in which some coefficients related to the potential energy contribution were used. Mean absolute errors (MAEs) associated with training and test sets were computed as 9.90 and 10.61, respectively. Twelve out of the twenty-two mixture descriptors resulted in the QSPR models with reasonable statistical qualities and, therefore, were taken into account in the production of an ensemble model via a simple averaging strategy. This caused to improve statistical quality of the final QSPR model. (C) 2019 Published by Elsevier B.V.
机译:含有两种化学成分的二元共沸物在工业中非常普遍。了解共沸性能对于有效分离二元共沸性是至关重要的。 AB Initio等实验和理论方法已被用于估计混合性质,但它们是昂贵且耗时的。定量结构 - 性质关系(QSPR)模型是一种可行的替代方法。 QSPR在对混合物的研究中最具挑战性的问题是计算混合体数值描述符的计算。在该研究中,提出了一系列二十二种公式,从而从各个纯化合物的分子描述符中导出混合描述符。使用衍生的混合物描述符来建立QSPR模型以预测二元共沸混合物的沸点。发现的QSPR模型被发现是最佳的R-Train(ING)2,R-Test(2)为0.92和0.90的基于新颖的公式,其中使用与潜在能量贡献有关的一些系数。与培训和测试集相关联的平均绝对误差(MAE)分别计算为9.90和10.61。二十二次混合描述符中的十二例导致QSPR模型具有合理的统计质量,因此,通过简单的平均策略在生产集合模型中考虑。这导致提高最终QSPR模型的统计质量。 (c)2019年由elestvier b.v发布。

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