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Application of a General Computer Algorithm Based on the Group-Additivity Method for the Calculation of Two Molecular Descriptors at Both Ends of Dilution: Liquid Viscosity and Activity Coefficient in Water at Infinite Dilution

机译:基于基团加和法的通用计算机算法在稀释两端的两个分子描述子的计算中的应用:无限稀释时液体的粘度和水中的活度系数

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摘要

The application of a commonly used computer algorithm based on the group-additivity method for the calculation of the liquid viscosity coefficient at 293.15 K and the activity coefficient at infinite dilution in water at 298.15 K of organic molecules is presented. The method is based on the complete breakdown of the molecules into their constituting atoms, further subdividing them by their immediate neighborhood. A fast Gauss–Seidel fitting method using experimental data from literature is applied for the calculation of the atom groups’ contributions. Plausibility tests have been carried out on each of the calculations using a ten-fold cross-validation procedure which confirms the excellent predictive quality of the method. The goodness of fit (Q2) and the standard deviation (σ) of the cross-validation calculations for the viscosity coefficient, expressed as log(η), was 0.9728 and 0.11, respectively, for 413 test molecules, and for the activity coefficient log(γ) the corresponding values were 0.9736 and 0.31, respectively, for 621 test compounds. The present approach has proven its versatility in that it enabled the simultaneous evaluation of the liquid viscosity of normal organic compounds as well as of ionic liquids.
机译:提出了一种基于基团加和法的常用计算机算法在计算293.15 K时的液体黏度系数和在298.15 K时在水中无限稀释的活度系数的应用。该方法基于将分子完全分解成其组成原子,并通过它们的直接邻域进一步细分它们。使用来自文献的实验数据的快速高斯-赛德尔拟合方法用于计算原子团的贡献。使用十倍交叉验证程序对每个计算进行了可信度测试,证实了该方法的出色预测质量。对于413试验,粘度系数的交叉验证计算的拟合优度(Q 2 )和标准偏差(σ)分别为0.9728和0.11。分子,对于621种受试化合物,活度系数log(γ)的相应值分别为0.9736和0.31。本方法证明了其多功能性,因为它能够同时评估普通有机化合物和离子液体的液体粘度。

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