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离子液体中气体溶解度的预测。

Prediction of gas solubilities in ionic liquids.

机构信息

QUILL Centre, School of Chemistry and Chemical Engineering, The Queen's University of Belfast, Belfast, BT9 5AG UK.

出版信息

Phys Chem Chem Phys. 2011 Oct 14;13(38):17262-72. doi: 10.1039/c1cp20336c. Epub 2011 Aug 31.

Abstract

Ionic liquids (of which it is estimated that there are at least one million simple fluids) generate a rich chemical space, which is now just at the beginning of its systematic exploration. Many properties of ionic liquids are truly unique and, which is more important, can be finely tuned. Differential solubility of industrial chemicals in ionic liquids is particularly interesting, because it can be a basis for novel, efficient, environmentally friendly technologies. Given the vast number of potential ionic liquids, and the impossibility of a comprehensive empirical exploration, it is essential to extract the maximum information from extant data. We report here some computational models of gas solubility. These multiple regression- and neural network-based models cover a chemical space spanned by 48 ionic liquids and 23 industrially important gases. Molecular polarisabilities and special Lewis acidity and basicity descriptors calculated for the ionic liquid cations and anions, as well as for the gaseous solutes, are used as input parameters. The quality of fit "observed versus predicted Henry's law constants" is particularly good for the neural network model. Validation was established with an external dataset, again with a high quality fit. In contrast to many other neural network models published, our model is no "black box", since contributions of the parameters and their nonlinearity characteristics are calculated and analysed.

摘要

离子液体(据估计,其简单流体至少有一百万种)产生了丰富的化学空间,目前正处于系统探索的初期。离子液体的许多性质确实是独特的,更重要的是,它们可以进行精细的调整。工业化学品在离子液体中的不同溶解度特别有趣,因为它可以成为新型、高效、环保技术的基础。考虑到潜在的离子液体数量众多,以及全面经验探索的不可能性,从现有数据中提取最大信息至关重要。我们在这里报告了一些气体溶解度的计算模型。这些基于多元回归和神经网络的模型涵盖了由 48 种离子液体和 23 种工业重要气体组成的化学空间。用作输入参数的是离子液体阳离子和阴离子以及气态溶质的分子极化率以及特殊路易斯酸和碱度描述符。对于神经网络模型,拟合质量“观察到的与预测的亨利定律常数”特别好。通过外部数据集进行了验证,同样具有很高的拟合质量。与许多其他已发布的神经网络模型不同,我们的模型不是“黑盒子”,因为计算和分析了参数及其非线性特征的贡献。

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