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首页> 外文期刊>Journal of Molecular Modeling >Reparameterized Austin Model 1 for quantitative structure–property relationships in liquid media
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Reparameterized Austin Model 1 for quantitative structure–property relationships in liquid media

机译:重新参数化的奥斯汀模型1用于液体介质中的定量结构与性质关系

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摘要

A reparameterization of the quantum-chemical AM1 (Austin Model 1) model has been carried out using a nonlinear optimization based on a modification of the Levenberg–Marquardt technique. The optimum numerical values for the one-electron resonance integral parameters (β s and β p ) and core-core repulsion atomic parameters α were obtained for the elements H, C, N, O, Cl and Br using the statistical fit of a two-parameter QSPR equation for the boiling points of organic compounds. A substantially improved two-parameter correlation (R 2=0.9685, s=13.48 K) was obtained by using the new optimized parameters. The QSPR equation employs two molecular descriptors, a bulk cohesiveness descriptor, $sqrt[3]{{G_{I} }},$ and the area-weighted surface charge of hydrogen-bonding donor atom(s) in the molecule. The model developed shows remarkably accurate predictions of the normal boiling points for nine additional simple inorganic compounds. The new parameters were tested on the critical temperatures of 165 organic compounds. The new QSPR model obtained for this property was found to be statistically significantly better than the original model.
机译:量子化学AM1模型(奥斯汀模型1)的重新参数化已使用基于Levenberg-Marquardt技术修改的非线性优化进行。获得了元素H,C,N,O,Cl和C的单电子共振积分参数(βs 和βp )和核心-核心排斥原子参数α的最佳数值。使用两参数QSPR方程的统计拟合得出有机化合物的沸点。通过使用新的优化参数,获得了显着改善的两参数相关性(R 2 = 0.9685,s = 13.48 K)。 QSPR方程采用两个分子描述符,一个整体内聚性描述符,$ sqrt [3] {{G_ {I}}},$和该分子中氢键键合给体原子的面积加权表面电荷。开发的模型显示出另外九种简单无机化合物的正常沸点的非常准确的预测。在165种有机化合物的临界温度下测试了新参数。发现为此属性而获得的新QSPR模型在统计学上明显优于原始模型。

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