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QSPR analysis for intrinsic viscosity of polymer solutions by means of GA-MLR and RBFNN

机译:利用GA-MLR和RBFNN对聚合物溶液的特性粘度进行QSPR分析

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A quantitative structure-property relationship (QSPR) treatment of intrinsic viscosity of polymer solutions was performed by means of a genetic algorithm based multivariate linear regression (GA-MLR). A five parameters correlation, with squared correlation coefficient R-2 = 0.8275 gives good predictions for 65 polymer solutions. In preparation of this model, 1664 molecular descriptors for each polymer and 1664 molecular descriptors for each solvent were checked and finally, five molecular descriptors were selected. For considering the nonlinear behavior of these five molecular descriptors, a radial based function neural network (RBFNN) with squared correlation coefficient R-2 = 0.9100 was constructed. Notably, all the parameters involved in these equations can be derived solely from the chemical structure of the polymers repeating unit and the solvents which makes them very useful for prediction of the intrinsic viscosity of unknown or unavailable polymer solutions. (c) 2006 Elsevier B.V. All rights reserved.
机译:借助于基于遗传算法的多元线性回归(GA-MLR),对聚合物溶液的特性粘度进行了定量结构-性质关系(QSPR)处理。具有平方相关系数R-2 = 0.8275的五个参数相关性可以很好地预测65种聚合物溶液。在准备该模型时,检查了每种聚合物的1664个分子描述子和每种溶剂的1664个分子描述子,最后选择了五个分子描述子。为了考虑这五个分子描述符的非线性行为,构建了平方相关系数R-2 = 0.9100的基于径向的函数神经网络(RBFNN)。值得注意的是,这些方程式中涉及的所有参数都可以仅从聚合物重复单元和溶剂的化学结构中得出,这使它们对于预测未知或不可用的聚合物溶液的特性粘度非常有用。 (c)2006 Elsevier B.V.保留所有权利。

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