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Correlating dynamical mechanical properties with temperature and clay composition of polymer-clay nanocomposites

机译:聚合物-粘土纳米复合材料的动态力学性能与温度和粘土组成的关系

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摘要

We propose the development of advanced nonlinear regression models for polymer-clay nanocomposites (PCN) using machine learning techniques such as support vector regression (SVR) and artificial neural networks (ANN). The developed regression models correlate the dynamical mechanical properties of PCN with temperature and clay composition. The input feature space regarding the independent variables is first transformed into high dimensional space for Carrying Out nonlinear regression. Our investigation shows that the dependence of mechanical properties on temperature and clay composition is a nonlinear phenomenon and that Multiple linear regression (MLR) is unable to model it. It has been observed that SVR and ANN exhibits better performance when compared with MLR. Average relative error of SVR on the novel samples is 0.0648, while it is 0.0701 and 7.5909 for ANN and MLR, respectively. The good generalization capability of SVR represents a viable quantitative structure-property relationship (QSPR) model for this dataset across both temperature and clay composition. This better generalization property of a QSPR model is critical concerning practical situations in applied chemistry and materials science. The proposed prediction models could be highly effective in reducing multitude lab testing for developing PCN of desired mechanical properties.
机译:我们建议使用支持向量回归(SVR)和人工神经网络(ANN)之类的机器学习技术开发聚合物-粘土纳米复合材料(PCN)的高级非线性回归模型。建立的回归模型将PCN的动态力学性能与温度和粘土成分相关联。首先将有关自变量的输入特征空间转换为高维空间,以执行非线性回归。我们的研究表明,机械性能对温度和粘土成分的依赖性是一种非线性现象,并且多元线性回归(MLR)无法对其建模。已经观察到,与MLR相比,SVR和ANN表现出更好的性能。新样本上SVR的平均相对误差为0.0648,而ANN和MLR的平均相对误差分别为0.0701和7.5909。 SVR的良好泛化能力代表了该数据集在温度和黏土成分上的可行的定量结构-性质关系(QSPR)模型。 QSPR模型的这种更好的泛化特性对于应用化学和材料科学中的实际情况至关重要。所提出的预测模型在减少用于开发具有所需机械性能的PCN的大量实验室测试方面可能非常有效。

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