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首页> 外文期刊>Journal of Dispersion Science and Technology >Toward a Quantitative Model and Prediction of the Cloud Point of Normal Nonionic Surfactants and Novel Gemini Surfactants with Heuristic Method and Gaussian Process
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Toward a Quantitative Model and Prediction of the Cloud Point of Normal Nonionic Surfactants and Novel Gemini Surfactants with Heuristic Method and Gaussian Process

机译:启发式方法和高斯过程对正常非离子表面活性剂和新型双子表面活性剂浊点的定量模型预测

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摘要

A systematic study of integrating statistical modeling and experimental analysis to investigate the cloud point (CP) and environmental risk of 82 structurally diverse nonionic surfactants is performed. During this procedure, the structural profiles of the studied compounds are characterized using hydrophilic domain and the whole molecular. Hundreds of descriptors, including constitutional, topological, geometrical, and electrostatic were calculated by the CODESSA program, and the resulting variables of the characterization selected by heuristic method are then modeled by the Gaussian process (GP). A variety of regression techniques, including MLR, PLS, SVM, and LSSVM are performed to a comprehensive comparison with GP on the basis of statistical analysis and experimental properties, in conjunction with the sophisticated variable selection methods, that is, empirical heuristic strategy. Among all the built models, the most predictable one is constructed based on the GP modeling combination of heuristic variable selection related to hydrophilic domain, with its predictive coefficient of determination (r _(pred) ~2) and root-mean-square error of prediction (RMSP) on external independent test set of 0.962 and 5.200, respectively. The statistic model shows that the CP phenomenon is a comprehensive interaction of relative molecular weight, moments of inertia A, and topological structure account for hydrophilic part.
机译:进行了将统计模型与实验分析相结合以调查82种结构多样的非离子表面活性剂的浊点(CP)和环境风险的系统研究。在此过程中,使用亲水结构域和整个分子表征了所研究化合物的结构特征。通过CODESSA程序计算了数百个描述符,包括结构,拓扑,几何和静电,然后通过高斯过程(GP)对通过启发式方法选择的表征结果变量进行建模。在统计分析和实验特性的基础上,结合复杂的变量选择方法(即经验启发式策略),可以使用多种回归技术(包括MLR,PLS,SVM和LSSVM)与GP进行全面比较。在所有构建的模型中,最可预测的模型是基于与亲水域相关的启发式变量选择的GP建模组合而构建的,其预测确定性系数(r _(pred)〜2)和均方根误差为外部独立测试集的预测(RMSP)分别为0.962和5.200。统计模型表明,CP现象是相对分子量,惯性矩A和构成亲水部分的拓扑结构的综合相互作用。

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