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Multiple Linear Regressionamp;horbar;Artificial Neural Network Hybrid Model Predicting Liquid Density of Pure Organic Compound for Normal Boiling Point

机译:多元线性回归和人工神经网络混合模型预测纯有机化合物在正常沸点下的液体密度

摘要

The present invention is hydrogen (H), carbon (C), nitrogen (N), oxygen (O) , sulfur (S), such as five kinds of elements within the configuration is other than hydrogen atom is 25 or less of the number of molecules with a pure organic compound consisting of a normal boiling point in the density of the liquid (liquid density at normal boiling point) higher accuracy in prediction that provides a mathematical model. The model is for a plurality of organic compound satisfying the above conditions are experimental values of the liquid density is known, various presenter molecule (molecular descriptor) some of the independent variables, dependent variables, the liquid density at the normal boiling point Many multi-linear regression model (multiple linear regression model) obtained after using the genetic algorithm (genetic algorithm) that one of the best, receives the value of the molecules contained in the presenter, the model of the normal boiling point of a liquid density the output of ANN (artificial neural network) to further improve the prediction performance was composed by multiple linear regression-ANN hybrid model (hybrid model) as QSPR (quantitative structure-property relationship) model and an example, the model to include molecules If known, the specific value of the presenter that some molecules way, gives to predict the density of the liquid in a normal boiling point of the pure compound made by this molecule. As such, the present invention can maintain the cost and time savings by giving the experiment to provide a way to predict the value of liquid density in the normal boiling point reliable for the number of the organic compound of the experimental conditions is unknown, the related industry lays effects such as the ease of research and development activities. ;
机译:本发明是氢(H),碳(C),氮(N),氧(O),硫(S)等五种元素内构型除氢原子以外为25以下的数目具有由液体密度中的正常沸点(正常沸点处的液体密度)组成的纯有机化合物的分子的预测精度更高,从而提供了数学模型。该模型是针对满足以上条件的多种有机化合物的液体密度的实验值已知的,各种分子分子(分子描述符)的一些自变量,因变量,在正常沸点下的液体密度很多线性回归模型(多重线性回归模型)是使用遗传算法(genetic algorithm)中最好的一种,接收到演示者所包含的分子的值之后,液体密度的正常沸点模型的输出为了进一步提高预测性能,ANN(人工神经网络)由多重线性回归-ANN混合模型(Hybrid model)作为QSPR(定量结构-性质关系)模型和一个实例组成,该模型包含分子如果已知,具体一些分子所给出的演示者的值,可以预测纯组分在正常沸点下的液体密度并由该分子制成。这样,本发明可以通过给实验提供一种预测在正常沸点下的液体密度值的方法来保持成本和时间节省,该方法对于实验条件下的有机化合物的数目是未知的,相关的工业产生了诸如简化研发活动之类的影响。 ;

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