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Multiple Linear Regression-Artificial Neural Network Hybrid Model Predicting Critical Temperature of Pure Organic Compound

机译:预测纯有机化合物临界温度的多元线性回归-人工神经网络混合模型

摘要

The present invention is hydrogen (H), carbon (C), nitrogen (N), oxygen (O) , sulfur (S) consists of elements, such as less than 5 kinds and provides a mathematical model to predict with high accuracy the critical temperature of the pure organic compound, the number of atoms consisting of not more than 25 other than the hydrogen molecule (Critical Temperature). The model is for a number of organic compounds is the experimental value of the critical temperature that satisfies the condition is known, any of a variety of molecules presenter (molecular descriptor) as independent variables, many of the critical temperature as a dependent variable, multi- linear regression model (multiple linear regression model) are among the best that the genetic algorithm (genetic algorithm) was determined after using this model to include molecular presenter of the value of the input received critical temperature the output of ANN (artificial neural network) was further improved by configuring multiple linear regression forecasting performance - as a hybrid artificial neural network model (hybrid model) QSPR (quantitative and structure-property relationship) example of a model, if you know the specific values of the molecules presenters included in the model any molecule that way, the prediction gives the critical temperature of the pure compound made by the 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 the critical temperature and reliable even in the condition of a number of organic compounds are known to the experimental data, the research and development of related industries lays the effect of such readily. ;
机译:本发明由氢(H),碳(C),氮(N),氧(O),硫(S)等5种以下元素构成,并提供了数学模型来高精度地预测临界值。纯有机化合物的最高温度,除氢分子(临界温度)外,原子数不超过25。该模型是针对多种有机化合物的,它满足条件的临界温度的实验值是已知的,各种分子呈递物(分子描述符)中的任何一个作为自变量,许多临界温度作为因变量,多-线性回归模型(多重线性回归模型)是遗传算法(遗传算法)确定的最佳方法,该模型使用此模型将输入的临界温度值的分子表示包括在人工神经网络的输出中(人工神经网络)通过配置多个线性回归预测性能来进一步改善-作为混合人工神经网络模型(混合模型)QSPR(定量和结构-属性关系)的模型示例,如果您知道模型中包含的分子呈递者的具体值任何这样的分子,预测都会给出由钼制得的纯化合物的临界温度勒库勒。这样,本发明可以通过给实验提供预测临界温度值的方法来保持成本和时间节省,即使在实验数据已知许多有机化合物的条件下,该方法也是可靠的。而相关产业的发展正是这样的效果。 ;

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