Study on Catalyst Combination for Ethanol Coupling to C4 Olefins Based on Multivariate Ridge Regression Model Fused With Radial Basis Function
Abstract
The effects of different catalyst combinations and temperatures on ethanol conversion and C4 olefin selectivity were discussed.Firstly,the multivariate ridge regression model based on L2 penalty term is introduced,and the best estimation of ridge regression is obtained by using the least square method.However,ridge regression always regards this problem as a linear problem. In order to solve this problem,the radial basis function based on Gaussian kernel is introduced as the basic variable for model optimization.Finally,the model is solved and the results are obtained.References
[1] LV Shaopei(2018).Preparation of butanol and C by ethanol coupling_4 olefins[D].Dalian University of technology.
[2] Zhao Dongbo(2017).Research on multicollinearity in linear regression model[D].Bohai University.
[3] Long Teng,Guo Xiaosong,Peng Lei,Liu Li(2014).Optimization strategy of dynamic radial basis function proxy model based on trust region[J].Journal of mechanical engineering,50(07):184-190
[4] Pan Haiyang,Yang Yu,Zheng Jinde,Cheng Junsheng(2017).Pattern recognition method of variable prediction model based on radial basis function[J].Journal of Aeronautical dynamics,2017,32(02):500-506
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