Propylene polymerization production process optimal soft survey instrument and method based on genetic algorithm optimization BP neural network
A BP neural network and optimal soft-sensing technology, applied in biological neural network models, gene models, electrical program control, etc., can solve problems such as low measurement accuracy and easy to be affected by human factors
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Embodiment 1
[0077] refer to figure 1 , figure 2 with image 3 , an optimal soft sensor instrument for propylene polymerization production process based on genetic algorithm optimization BP neural network, including propylene polymerization production process 1, field intelligent instrument 2 for measuring easily measurable variables, control station 3 for measuring operating variables, The DCS database 4 for storing data and the melt index soft measurement value display instrument 6, the on-site intelligent instrument 2 and the control station 3 are connected to the propylene polymerization production process 1, and the on-site intelligent instrument 2 and the control station 3 are connected to the DCS database 4, The soft sensor instrument also includes the optimal soft sensor model 5 of the genetic algorithm optimized BP neural network, the DCS database 4 is connected to the input end of the optimal soft sensor model 5 based on the genetic algorithm optimized BP neural network, the T...
Embodiment 2
[0144] refer to figure 1 , figure 2 with image 3 , an optimal soft sensor method for propylene polymerization production process based on genetic algorithm optimization BP neural network, the soft sensor method mainly includes the following steps:
[0145] 1), for the propylene polymerization production process object, according to the process analysis and operation analysis, select the operational variables and easily measurable variables as the input of the model, and the operational variables and easily measurable variables are obtained from the DCS database;
[0146] 2) Preprocessing the sample data, centering the input variables, that is, subtracting the average value of the variables; then pre-whitening the input variables, that is, variable decorrelation, and applying a linear transformation to the input variables; through the independent component analysis method, Recover the basic source signal from the centered and pre-whitened linear mixture data;
[0147] 3), ...
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