The invention discloses a model simplification and control method of a
nonlinear system. The method relates to the fields of computer systems based on specific calculation models,
process control and the like. The method comprises the following steps: firstly, performing
feedback linearization on an affine
nonlinear model based on a Lie bracket and a
Lie derivative of a differential geometry method, converting a
nonlinear system into a
linear system, and reducing the complexity of the model; secondly, on the basis of the
genetic algorithm, by increasing the diversity of populations and the selection probability of high-quality individuals, the convergence speed and the
global optimization capacity are improved, and it is ensured that better parameter configuration is obtained; compared with the prior art, the method has the advantages that a complex
affine nonlinear system in the
chemical process is simplified, the response speed and stability of a
control system are improved, the production efficiency is improved, the global search capability of an optimization
algorithm is enhanced, the dependency of parameter adjustment on manual adjustment is reduced, and the working efficiency is improved; the method has high
technical innovation and application prospects in the
chemical process of heat and
mass transfer involving complex physical and chemical reactions.