Scientific Model of Vocational Education Teaching Method in Differential Nonlinearity

Author:

Gao Fanxiu1,Liu Fulian2,Aldulaimi Saeed Hameed3

Affiliation:

1. School of Finance and Economics, Wuxi Institute of Technology , Wuxi , , China

2. Mental Health Education Center for College Students of Wuxi Institute of Technology , Wuxi , , China

3. College of Administrative Sciences , Applied Science University , Bahrain

Abstract

Abstract This paper uses nonlinear differential equations to establish a relationship model between enrollment, education, and employment in vocational education. In this paper, the local stability of the vocational education system is analyzed utilizing nonlinear differential theory and numerical simulation. At the same time, we carried out a numerical simulation of the system's dynamic behavior. Through numerical simulation research, it is found that the model has peculiar nonlinear behavior and dynamic characteristics when its parameters take some specific values. Finally, we get the critical condition of the stability of the vocational education system according to the model established in the article.

Publisher

Walter de Gruyter GmbH

Subject

Applied Mathematics,Engineering (miscellaneous),Modeling and Simulation,General Computer Science

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