Informationisation of teaching model for track and field education based on finite element higher-order fractional differential equation

Abstract

In order to study the informationised teaching model of track and field education, this paper uses the finite element higher-order fractional differential equation to simulate, to provide high-quality, strong resistance to pressure, physical and mental health talents for the development of the country, through the study of the higher-order fraction of the finite element and track and field course intended to strengthen the application in the innovation of track and field course. The results show that based on the finite element theory of higher-order fractional differential equation, a new teaching model is constructed to solve the current difficulties faced by track and field. Starting from the teaching end, pay attention to the quality of output so as to achieve the purpose of training qualified personnel. Conclusion: In the course of track and field classroom practice based on finite element high-order fractional differential equation, students’ enthusiasm is mobilised, and they take the initiative to learn knowledge and master skills.

The Evaluation Model of College Students’ Mental Health Under the Fractional Differential Equation

“…Emotional manifestation is divided into two ways: psychological process and emotional personality. (1) The excitement of the emotional process is minimal, and the fluctuation is slight. There is no tangible emotional expression and no significant emotional activity in the emotional process.…”

“…Based on this research background, this paper proposes a mental health assessment model for college students based on fractional differential equations. The author first proposes different emotional possibility spaces, such as emotional energy, emotional intensity, and emotional entropy [1]. Secondly, this paper uses Markov chains, fractional differential equations, and other methods to construct emotional models.…”

3D Design Platform of Virtual National Costume Based on Digital Nonlinear Random Matrix

“…e system builds a parametric 3D mannequin model on the website. After the user selects the 2D clothing, the system will automatically sew the 2D clothing pieces to the established 3D model, allowing the user to predict the wearing effect of the clothing [11][12][13].…”