A new approach to determine occupational accident dynamics by using ordinary differential equations based on SIR model.

ABSTRACT: The motivation of this study is to develop and establish an occupational accident dynamical model (OA model) based on Susceptible-Infected-Recovered framework. In order to investigate the dynamics of the OA model, monthly occupational accident data from Turkey between 2013 and 2020 has been selected as dataset. The OA model is defined by a coupled first-order ordinary nonlinear differential equation with four variables. In addition, the relationships between these variables are described with ten parameters. The OA model's characterization of the equilibrium points is analyzed by investigating the behaviors of these points according to the eigenvalues derived from the Jacobian matrix. Also, the stability of these points is obtained according to the eigenvalues. These results show the behav

SUBMITTER: Kaplanvural S 

PROVIDER: S-EPMC11473736 | biostudies-literature | 2024 Oct

REPOSITORIES: biostudies-literature