Document Type : Research Paper

Authors

• Nashtaman Sami Rustum
• Suhad Ali Shaheed Al-Temimi

Department of Statistics, College of Administration and Economics, Mustansiriyah University, Iraq

Abstract

In this paper, we will use the SIRD model to discuss the development of the Corona pandemic in Iraq; through a system of non-linear differential equations, we will use the (Runge-Kutta) method as a solution to the system of various non-linear equations such as the SIRD model, and the parameters used are based on This paper deals with confirmed cases of injury, recovery and deaths from the accurate data available for the period from (February 24, 2020) to (February 22, 2022), and we also present an estimate of the Basic Reproduction number $(R_0)$ for the (SIRD) model.

Keywords

• Ordinary Differential Equation
• Solving differential equations
• Runge-Kutta
• epidemic
• SIRD model
• COVID-19