Numerical simulation of Covid-19 model with integer and non-integer order: The effect of environment and social distancing
[ X ]
Date
2023
Journal Title
Journal ISSN
Volume Title
Publisher
Elsevier
Access Rights
info:eu-repo/semantics/openAccess
Abstract
We consider an epidemiological model that takes into account pathogens in the environment and social distancing. Such model with six classes has been updated with fractional differential operators and piecewise differential operators. Equilibrium points and reproductive number for the model have been obtained using next generation approach. Necessary optimality conditions for the model modified by addition of some control variables have been presented. For the numerical solution of the model, a numerical method based on Newton polynomial has been considered. The graphical representations for the model with fractional and piecewise derivatives have been presented to better understand the dynamic of model incorporating environment and social distancing.
Description
Keywords
Covid-19, Fractional differentiation and integration, Optimal control, Numerical scheme
Journal or Series
Results in Physics
WoS Q Value
Q1
Scopus Q Value
Q1
Volume
51
