27–31 May 2024
OAU Campus, Ile-Ife, Nigeria
Africa/Lagos timezone

Solution of Nonlinear Brusselator Model by a Combined Sawi Transform and Homtopy Analysis Method

28 May 2024, 15:05
10m
AFRIGIST, Main - Conference Hall (OAU Campus, Ile-Ife, Nigeria)

AFRIGIST, Main - Conference Hall

OAU Campus, Ile-Ife, Nigeria

Road 1, O.A.U Campus
250
Applied mathematics Technical session 3b

Speaker

Kafilat Adebimpe SALAUDEEN (Emmanuel Alayande University of Education, oyo, Oyo State, Nigeria)

Description

The Brusselator is a theoretical model for a type of autocatalytic reaction to analyze the behaviour of the chemical systems with non-linear oscillator. Fractional-order Brusselator system of equations (Reaction-Diffusion system) were solved using Sawi Homotopy Analysis Method (SHAM) which is a combination of Sawi transform and Homotopy analysis method. Obtained results were compared with the results in the literature and it was deduced that the mean absolute error (MAE) obtained by SHAM were smaller compared to the solution in the literature. The compiled findings showed the efficacy of the implemented technique and hence recommended for solving fractional-order nonlinear partial differential equations. (within the domains of applied sciences, engineering and technology).

Primary authors

Kafilat Adebimpe SALAUDEEN (Emmanuel Alayande University of Education, oyo, Oyo State, Nigeria) Philip. I. FARAYOLA (Dept. of Computing Science Education, Emmanuel Alayande University of Education, Oyo, Nigeria) Rasaq Adekola Oderinu (LAUTECH) Waliu A. TIJANI (Department of pure and Applied Mathematics, Ladoke Akintola University of Technology, Ogbomoso)

Presentation materials