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F. O. Akinpelu

Publications (9)

The Combined Effects of Electro-osomotic and Magnetohydrodynamic with Viscosity and Thermal Conductivity in Reactive Fluid Flow

F. O. Akinpelu & J. O. Ajilore · Asian Research Journal of Mathematics · 2017

The study of combined effects of electro-osmotic and magnetohydrodynamic when viscosity and thermal conductivity of the reactive fluid flow is assumed to vary exponentially with temperature is examined. The governing equations of the flow were non-dimensionalized using suitable v...

Open access Research Article 10.9734/ARJOM/2017/30641

Mathematical Analysis of Effect of Isolation on the Transmission of Ebola Virus Disease in a Population

F. O. Akinpelu & M. M. Ojo · Asian Research Journal of Mathematics · 2016

Outbreak of Ebola virus disease in early 2014 in West Africa is a major highlight for many researchers throughout the world because of the high mortality rate. Ebola disease is caused by a virus called the Ebola virus which can be transmitted from infected humans to uninfected hu...

Open access Research Article 10.9734/ARJOM/2016/30297

Differential Transform Decomposition Method for the Solution of Boundary Layer Equations in a Finite Domain

R. A. Oderinu, F. O. Akinpelu & Y. A. S. Aregbesola · Journal of Advances in Mathematics and Computer Science · 2018

A new method called differential transform decomposition method (DTDM) for solving differential equations was developed. This method was derived by coupling the scheme of Differential Transform with Adomain polynomials,the necessity of the Adomian polynomial is to decompose the t...

Open access Research Article 10.9734/JAMCS/2018/40159

Sensitivity Analysis of Ebola Virus Model

M. M. Ojo & F. O. Akinpelu · Asian Research Journal of Mathematics · 2017

A Mathematical model of (S,E,Iu,Id,Is,R,D) is presented to study the dynamical spread of Ebola in the population. Existence of the Local Stability of the disease–free equilibrium (DFE) was investigated via the threshold parameter (Reproduction number R0 ) obtained using the next...

Open access Research Article 10.9734/ARJOM/2017/31201

Dynamics Response of Beam on Elastic Foundation with Axial Force to Partially Distributed Moving Loads

S. O. Sangoniyi & F. O. Akinpelu · Asian Research Journal of Mathematics · 2017

The dynamics response of Beam on elastic foundation with axial force to partially distributed moving loads was examined. The fourth order  partial differential equation which is the governing equation  was first reduced to second order differential equation by assume a solution i...

Open access Research Article 10.9734/ARJOM/2017/30643

Homotopy Analysis Decomposition Method for the Solution of Viscous Boundary Layer Flow Due to a Moving Sheet

S. Alao, R. A. Oderinu, F. O. Akinpelu & E. I. Akinola · Journal of Advances in Mathematics and Computer Science · 2019

This paper investigates a new approach called Homotopy Analysis Decomposition Method (HADM) for solving nonlinear differential equations, the method was developed by incorporating Adomian polynomial into Homotopy Analysis Method. The Adomian polynomial was used to decompose the n...

Open access Research Article 10.9734/jamcs/2019/v32i530157

On the Application of Sumudu Transform Series Decomposition Method and Oscillation Equations

E. I. Akinola, J. K. Oladejo, F. O. Akinpelu & J. A. Owolabi · Asian Research Journal of Mathematics · 2017

In this paper, a new method called Sumudu Transform Series Decomposition Method (STSDM) is applied to three different models of Oscillatory problems (Van der Pol, Duffing and Nonlinear Oscillatory equations). The method was developed by Combining the Sumudu Transform, Series Expa...

Open access Research Article 10.9734/ARJOM/2017/31350