Innocent Eli - Academia.edu (original) (raw)
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University of the Basque Country, Euskal Herriko Unibertsitatea
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Papers by Innocent Eli
THE JOURNAL OF JAPAN SOCIETY FOR CLINICAL ANESTHESIA, 2021
Communication in Physical Sciences, Nov 28, 2020
This research investigates an oscillatory blood flow through a lipid saturated porous channel wit... more This research investigates an oscillatory blood flow through a lipid saturated porous channel with metabolic heat and magnetic field. The study involves formulating mathematical model for blood momentum equation, the energy equation and the lipid concentration equation, and the coupled PDE were reduced to set of nonlinear ODE using the perturbation method. The set of ODEs are solved and the blood velocity, temperature and lipid concentration profiles were obtained, with some governing parameters. Numerical computation was carried out using Mathematica software to by varying the governing parameters within some specific range in order to the study the effects of the parameters on the flow profiles. The results revealed that the flow profiles were influenced with the varying pertinent parameters such as Prandtl number, radiation parameter, metabolic heat parameter, Hartmann number, Grashof number, solutal Grashof number, Schmidt number and the oscillatory frequency parameters respectively.
Communication in Physical Sciences 2020, 5(4): 427-430 Received 15 June 2020/Accepted 29 July 202... more Communication in Physical Sciences 2020, 5(4): 427-430 Received 15 June 2020/Accepted 29 July 2020 The system of ODE’s involving Sickle Cell, HIV and T-Cells are formulated with the aid of biological mathematical model. The eigen values are obtained to test for the trivial steady state solution or points using characteristic equation which is analytical. Finally, numerical simulations were carried out to test the level of reliability of the result.
International Journal of Advances in Scientific Research and Engineering, 2018
International Journal of Multidisciplinary Research and Analysis
The study of mathematical modeling of the stability analysis of Lassa fever was examined. A mathe... more The study of mathematical modeling of the stability analysis of Lassa fever was examined. A mathematical model for the spread and control of Lassa fever was formulated and analyzed. The model incorporates a control parameter, the use of condom to control human to human transmission through sexual contact with opposite sex. The disease free and endemic equilibrium states were analyzed.
Communication in Physical Sciences 5(4):427-430, 2020
The system of ODE's involving Sickle Cell, HIV and T-Cells are formulated with the aid of biologi... more The system of ODE's involving Sickle Cell, HIV and T-Cells are formulated with the aid of biological mathematical model. The eigen values are obtained to test for the trivial steady state solution or points using characteristic equation which is analytical. Finally, numerical simulations were carried out to test the level of reliability of the result
THE JOURNAL OF JAPAN SOCIETY FOR CLINICAL ANESTHESIA, 2021
Communication in Physical Sciences, Nov 28, 2020
This research investigates an oscillatory blood flow through a lipid saturated porous channel wit... more This research investigates an oscillatory blood flow through a lipid saturated porous channel with metabolic heat and magnetic field. The study involves formulating mathematical model for blood momentum equation, the energy equation and the lipid concentration equation, and the coupled PDE were reduced to set of nonlinear ODE using the perturbation method. The set of ODEs are solved and the blood velocity, temperature and lipid concentration profiles were obtained, with some governing parameters. Numerical computation was carried out using Mathematica software to by varying the governing parameters within some specific range in order to the study the effects of the parameters on the flow profiles. The results revealed that the flow profiles were influenced with the varying pertinent parameters such as Prandtl number, radiation parameter, metabolic heat parameter, Hartmann number, Grashof number, solutal Grashof number, Schmidt number and the oscillatory frequency parameters respectively.
Communication in Physical Sciences 2020, 5(4): 427-430 Received 15 June 2020/Accepted 29 July 202... more Communication in Physical Sciences 2020, 5(4): 427-430 Received 15 June 2020/Accepted 29 July 2020 The system of ODE’s involving Sickle Cell, HIV and T-Cells are formulated with the aid of biological mathematical model. The eigen values are obtained to test for the trivial steady state solution or points using characteristic equation which is analytical. Finally, numerical simulations were carried out to test the level of reliability of the result.
International Journal of Advances in Scientific Research and Engineering, 2018
International Journal of Multidisciplinary Research and Analysis
The study of mathematical modeling of the stability analysis of Lassa fever was examined. A mathe... more The study of mathematical modeling of the stability analysis of Lassa fever was examined. A mathematical model for the spread and control of Lassa fever was formulated and analyzed. The model incorporates a control parameter, the use of condom to control human to human transmission through sexual contact with opposite sex. The disease free and endemic equilibrium states were analyzed.
Communication in Physical Sciences 5(4):427-430, 2020
The system of ODE's involving Sickle Cell, HIV and T-Cells are formulated with the aid of biologi... more The system of ODE's involving Sickle Cell, HIV and T-Cells are formulated with the aid of biological mathematical model. The eigen values are obtained to test for the trivial steady state solution or points using characteristic equation which is analytical. Finally, numerical simulations were carried out to test the level of reliability of the result