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Natural convection flows are applicable to many engineering applications such as cooling of electronic packages, buildings and ventilation etc.
Their accurate prediction ensures economical designs and sustainability of the created objects even though practical flows occur at Ra≈〖10〗^10.
The enclosure is heated steadily from below and cooled at the top while the rest of the side-walls are treated to be adiabatic.
The fluid is constantly passed through a fixed inlet and an outlet on the opposite side.
The standard k-e model is applied to cater for the turbulent kinetic energy and its rate of dissipation.
Finite difference method was applied to the equations and they were iteratively solved to analyze the effects of magnetic field on velocity, temperature distribution and heat transfer within the enclosure.
Peter Ndung’u is an Assistant lecturer in the Mathematics department at Saint Augustine University of Tanzania.
His research interests are primarily in the areas of Numerical Analysis and software engineering.
He holds a BSc.
in Mathematics (2004) from CUEA, Nairobi and a MSc in Applied Mathematics (2007) from JKUAT, Nairobi.
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