Numerical Investigation of Hydromagnetic Natural Convection Flow of Heat Absorbing Fluid Past an Impulsively Moving Infinite Vertical Plate in the Presence of Uniform Transverse Magnetic Field
Journal: International Journal of Science and Research (IJSR) (Vol.11, No. 4)Publication Date: 2022-04-05
Authors : Bala Erick; Johana K. Sigey; Jeconia A. Okelo; Emmah Marigi;
Page : 1-8
Keywords : Hydromagnetic; Grashof number; Magnetic field parameter; Prandtl number;
- Numerical Investigation of Hydromagnetic Natural Convection Flow of Heat Absorbing Fluid Past an Impulsively Moving Infinite Vertical Plate in the Presence of Uniform Transverse Magnetic Field
- RADIATION EFFECT ON NATURAL CONVECTION FLOW PAST AN IMPULSIVELY STARTED INFINITE VERTICAL PLATE THROUGH POROUS MEDIUM IN THE PRESENCE OF MAGNETIC FIELD AND FIRST ORDER CHEMICAL REACTION
- MHD Free Convection Flow Past a Vertical Infinite Porous Plate in the Presence of Transverse Magnetic Field with Constant Heat Flux
- MHD Free Convective Flow of Dissipative and Radiative Fluid Past an Infinite Vertical Plate in Porous Media In Presence of Inclined Magnetic Field with Joule Effect and Constant Heat Flux
- Stability and Consistency Analysis for Implicit Scheme for MHD Stokes Free Convective Fluid flow Model Equations Past an Infinite Vertical Porous Plate in a Variable Transverse Magnetic Field
Abstract
The study of hydromagnetic natural flow of convection of heat absorbing fluid past a spontaneously moving infinite vertical plate in the occurrence of unchanging magnetic field are considered. The momentum and energy incomplete differential equations controlling the hydromagnetic fluid currents were solved by applying the method of Central finite difference. A resulting set of partial differential equations were solved using MATLAB in computer programmer. The study determined the impacts of magnetic path parameter, Prandtl number and Grashof number on speed profiles and temperature distribution. The findings were presented in graphical and tabular form to show the impacts of the non-dimensional parameters arising in the fluid flow.
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Last modified: 2022-05-14 21:04:25