Electromagnetohydrodynamic mixed Convection Fluid Flow between Two Parallel Plates.
El-Zahaby, A., Bassiouny, M., Khalil, A., El-Shenawy, E., El-Agouz, E., Amro, M. (2020). Electromagnetohydrodynamic mixed Convection Fluid Flow between Two Parallel Plates.. EKB Journal Management System, 37(4), 44-65. doi: 10.21608/bfemu.2020.120628
A. M. El-Zahaby; M. K. Bassiouny; A. Khalil; E. A. El-Shenawy; E. A. El-Agouz; M. I. Amro. "Electromagnetohydrodynamic mixed Convection Fluid Flow between Two Parallel Plates.". EKB Journal Management System, 37, 4, 2020, 44-65. doi: 10.21608/bfemu.2020.120628
El-Zahaby, A., Bassiouny, M., Khalil, A., El-Shenawy, E., El-Agouz, E., Amro, M. (2020). 'Electromagnetohydrodynamic mixed Convection Fluid Flow between Two Parallel Plates.', EKB Journal Management System, 37(4), pp. 44-65. doi: 10.21608/bfemu.2020.120628
El-Zahaby, A., Bassiouny, M., Khalil, A., El-Shenawy, E., El-Agouz, E., Amro, M. Electromagnetohydrodynamic mixed Convection Fluid Flow between Two Parallel Plates.. EKB Journal Management System, 2020; 37(4): 44-65. doi: 10.21608/bfemu.2020.120628

Electromagnetohydrodynamic mixed Convection Fluid Flow between Two Parallel Plates.

MEJ- Mansoura Engineering Journal
Article 5, Volume 37, Issue 4, December 2012, Page 44-65  XML PDF (917.11 K)
Document Type: Research Studies
DOI: 10.21608/bfemu.2020.120628
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Authors
A. M. El-Zahaby* 1; M. K. Bassiouny2; A. Khalil3; E. A. El-Shenawy3; E. A. El-Agouz4; M. I. Amro3
1Mechanical Power Engineering Department., Faculty of Engineering., Tanta.
2Mechanical power Engineering Department., Faculty of Engineering., Menofia University., Egypt.
3Mechanical power Engineering Department., Faculty of Engineering., Tanta University., Egypt.
4Mechanical power Engineering., Faculty of Engineering., Tanta University., Egypt.
Abstract
A numerical model of the flow of electrically conducting fluid -salt water- (pure water+25% by weight NaCl) under the influence of an imposed electric and magnetic fields is analyzed using computational fluid dynamic techniques. A finite volume method is used to solve the Navier-stokes equations with the effect of Lorentz force and energy equations for the fluid variables. The Vorticity stream function formulation is applied to discrete the model equations. The algebraic equations are solved by using the Gauss-elimination method. The Lorentz force is obtained by solving the Maxwell's equation and ohm's law via the same finite volume technique. The model equations are solving using a self written FORTRAN CODE, which solve the nonlinear algebraic equations. Velocity profiles for a two dimensional flow are predicted for a different Hartmann's numbers at a constant Reynolds's number, also at a different Reynolds's numbers at a constant Hartmann's number. 
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