Effects of inclination and magnetic field on natural convection flow induced by a vertical temperature

Journal of Applied Fluid Mechanics

Volumn 5, Issue 1, 2012, Pages 113-120

  Kherief, M N ^a   Talbi, K ^b   Berrahil, F ^b  

^a UNIVERSITY OF SKIKDA   (Algeria)

^b Universite Mentouri Constantine   (Algeria)

Author keywords

Finite volume; Lorentz force; Magnetic field; Rectangular enclosure; Thermal convection

Indexed keywords

EID: 84856907943     PISSN: 17353572     EISSN: 17353645     Source Type: Journal    
DOI: None     Document Type: Article

References (21)

1. Alchaar, S., P. Vasseur, and E. Bilgen (1995). The effect of a magnetic field on natural convection in a shallow cavity heated from below. Chem. Eng. Commun. 134, 195-209.
2. Al-Najem, N.M., K.M. Khanafer, and M.M. El-Refaee (1998). Numerical study of laminar natural convection in tilted enclosure with transverse magnetic field. Int. J. Numer. Methods Heat Fluid Flow 8, 651-672.
3. BenHadid, H., and D. Henry (1997). Numerical study of convection in the horizontal Bridgman configuration under the action of a constant magnetic field. Part2. Three-dimensional flow. J. Fluid Mech. 333, 57-83.
4. Corcione, M. (2003). Effects of the thermal boundary conditions at the sidewalls upon natural convection in rectangular enclosures heated from below and cooled from above. Int. J. Thermal Sci. 42, 199-208.
5. Davis, G. and J.V.DE. Jones (1983). Natural convection in square cavity: comparison exercise. International Journal for Numerical Methods in fluids 3, 227-248.
6. Garandet, J.P., T. Alboussiere, and R. Moreau (1992). Buoyancy drive convection in a rectangular enclosure with a transverse magnetic field. Int J. Heat Mass Transfer 35, 741-748.
7. Gelfgat, A.Yu, P.Z. BarYoseph, and A. Solan (2001). Effect of axial magnetic field on three-dimensional instability of natural convection in a vertical Bridgman configuration. J. of Crystal Growth 230, 63-72.
8. Ghosh, S.K., O.A. Beg, J. Zueco, and V.R. Prasad (2010). Transient hydromagnetic flow in a rotatingchannel permeated by an inclined magnetic field with magnetic induction and Maxwell displacement current effects. Zeitschrift fur angewandte Mathematik und Physik ZAMP 61(1), 147-169.
9. Ghosh, S.K., and I. Pop (2002). A note on a hydromagnetic flow in a slowly rotating system in the presence of an inclined magnetic field. Magnetohydrodynamics 38(4), 377-384.
10. Ghosh, S.K. (2001). A note on unsteady hydromagnetic flow in a rotating channel permeated by an inclined magnetic field in the presence of an oscillator (Corrigendum and Addendum). Czechoslovak Journal of Physics 51(8), 799 - 804.
11. Ghosh, S.K. (1991). A Note on steady and unsteady hydromagnetic flow in a rotating channel in the presence of inclined magnetic field. Int. J. Engng Sci. 29(8), 1013-1016.
12. Mehmet, C.E., and B. Elif (2006). Natural-convection flow under a magnetic field in an inclined rectangular enclosure heated and cooled on adjacent walls. Fluid Dynamics Research 38, 564-590.
13. Moreau, R. (1991). Magnetohydrodynamics. Kluwer Academic Publishers, 36-39.
14. Mukutmoni, D., and K.T. Yang (1994). Flow transitions and pattern selection of the Rayleigh-Benard problem in rectangular enclosures. Sadhana - Academy Proceedings in Engineering Sciences 19 (5), 649-670.
15. Oreper, G.M., and J. Szekely (1983). The effect of an externally imposed magnetic field on buoyancy driven flow in a rectangular cavity. J. Cryst. Growth 64, 505-515.
16. Ozoe, H., and M. (1987). Maruo Magnetic and gravitational natural convection of melted silicontwo dimensional numerical computations for the rate of heat transfer. 198. JSME 30, 774-784.
17. Patankar, S.V. (1980). Numerical Heat Transfer and Fluid Flow. Hemisphere, Washington, DC.
18. Rudraiah, N., R.M. Barron, M. Venkatachalappa, and C.K. Subbaraya (1995). Effect of a magnetic field on free convection in a rectangular enclosure. Int. J. Eng. Sci. 33, 1075-1084.
19. Series, R., and D. Hurle (1991). The use of magnetic fields in semiconductor crystal growth. J. Cryst. Growth 113, 305-328.
20. Seth, G.S., and S.K. Ghosh (1986). Unsteady hydromagnetic flow in a rotating channel in the presence of inclined magnetic field. Int. J. Engng. Sci. 24(7), 1183-1193.
21. Song, C.Y., and P.Y. Tzeng (1996). Numerical study on mode-transition of natural convection in differentially heated inclined enclosures. Int. J. Heat Mass Transfer 39 (14), 2869-2882.