Effect of Buoyancy Force on the Flow Field in a Triangular Cavity

Authors

  • Sayeda Fahmida Ferdousi

  • Abdul Halim Bhuiyan

buoyancy force; finite element method; hartmann number; triangular cavity

Abstract

In this paper, the effect of buoyancy force in a triangular enclosure are studied numerically. The governing differential equations are solved by using finite element method (weighted-residual method). Here the left wall of the triangle is assumed to be adiabatic, the right and horizontal wall are kept at cold and heated respectively. Also all the wall are assumed to be no-slip condition. The effective governing dimensionless parameters for this problem are Rayleigh number, Prandtl number and Hartmann number.

Downloads

How to Cite

Effect of Buoyancy Force on the Flow Field in a Triangular Cavity. (2014). Global Journal of Science Frontier Research, 14(F3), 37-44. https://journalofscience.org/index.php/GJSFR/article/view/1251

References

G De Vahl, I Davis, Jones (1983) Natural convection in a square cavity: a comparison exercise. 3, 227-249.

S Ostrach (1988) Natural convection in enclosures. 110, 1175-1190.

F Kulacki, R Goldstein (1972) Thermal convection in a horizontal fluid layer with uniform volumetric energy sources. 55, 271-287.

F Kulacki, M Nagle (1975) Natural Convection in a Horizontal Fluid Layer With Volumetric Energy Sources. 97(2), 204-211.

S Acharya, R Goldstein (1985) Natural Convection in an Externally Heated Vertical or Inclined Square Box Containing Internal Energy Sources. 107(4), 855-866.

J Lee, R Goldstein (1988) An experimental study on natural convection heat transfer in an inclined square enclosure containing internal energy sources. 110, 345-349.

F Hakan, Eiyad Oztop, Yasin Abu-Nada, Ali Varol, Chakma (2011) Natural convection in wavy enclosures with volumetric heat sources. 50, 502-514.

S Tanmay Basak, Ch Roy, Thirumalesha (2007) Finite element analysis of natural convection in a triangular enclosure: Effects of various thermal boundary conditions. 62, 2623-2640.

C Taylor, P Hood (1973) A numerical solution of the Navier-Stokes equations using the finite element technique. 1(1), 73-100.

P Dechaumphai (1999) Introduction to the Finite Element Method.

Effect of Buoyancy Force on the Flow Field in a Triangular Cavity

Published

2014-07-17

How to Cite

Effect of Buoyancy Force on the Flow Field in a Triangular Cavity. (2014). Global Journal of Science Frontier Research, 14(F3), 37-44. https://journalofscience.org/index.php/GJSFR/article/view/1251