Hall Effect On Thermal Instability In A Horizontal Layer Of Nanofluid Saturated In A Porous Medium

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OVERSTABLE CONVECTION IN ROTATING VISCOELASTIC NANOFLUID

saturated porous medium using a thermal non-equilibrium model. Recently, Nield and Kuznetsov [16] studied thermal instability in a porous medium layer saturated by a nanofluid: Brinkman model while linear stability of convection in a in a viscoelastic nanofluid layer was studied by Sheu [27].

Thermosolutal convection in compressible Walters (model B

good account of convection problems in a porous medium are given by Vafai and Hadim [6], Ingham and Pop [7] and Nield and Bejan [8]. Kuznetsov and Nield [9] have studied thermal instability in a porous medium layer saturated by a nanofluid: Brinkman model. Stommel and Fedorov [10] and Linden [11] have remarked that the length scalar characteristic

Entropy Generation in MHD Mixed Convection Non-Newtonian

Tham et al. [26] numerically studied the steady mixed convection boundary layer flow on a horizontal circular cylinder with a constant surface temperature embedded in a porous medium saturated by a nanofluid containing both nanoparticles and gyrotactic microorganisms in a stream flowing vertically

57th Congress of Indian Society of Theoretical and Applied

Porous Medium Layer Saturated by Nanofluid 17.30-17.45 P. Muralidhar Effect of Chemical Reaction and Radiation Absorption on Hydro-Magnetic Convective Heat and Mass Transfer Flow in a Non-Uniformly Heated Vertical Channel with Heat Generating Sources.

Contents

Impact of Melting and Nonlinear Radiation in Boundary Layer Flow over an Inclined Stretching Cylinder Using Buongiorno Model Mahesh Garvandha1, V.K.Narla1,*) and G. Nagaraju2 PID 55 Thermal instability analysis on Maxwell fluid flow through a horizontal porous bed with the effect of heat source and mass flow Anjanna Matta

Combined Effect of Suspended Particles and Rotation on Double

Combined Effect of Suspended Particles and Rotation on Double-Diffusive Convection in a Viscoelastic Fluid Saturated by a Darcy-Brinkman Porous Medium G. C. Rana1,* and R. C. Thakur2 1*Department of Mathematics, NSCBM Govt. P. G. College, Hamirpur-177 005, Himachal Pradesh, INDIA 2Department of Mathematics, Govt. P. G. College, Dhaliara-177 103,

Electrothermal Instability in a Porous Medium Layer Saturated

in a nanofluid saturated horizontal layer of porous medium. 2. PROBLEM FORMULATION We consider an infinite horizontal layer of incompressible dielectric nanofluid-saturated porous layer of thicknessd, heated from below. A Cartesian co-ordinate system x yz is chosen in which z axis is taken at right angle to the boundaries. The nanofluid is