Convective flow past an accelerated porous plate in rotating system in presence of magnetic field

Effect of an External Oriented Magnetic Field on Entropy Generation in Natural Convection

“…This is possible since low Prandtl number means higher thermal conductivity, consequently, fluid temperature increases as Prandtl number decreases (see Equation (13)). This is confirmed by Singh et al [18], where they found that temperature decreases as Prandtl number increases. Further, source term of velocity depends on product of buoyancy and thermal effects as well as magnetic field (see Equation (12)), consequently, velocity gradients increase as thermal Grashof number and temperature increase.…”

“…In this context, Singh et al [18] studied a hydromagnetic convective flow of an incompressible viscous liquid over an accelerated porous plate. The whole system is in a state of solid body rotation.…”

Hydromagnetic rotating flow in a porous medium with slip condition and Hall current

“…Although, the rotating flow of viscous fluid is useful, familiar and well-studied in the literature (Hayat et al, 2008a, 2008b, Hayat and Nawaz, 2011aAsghar et al, 2007;Turkyilmazoglu, 2009;Abelman et al, 2009;Chawla et al, 2009;Singh et al, 2009;Sahoo et al, 2010;Seth et al, 2010;Jana et al, 2010), yet, the underlying physics is surprisingly subtle and complex. The behavior of fluids under extreme confinement is of great interest from both the scientific and the technological points of view.…”

Thermodynamics Analysis of Variable Viscosity Hydromagnetic Couette Flow in a Rotating System with Hall Effects

“…Feiz-Dizaji et al [14] investigated the flow field of a third-grade non-Newtonian fluid in the annulus of rotating concentric cylinders in the presence of magnetic field. Hayat et al [15] developed an exact solution to analyze an electrical conducting viscous fluid over a porous plate in a rotating system and many other works [16][17][18].…”