Hydromagnetic flow and heat transfer over a stretching sheet

Heat Transfer in an Upper Convected Maxwell Fluid with Fluid Particle Suspension

“…In this case the results of the present work are compared with the exact solution of Chakrabarti and Gupta [9] and are presented in Table 1. From this table it is obvious that the numerical solutions are in close agreement with the exact ones of [17,19,20] and [30].…”

“…In view of these applications Pavlov [8] investigated the flow of an electrically conducting fluid caused solely by the stretching of an elastic sheet in the presence of a uniform magnetic field. Chakrabarti and Gupta [9] considered the flow and heat transfer of an electrically conducting fluid past a porous stretching sheet and presented analytical solution for the flow and numerical solution for the heat transfer problem. In this work the fluid was assumed to be Newtonian.…”

Flow and heat transfer of hydromagnetic Oldroyd-B fluid in a channel with stretching walls

“…Gupta and Gupta [2] discussed the heat and mass transfer in a viscous fluid over a stretching sheet with suction or blowing. Initially Pavlov [3] investigated the effects of a transverse magnetic field on the flow over a stretching sheet, and later many other authors see, Chakrabarti and Gupta [4], Kumari et al [5], Ishak et al [6], Anderson [7], Datti et al [8], Chamkha [9], Ali et al [10], Beg et al [11][12][13], Cortell [14], Khan et al [15], Rajagopal et al [16] and Fetecau et al [17] discussed the MHD flow of a special class of non-Newtonian fluids known as second order fluid. Sajid et al [18] reported that the numerical solution of boundary layer flow of an Oldroyd-B fluid in the region of stagnation point past a stretching sheet using finite difference technique.…”

Flow and heat transfer over a generalized stretching/shrinking wall problem—Exact solutions of the Navier–Stokes equations

“…Andersson [15] has considered the slip-flow of a viscous and incompressible fluid past a linearly stretching sheet. Chakrabarti and Gupta [16], and Pop and Na [17] investigated the flow along a permeable stretching sheet under the effect of a constant transverse magnetic field of a Newtonian fluid, while Anderson et al [18] considered the case of a power-law fluid, respectively. Quite recently the flow adjacent to a stretching permeable sheet in a Darcy-Brinkman porous medium has been considered by Pantokratoras [19].…”