MHD flows of a second grade fluid between two side walls perpendicular to a plate through a porous medium

Unsteady free convection flow of rotating MHD second grade fluid in a porous medium over an oscillating plate

“…The stretching sheet of the plate also considered in this problem which exhibit the slip condition for boundary condition of momentum equation. The analytical solutions for MHD flows of second grade fluid embedded in a porous medium also studied by Khan et al [11]. But, in their research, the solutions of the problem have been obtained by using method of Fourier Sine transform.…”

“…Samiulhaq et al [12] has contributed a new problem of unsteady free convection flow of second grade fluid with the effect of MHD flows and porous medium. Difference with Hayat et al [10] and Khan et al [11], Laplace transform method was used by these researchers. Two cases of thermal conditions have been discussed in this problem, which are isothermal and ramped wall temperatures.…”

Viscoelastic flows with fractional derivative models: Computational approach by convolutional calculus of Dimovski

“…Exact solutions for different versions of problem (1.1) in one and two spatial dimensions are obtained in the form of eigenfunction expansions, see [8,11,12,13,24]. However, the solutions given in these studies are formal in nature and the convergence of the series and the regularity of the solutions are not discussed.…”

Series solution of unsteady free convection flow with mass transfer along an accelerated vertical porous plate with suction

“…The literature on the topic is quite abundant. Some recent contributions have been made by Hayat et al [2][3][4][5][6][7][8][9][10], Asghar et al [11][12][13], Raptis et al [14][15][16][17], Bataller [18], Cortell [19,20], * E-mail: haiderzaman67@yahoo.com Ariel et al [21,22] and Khan et al [23][24][25]. Hayat et al [2][3][4][5][6][7][8][9][10] have studied flows of second grade, third grade, fourth grade, Oldroyd 6-constant, micropolar and Johnson Segalman fluids for various situations with and without heat transfer analysis, and with and without magnetohydrodynamics effects.…”

“…Ariel et al [21,22] discussed flow over stretching sheet with partial slip. Khan et al [23][24][25] have discussed flows of Sisko and Burgers' fluids with Hall effect.…”