Effect of Diffusion-Thermo on MHD Flow of a Jeffrey Fluid Past an Exponentially Accelerated Vertical Plate with Chemical Reaction and Heat Generation

Abstract

In many flow phenomenons of fluid with medium molecular weight, the energy flux is effected due to the inhomogeneity of concentration of mass. This contribution of the concentration to the energy flux is considered as diffusion-thermo effect or Dufour effect. In this research article the diffusion-thermo effect is addressed for the magnetohydrodynamics (MHD) flow of Jeffrey’s fractional fluid past an exponentially accelerated vertical plate with generalized thermal and mass transports through a porous medium. For the generalization of the thermal and mass fluxes the constant proportional Caputo (CPC) fractional derivative is utilized. The governing of this generalized flow are reduced to non-dimensional forms and then solved semi analytically by Laplace transform. In additions the physical aspects of flow and material parameters especially the effect of D u and fractional parameters are discussed by sketching the graphs. From the graphical illustration, it is concluded that in the presence of Dufour effect flow speeds up. Moreover, a comparison between fractionalized and ordinary velocity fields is also drawn and it is also observed that fractional model with constant proportional derivative is of the more decaying nature as compare to the model contracted with classical Caputo and Caputo fractional derivatives.

Entropy analysis on thermophoretic magnetohydrodynamic Couette flow over a deformable porous channel with temperature‐dependent viscosity and thermal conductivity

“…Nasir et al 5 deliberated MHD stagnation flow through a surface of shrinking/stretching. The impact of MHD flow in prevailing magnetic area was studied by Bayones et al 6 Some authors Yasmin et al, 7 Hussain et al, 8 Shafique et al, 9 Munivenkatappa et al, 10 Khan et al, 11 Khan et al, 12 Song et al, 13 and Das and Patgiri 14 studied on MHD flow in different aspect.…”

Magnetohydrodynamic flow around an elongated cylinder in non-Darcian porous regime with higher order chemical reaction and Soret/Dufour effects

“…M. Ramzan et al [10] discussed the MHD fluid flow with the inclusion of a melting heat transfer with nonlinear chemical reaction across a slim needle in a porous system. Sarojamma et al [11], Ly et al [12], Shafique et al [13] studied the impact of linear chemical reactions and authors like Sharma and Borgohain [14], Mythili and Sivaraj [15], Hosseinzadeh [16], Muthtamilselvan [17], Ramzan et al [18] considered the impact of nonlinear chemical reaction on different flow problems.…”

Heat and Mass Transfer Analysis of MHD Jeffrey Fluid over a Vertical Plate with CPC Fractional Derivative

“…Retardation and relaxation times in the Jeffrey fluid model are important for denoting the viscoelastic properties of polymeric materials, as shown by Bajwa et al [7]. Shafique et al [8] reported that Jeffrey's fluid is utilized in order to develop a mathematical model of blood flow in small arteries. Peristalsis, a classification of biological fluid movement, also uses it [9,10].…”