Multiple slip effects on MHD nanofluid flow over an inclined, radiative, and chemically reacting stretching sheet by means of FDM

Abstract

In the present study, the magnetohydrodynamic characteristics of an electrically conducting nanofluid flowing past an inclined stretching sheet have been studied numerically. The governing partial differential equations were transformed to nonlinear ordinary differential equations (ODEs) via suitable similarity variables.The wall suction/injection as well as Navier's first-order slip has been considered for velocity, temperature, and concentration at the wall. The ODEs were solved in a finite difference framework via a computer program written in Engineering Equation Solver platform. The effect of different parameters on the velocity, temperature, and concentration field has also been presented. Multiple slip flow finds its application in many practical fields such as microelectromechanical systems, nanoelectromechanical systems, flow of micro-organisms, rarefied gas flow, to name a few.

Characteristics of Darcy–Forchheimer drag coefficients and velocity slip on the flow of micropolar nanofluid

“…Nazari and Sarafraz recently published a paper with their colleagues on the thermal properties of micropolar nanofluids. 18,19 Researchers [20][21][22][23][24][25][26][27][28] considering different aspects of MHD and nanofluid flow have shown their interests and drawn some useful behaviors of the above fluid. Furthermore, Shafiq et al [29][30][31][32][33][34][35][36][37] have investigated several aspects of flow properties considering various nanofluids.…”

Significance of exponential space‐based heat source and inclined magnetic field on heat transfer of hybrid nanoliquid with homogeneous–heterogeneous chemical reactions

“…Swain et al 4 carried out a numerical study to analyze the influence of slip boundary conditions on the transition of nanoliquid along the stretchable sheet. Barik et al 5 examined the chemically reactive nanofluid past an inclined elongated sheet with slip conditions. Ibrahim and Negera 6 investigated the upper‐convected Maxwell nanoliquid with chemical reaction.…”

A comparative note on the free convection of micropolar nanofluid due to the interaction of buoyancy and the dissipative heat energy

“…Furthermore, Rashidi et al 11 proposed the aforesaid flow pattern with the Navier boundary state and solved the problem employing the DTM-Pade, an approximate analytical technique. Several authors [12][13][14][15][16] have worked on the flow behavior of the nanofluids, imposing the thermophysical model, such as the KKL model and they have used both analytical and numerical techniques for the solution of the transformed model. In particular, they have proposed the homotopy analysis method, finite difference method, and Adomian decomposition method, and so on, in various engineering applications, such as pumps and engines, astrophysics, aerodynamics, nuclear physics, and so on.…”