Convective Heat and Mass Transfer Rate on 3D Williamson Nanofluid Flow via Linear Stretching Sheet with Thermal Radiation and Heat Absorption

Abstract

A mathematical analysis is communicated to the thermal radiative and heat absorption effects on 3D MHD Williamson nanoliquid motion via stretching sheet. The convective heat and mass boundary conditions are taken in sheet when liquid is motion. The suitable similarity transformations, non-dimensionless has been utilized for reduce basic governing PDE’s into coupled system of ODE’s, also compute numerical solutions with the help of 4th order R-K-F procedure with shooting technique in MATLAB programming. The various physical parameters analysed numerically on \(f'(\eta )\)(“Velocity profile”),\(\operatorname{Re} _{x}^{{ - 1/2}}N{u_x}\) (“Heat Transfer Rate”) and \(\operatorname{Re} _{x}^{{ - 1/2}}Sh\) (“Mass Transfer Rate”). We noticed that, the \({\operatorname{Re} _x}^{{1/2}}{C_{fx}}\)(“Skin friction coefficient along \({x^*}\)-axis”), \({\operatorname{Re} _x}^{{1/2}}{C_{fy}}\)(“Skin friction coefficient along \({y^*}\)-axis”) and also compared with precious results and present results for various conditions. Finally, in the present result is good invention of the previous results.

Numerical Study on Heat Transfer in Carreau Fluids with Nanofluid Flow over a Curved Stretched Surface

“…In order to shed light on complex flow behavior, Waini et al [18] investigated the effects of diffusion on nanofluid flow through a movable, thin needle. In order to gain knowledge for industrial applications, Jagadeesh et al [19] investigated the function of nanofluids in the canning of tiny electrical devices. By presenting a work involving hybrid nanofluid flow across a curved expanded surface, Hosseinzadeh et al [20] furthered the conversation.…”