Abstract
Due to enhanced thermal aspects, the nanofluids present novel applications in the many engineering phenomenon like thermal extrusion, heat transmitting devices, energy production, nuclear processes, cooling procedure, thermal systems, solar energy, bio-medical processes, etc. This mathematical model proposed the more impressive thermal features of Eyring-Powell nano-material with new impact of nonlinear mixed convection. Additionally, the heat transfer enhancement is claimed by utilizing thermal radiation and magnetic force features. The accelerated flow pattern is observed via three-dimensional periodically moving configuration. The nanofluidic outcomes of Brownian and thermophoretic properties are focused out via Buongiorno's nanofluid model. Apposite conversions are engaged to acquire dimensionless form of formulated nonlinear problem and then such transmuted equations elucidated analytically via homotopic technique. A complete graphical investigation for diverse influential parameters on velocity change, diffusion phenomenon, and wall shear surfaces is observed. Furthermore, the tables for numerical calculations of local Nusselt and Sherwood numbers are structured and discussed. It is perceived that the effects of material fluid parameter and magnetic parameter on both components of velocity are quite conflicting. The highly improved change in heat transfer is visualized for radiation parameter. Moreover, both temperature and concentration distributions show decreasing tendency for enhancement in fluid parameter.