Modelling and Analysis of Three-Dimensional Maxwell-Nanofluid Flow over a Bi-Directional Stretching Surface in the Presence of a Magnetic Field

This work models a three-dimensional, steady, incompressible, viscous, non-Newtonian Maxwell fluid flow over a bidirectional stretching surface, both computationally and numerically. Under Brownian motion, thermophoresis, thermal, and mass Biot numbers, the effects of Soret and Dufour on three-dimensional upper-convected Maxwell-Nanofluid flow across a bidirectional stretching surface are examined in the current study. The latest information on the unique and innovative properties of nanofluids is also provided. The energy equation includes a nonlinear radiative heat flow, according to the Rosseland approximation. By adding applicable dimensionless variables and parameters, the governing equations are converted to dimensionless form and solved via a finite element system. The study provides a thorough examination of the ways different variables and other relevant parameters affect the flow variables. These findings are made visually clear and offer valuable insight into the flow scenario using graphical representations. The results indicate that the plan is appropriate for solving the current issue. This new research has implications for energy systems, biomedical engineering, and aeronautics, as well as significant implications for the food industry. This investigation's numerical findings are felt and validated.