AbstractFlow‐induced by bidirectional stretching surfaces has significant applications in various engineering processes. This study aims to address the research gap in understanding the three‐dimensional flow of nanofluid over a flat bidirectional stretching surface in a porous medium considering both axisymmetric and non‐axisymmetric scenarios. The analysis incorporates the effects of radiation, internal heat sources, viscous dissipation, and Joule heating. A single‐phase approach is utilized to model the problem. The governing nonlinear PDEs are non‐dimensionalized and transformed into a set of ordinary differential equations using appropriate proportional similarity transformations. A numerical solution is obtained using an implicit finite difference scheme. Using graphical representations, the influence of the Eckert and Prandtl numbers, along with parameters such as permeability, stretching, radiation, and heat sources, is inspected. The study reveals that porosity and magnetic parameters reduce fluid velocity while enhancing the temperature distribution. Conversely, the Eckert number, radiation, and heat source parameters increase the nanofluid temperature. Furthermore, the dimensionless friction coefficient and Nusselt numbers at the boundary are illustrated and computed. These findings offer valuable insights into the fluid dynamics and heat transfer characteristics of the system, enhancing the comprehension of these complex phenomena.
Read full abstract