Multiphysical analysis of the Hall and dufour effects on radiatively accelerated casson fluid flow past an inclined rotating porous plate with chemical reaction

The examination of non-Newtonian fluid dynamics influenced by simultaneous thermal and electromagnetic
interactions is crucial for sophisticated engineering applications, including energy systems, material processing,
and thermal management. This study investigates the cumulative effects of Hall current, the Dufour effect,
radiation-assisted heat generation, and rotation on the unsteady flow of a Casson fluid across an inclined,
exponentially accelerating, heated permeable plate. The originality of this study lies in the concurrent examination of these interrelated physical mechanisms within a rotating porous framework, which has received
minimal attention in the current literature. Using the Laplace inversion method, we may write down and solve
the governing equations for momentum, energy, and concentration. The findings indicate that fluid velocity
increases with elevated heat generation, Hall current, and Dufour number, whereas it decreases with increasing
radiation and rotational parameters. Additionally, the impacts on the skin friction coefficient, Nusselt number,
and Sherwood number are measured and shown in tables and graphs.