Dufour–Nanoparticle Effects of Magnetohydrodynamic Casson Nanofluid over a Stretching Sheet
Keywords:
Non-Newtonian, Schmidt number, Chemical Reaction, Boundary Layer, Heat, Mass TransportAbstract
The magnetohydrodynamic flow of a Casson nanofluid, governed by key thermophysical parameters, is examined in this study. The flow is generated by a linearly stretching surface and is influenced by a transverse magnetic field, thermal radiation, and internal heat generation or absorption. To simplify the governing transport equations, suitable similarity variables are introduced, reducing them to a coupled set of nonlinear ordinary differential equations. These dimensionless equations are solved numerically using a shooting technique integrated with a fourth‑order Runge–Kutta algorithm, and the accuracy of the results is confirmed through MATLAB’s bvp4c solver. The analysis reveals that a stronger magnetic field slows fluid motion while increasing temperature and concentration distributions due to enhanced Lorentz force effects. A rise in the chemical reaction parameter diminishes the velocity, thermal, and concentration fields as reactive interactions intensify. The Dufour number increases with higher temperatures and amplifies concentration through cross‑diffusion effects. In contrast, higher Schmidt numbers reduce the velocity, temperature, and concentration distributions, reflecting weakened mass diffusivity.
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Copyright (c) 2026 Anselm Onyekachukwu Oyem, Onojovwo Felix Tega, Jessica Mrumun Gyegwe, Sunday Obomeviekome Imoni

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