Researchers are interested in the non-Newtonian fluid flow with mixed convection because of its extensive use in industry and manufacturing. Additionally, thermal radiation in convective heat transfer is critical for thermal transmission regulation. As a result, the authors provide an in-depth study of how mixed convective effects on concentration and temperature impact mass, heat, and non-Newtonian Casson fluid flow. A transverse magnetic field and vertical permeable stretched sheet affect the fluid. Nonlinear thermal radiation, Brownian motion, thermophoresis, velocity slip, and temperature slip are all examined. The governing nonlinear partial differential equations (PDEs) can be changed into especially nonlinear coupled ordinary differential equations (ODEs) with the right similarity transformation. We use the RK-45 technique in Mathematica to solve the system to accommodate different physical attributes. The data are analyzed graphically. This study shows that increasing the free convection parameters $ \text{Gr}$ and $ \text{Gc}$ improves the velocity profile. However, the Casson parameter, magnetic field, velocity slip, and mass suction parameter lower it. Increasing $ \text{Gc, Nb, Nt, Rd}$, and $ \theta _{w}$ parameters lead to a higher temperature profile, whereas $ \beta ,\text{Gr},S$, and $ \varepsilon $ parameters have the opposite. Increased concentration is shown with $ \beta $ and $ \text{Nt}$ parameters, whereas $ \text{Gc, Gr, CR, Le,}$ and $ \text{Sc}$ have the opposite impact. Skin friction increases against $ \delta $ and $ \text{Gr}$ and reduces for S and M Heat transfer increases for $ \beta ,\text{ Gc, Gr,}$ and S whereas reduces for $ \varepsilon \text{ Nb, Nt,Rd,}$ and $ \theta _{w}.$ Mass transfer increases for $ \text{CR, Gr, Gc, Le, Nb,}$ and $ \text{Sc}$ and reduces for $ \text{Nt}$ and $ \beta $.
- Book : 39(1)
- Pub. Date : 2025
- Page : pp.2450383
- Keyword :