Publications by authors named "Qiu-Hong Shi"
The numerical analysis of MHD boundary layer non-Newtonian micropolar fluid due to an exponentially curved stretching sheet is developed in this study. In the energy equation effects of viscous dissipation are included. For the mathematical description of the governing equations curvilinear coordinates are used.
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- A mathematical model was created to analyze the behavior of Cross nanoliquid flow over a stretching sheet, considering effects like thermal radiation, chemical reactions, and heat sources/sinks.
- The study transformed complex partial differential equations into simpler ordinary ones using similarity transformations, and the shooting method was applied for numerical analysis.
- The results indicated that increasing magnetic and Rayleigh numbers reduces fluid velocity, while higher Biot number and thermal parameters increase the thermal boundary; however, a higher Prandtl number has the opposite effect.
This paper presents the analysis of transfer of heat and mass characteristics in boundary layer flow of incompressible magnetohydrodynamic Maxwell nanofluid with thermal radiation effects confined by exponentially shrinking geometry. The effects of Brownian motion and thermophoresis are incorporated using Buongiorno model. The partial differential equations of the governing model are converted in non-dimensional track which are numerically inspected with proper appliances of Runge-Kutta fourth order scheme.
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