A Computational Scheme for Stochastic Non-Newtonian Mixed Convection Nanofluid Flow over Oscillatory Sheet

Stochastic simulations enable researchers to incorporate uncertainties beyond numerical discretization errors in computational fluid dynamics (CFD). Here, the authors provide examples of stochastic incompressible flows and solutions for validating these newly emerging modeling methods. A scheme is constructed finding parabolic equations. The second-order accurate time constant coefficient Wiener process term. stability analysis also provided. applied dimensionless heat mass transfer model mixed convective non-Newtonian nanofluid flow over oscillatory sheets. Both deterministic energy equations use temperature-dependent thermal conductivity. more general than model. results are calculated both flat plates. Casson parameter, thermophoresis, Brownian motion Prandtl number, Schmidt reaction rate parameter all impact velocities, temperatures, concentrations shown graphs. Under influence oscillating plate, reveal that concentration profile decreases with increasing parameters increases thermophoresis parameters. behavior velocity models provided, contour plots displayed. This article aims a state-of-the-art overview recent achievements field (SCFD) while pointing out potential future avenues unresolved challenges mathematics community investigate.