Chemically Reacting Maxwell Fluid Flow to a Porous Stretching Sheet: Magnetic Field, Velocity and Concentration Slip Effects
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Abstract
The current research objective is to employ numerical methods to observe the Maxwell fluid flow dynamics in the vicinity of a stretched surface through a chemical reaction of medium that is porous, nanoparticles, multiple slip, and magnetic field effects are influenced by convective boundary conditions. The outcome of thermophoresis and Brownian motion on the energy and concentration equations will be taken into account even as modelling the Maxwell-nanofluid flow. The dimensionless form of the fundamental governing equations is obtained through similarity transformations. The numerical solution of these dimensionless problems has been achieved through the utilisation of the Runge-Kutta technique through shooting method. This study's primary objective is to investigate key engineering factors that stem from the governing equations and their impact on profiles of temperature, concentration, and velocity. The graphic depicts an analysis of the aforementioned consequences. Furthermore, tabular formats are employed to communicate the quantitative values of diverse engineering parameters, such as skin-friction, Sherwood number, and Nusselt number coefficients. Also, a numerical comparison with previously published data at program code validation is presented