Abstract
The numerical analysis of thermal emission on a magneto-hydrodynamics (MHD) stream of a viscous in-compressible nano-fluid due to an exponentially stretched sheet with warm and mass fluxes frontier conditions in the occurrence of viscous dissipation were examined in this work. Using self-similarity transformation, the controlling PDEs are altered into a set of ODEs, which are after that numerically solved via the shooting procedure and a 4th Runge-Kutta method. On the non-dimensional stream, temperature, nano-particle capacity percent, and confined Nusselt and Sherwood figures, the consequences of many miscellaneous constraints are illustrated. The mathematical values of the friction factor coefficient, as well as confined Nusselt and Sherwood statistics, are computed and examined.
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