Abstract
The current pagination is devoted to offering the untapped features of non-Newtonian rotatory magnetized fluid flow over the solid disk. The said non-Newtonian fluid model is a Powell–Eyring fluid model. The flow field is further carried with suspended nanoparticles with velocity slip effects. The strength of the article is a complex mathematical modeling subject to physical effects mentioned before, and the computational results are provided through the self-coded algorithm rather than to move on with the usual built-in scheme. To make the implementation possible, the obtained flow-narrating system is converted into a system having fewer independents. The key involved parameters are Powell–Eyring fluid, magnetic field, velocity slip, thermophoresis, and Brownian motion parameters. The dependent quantities namely axial, tangential velocities, temperature, and concentration are examined against flow-controlling parameters. The obtained outcomes in this direction are offered by means of graphical trends. It is noticed that both axial and radial velocities possess direct relation with Power–Eyring parameter ( M). The Powell–Eyring fluid temperature is an increasing function of the thermophoresis parameter. Furthermore, the Powell–Eyring concentration enhances significantly toward the higher values of the Brownian motion parameter.
Highlights
Fluid flow realization due to the rotation of disk persuades theoretical and practical significance of engineering and applied sciences
The physical and thermal features of an MHD PE fluid that flows through a stretched surface along with heterogeneous and homogeneous reactions and chemically reactive species is discussed by Khan and colleagues.[15,16]
Since we have considered the non-Newtonian fluid model and the destruction toward fluctuation velocity gradients by the action of viscous stresses is assumed to be very small, the viscous dissipation individualities are neglected
Summary
Fluid flow realization due to the rotation of disk persuades theoretical and practical significance of engineering and applied sciences. The physical and thermal features of an MHD PE fluid that flows through a stretched surface along with heterogeneous and homogeneous reactions and chemically reactive species is discussed by Khan and colleagues.[15,16] Rehman and colleagues[17,18] consider the stagnation point in the flow of PE fluid through the cylinder with effects of magneto-nanofluid. Mahanthesh et al.[32] designed a 3D flow of a PE nanofluid flow through a stretchable sheet under the impact of Joule heating, applied magnetic field, and thermal radiation They examined that the thermal energy of the fluid increases with increasing viscous dissipation. Using equation (21), equations (13)–(16) along with boundary conditions equation (17) has been adapted to a system of nine first-order simultaneous equations
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