Significance of Nonsimilar Numerical Simulations in Forced Convection from Stretching Cylinder Subjected to External Magnetized Flow of Sisko Fluid

Abstract

The practice of flowing effort is participating in various industries especially in nutrition productions all around the world. These fluids practices are utilized extensively in nutrition handling productions by making use of sticky liquids to produce valuable food manufactured goods in bulk. Nevertheless, such productions ought to guarantee that involved equipment such as pipelines are maintained clean as well as are cleared out for the efficient movement of fluids. The nonsimilar characteristics of involuntary convection from circular cylinder stretching in the axial direction subjected to an external flow of Sisko fluid characterized by the freely growing boundary layers (BL) are presented in this research. A circular cylinder is submerged in a stationary fluid. The axial stretching of the cylinder causes external fluid flow. The magnetic force of strength ″ B 0 ″ is enforced in the transverse direction. Because of the fluid's high viscosity, frictional heating due to viscous dissipation is quite significant. The flow is three dimensional but with no circumferential variations. The governing equations for axisymmetric flow that include the mass balance, x -momentum, and heat equation are modeled through conservation laws. The dimensionless system is developed by employing appropriate nonsimilar transformations. The numerical analyses are presented by adapting local nonsimilarity via finite-difference (FDM)-based MATLAB algorithm bvp4c. The characteristics of dimensionless numbers are determined by graphs that are plotted on momentum and heat equations. The nonsimilar simulations have been compared with the existing local similar solutions. Fluid velocity is increased as the material and curvature parameters are increased, resulting in improved heat transfer. The deviation in skin friction and local Nusselt number against the various dimensionless numbers is also analyzed.

Nonsimilar analysis of ternary hybrid Eyring–Powell nanofluid flow over a linearly stretching surface

“…Rashid and Liang (2020) examine the influence of nanoparticle shape on the flow and heat transmission of an MHD nanofluid across a revolving stretching disc in a precursor medium. Forced convection nonsimilar boundary flow of magnetized Sisko fluid through a stretched cylinder was studied by Cui et al . (2021).…”

“…Rashid and Liang (2020) examine the influence of nanoparticle shape on the flow and heat transmission of an MHD nanofluid across a revolving stretching disc in a precursor medium. Forced convection nonsimilar boundary flow of magnetized Sisko fluid through a stretched cylinder was studied by Cui et al (2021). Brownian motion and thermophoresis effects of nanoparticles were included in a computational investigation of the magnetized boundary layer of Sisko nanofluid by Jan et al (2022).…”

Computational convection analysis of second grade MHD nanofluid flow through porous medium across a stretching surface

“…Under the assumption of first-order compound response and zero nanoparticle flux, Dey et al [30] investigated the effects of exterior magnetic field on the convective flow of nanofluid through an absorbent surface. The forced convection flow of magnetized Sisko fluid over a stretching cylinder was investigated by Cui et al [31]. Wang et al [32] conducted numerical study of the flow of Sisko-nanofluids considering Buongiorno fluid model in the horizontal direction over a stretching/shrinking surface, as well as thermal radiation, Brownian diffusion, and thermophoresis, all of which were solved using the Galerkin weighted residual method and validated using the spectral collocation method.…”

“…The forced convection flow of magnetized Sisko fluid over a stretching cylinder was investigated by Cui et al. [31]. Wang et al.…”

ANN-Based Computational Heat Transfer Analysis of Carreau Fluid over a Rotating Cone

“…The work of Shah et al [26][27][28] explored the use of computer models to examine temperature control in non-Newtonian fluids, the effect of hybrid nanoparticles on nanofluid dynamics, and the influence of magnetism on the diffusion of thermophoretic particles in turbulent flows. Jan et al [29][30][31][32] examined heat transmission in hybrid nanofluids across stretched surfaces using numerical simulations to determine how magnetization, fluid non-similarity, and external forces affect Sisko fluid thermal properties. The research conducted by Ashraf et al [33][34][35][36][37], addressed a wide variety of parameters, but center on heat and mass transport within particular flows of non-Newtonian fluids.…”