Magnetohydrodynamic hybrid nanofluid flow through moving thin needle considering variable viscosity and thermal conductivity

• Published in: Advances in Mechanical Engineering 2023-11, Vol.15 (11)
• Main Authors: Ferdows, Mohammad, Jahan, Sultana, Tzirtzilakis, Efstratios, Sun, Shuyu
• Format: Article
• Language: English
• Subjects: Boundary value problems; Coefficient of friction; Crystal growth; Field strength; Fluid flow; Glass fibers; Graphene; Heat conductivity; Heat generation; Heat transfer; Heat transmission; High temperature; Hot rolling; Iron oxides; Magnetic fields; Nanofluids; Nanoparticles; Ordinary differential equations; Partial differential equations; Prandtl number; Skin friction; Temperature; Temperature dependence; Temperature distribution; Temperature profiles; Thermal boundary layer; Thermal conductivity; Viscosity
• ISSN: 1687-8132; 1687-8140
• DOI: 10.1177/16878132231208272

In modern science and technology, industrial applications that deal with the problem of continuously moving thin needle, surrounded with fluid in sectors like hot rolling, crystal growing, heat extrusion, glass fiber drawing, etc., are rapidly increasing. Such processes involve high temperatures which may affect the fluid properties that is, viscosity and thermal conductivity. So, it’s crucial to understand temperature-dependent fluid properties. Focused on these assumptions, the main objective of the current research work is to investigate how temperature-dependent fluid properties might improve the heat transfer efficiency and performance evolution of hybrid nanofluid in the presence of transverse magnetic field over a moving thin needle. Variable Prandtl number is also introduced to observe flow fluctuation, the effect of adding nanoparticles, and enhancement in heat transmission. The results are obtained for different needle thicknesses, temperature-dependent viscosity, temperature-dependent thermal conductivity, and heat generation. Moreover, Fe3O4/Graphene nanoparticles are considered to be dispersed in water. The governing partial differential equations of flow and heat transfer are transformed into a system of coupled nonlinear ordinary differential equations using analysis of similarity conversion. Subsequently, the numerical solution of the problem is attained by employing the MAPLE software. The fourth-fifth-order Runge-Kutta-Fehlberg (RFK45) approach is used by default in this MAPLE program to address the numerical problem of boundary value. The velocity and temperature field are pictured for different values of the parameters as well as physical quantities of interest such as skin friction coefficient and rate of heat transfer are visually depicted in graphs and tables. It is found that fluid motion and energy transport are highly regulated by the variation of magnetic field strength. As the volume fraction of Fe3O4 is increased, the heat generation, and thermal conductivity parameter vehemently enhance the temperature profile which leads to a rise in thermal boundary layer. A strong augmentation in the heat transfer rate has been found with the increment in the variable Prandtl number.