Heat Transfer · 2025 · 28 citations · 45 references
EngineeringMechanical EngineeringPhysicsFluid DynamicsHeat TransferThermodynamicsBiofluid MechanicsHeat FlowHeat Transfer AnalysisHeat Transfer In FluidsHeat Transfer In ReactorsMagnetohydrodynamicsLiquid FlowNumerical Solutions Of Ordinary Differential EquationsRadiative Heat Transfer In FluidsThermal Fluid DynamicsThermal RadiationThermal Radiation EffectsThermo-fluid DynamicsVolume Fraction Effects
ABSTRACT The fluid flow between two parallel disks subjected to a low‐oscillating magnetic field has important applications in magnetohydrodynamic systems, where controlling the flow of electrically conducting fluid is essential. This setup is used in cooling systems for advanced electronics and nuclear reactors, where precise thermal management is required. In view of this, the current investigation explores the effect of a low‐oscillating magnetic field on the liquid flow with bio‐convection and moving motile microorganisms between two parallel disks. It is expected that the lower disk is rotating, while the upper disk is stretching. Additionally, the consequence of non‐uniform heat source/sink, non‐linear thermal radiation, and chemical reaction on the fluid flow is considered in the analysis. The current issue's governing partial differential equations (PDEs) are transformed into dimensionless ordinary differential equations (ODEs) using appropriate similarity variables. The resultant ODEs are numerically solved using Runge Kutta Fehlberg's fourth‐fifth order (RKF‐45) approach. The significance of several parameters on the various profiles is depicted with graphic illustrations. The results indicate that higher solid volume fraction and effective magnetization parameter enhance radial velocity while reducing tangential velocity. The thermal profile intensifies with the improvement of radiation and heat source/sink parameters. The microorganism profile drops with the increase in values of Lewis and Peclet numbers.
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Yu‐Ming Chu, Umar Nazir, Muhammad Sohail et al. · Fractal and Fractional · 2021 · 485 citations · Full text
R. S. Varun Kumar, R. Naveen Kumar, R. J. Punith Gowda et al. · International Journal for Computational Methods in Engineering Science and Mechanics · 2021 · 172 citations