Abstract
The article concentrates on the analysis of heat transfer phenomena incorporated with Cattaneo–Christov model of heat flux in magnetohydrodynamic Eyring–Powell fluid flow in a semipermeable curved channel. The flow equations are modeled by introducing the curvilinear coordinates system. The governing mathematical equations are reformed into ordinary differential equations by utilizing nonlinear type of similarity variables. The obtained mathematical model is solved numerically by utilizing shooting method. The obtained results are also validated with the well-known finite difference algorithm known as Keller-box method. The impact of diverse parameters on the flow and physical quantities like rate of heat transport and shear stress is investigated and discussed in detail via graphs and table. It is noticed that an increase in the fluid parameter increases the velocity of the fluid, whilst an increase in the thermal relaxation parameter decreases the temperature of the fluid.
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