This study investigates the effects of a nonlinear stretched surface in a two-dimensional Modified Eyring-Powell liquid due to a double stratified chemical reactive flow of non-Fourier heat flux. We study the flux model which is the generalized form of Fourier's classical expression with thermal relaxation time. The temperature-dependent thermal conductivity is taken into consideration and the stretched surface's thickness is variable. The similarity transformation approach is used to convert the governing system of PDEs into a collection of connected nonlinear ordinary differential systems. The resulting problems are tackled via the application of homotopy analysis approach. Skin friction c... More >

The simulations for non-Fourier heat transfer model has been performed for modified Eyring-Powell fluid, comprising the vairbale visocity. The interia outcomes for thermal problem are evaluated by interpreating the Darcy-Forchheimer features. The investigation for visualzing the heat transfer aspects is subject to variable thermal conductivty. The induction of flow is nonlinear moving surface. After developing the governing expressions, analytical treamtnet of problem is presented. The results are graphically presented to endorse physical aspects of current model. More >