Investigation of MHD Non-Newtonian Fluid in an Inclined Tube with Cilia Effects and Condition at the Convective Boundary

Abstract

This paper deals with the exploration of MHD Jeffrey six constant fluid with effects and convective boundary condition in an inclined tube. Mixed convection circumstances' significance is also explored. Using the assumptions of low Reynolds number and long
wave length, the governing equations of non-Newtonian fluid and heat are first simulated and then condensed. The homotopy perturbation approach (HPM) is implemented to solve the velocity profile for velocity when determining the accurate solutions for the
temperature equation. With the use of graphs, the established formulas for the profile of temperature and velocity are illustrated, and the consequences of different newly emerging parameters are explored for modified peristaltic waves. It has been established that the heat transfer decreases as the Biot number will increase.