Viscous and Joule's dissipation on Casson fluid over a chemically reacting stretching sheet with inclined magnetic field and multiple slips

Multiple slips are most significant in many biological processes such as blood pumping from heart to various parts of body, endoscopy treatment, distribution of food and controlling the heat transport phenomena. By considering this, in the present investigation we analysed the multiple slips and joule's dissipation on magnetic Casson fluid over a stretching surface. To control the heat and mass transport phenomena we also included the heat source or sink, chemical reaction and thermal radiation. The arising physical governing systems of partial differential equations (PDEs) are transformed into ordinary differential equations (ODEs). The transformed governing equations are solved numerically by using Runge-Kutta-Fehlberg method. We presented the numerical solutions for various governing parameters (Eckert number, Joule heating parameter, velocity, thermal and mass slip parameters etc) on velocity, temperature and concentration profiles. Graphical and numerical results are described for the various parameters of attention entering into the modelled problems. The present numerical results are compared with published results. It is found that the slip have propensity to control the boundary layer flow.