MHD Nanofluid Flow and Heat Transfer due to Rotating Disk with Boundary Condition of Third Kind

A novel numerical approach is developed to examine the boundary layer flow, heat and mass transfer of rotating nanofluid with boundary conditions of third kind on the rotating disk. The rotating disk exchanges heat with an external hot fluid. The famous Buongiorno model has been used to subsume Brownian motion and thermophoresis of the nanofluid. Moreover, Passive control of nanoparticle-concentration at the wall of the disk is applied. A suitable similarity transformation is applied to form a system of non-linear ordinary differential equations from the governing partial differential equation. Runge-Kutta-Felberg method with shooting technique is used to solve the resultant equations. The impact of several exciting pertinent parameters on the boundary layer characteristics is examined through graph