Exact Solution of Nanofluid Flow over a Stretching/Shrinking Sheet with Dual Availability.

Abstract

The present thesis determines the concept of the exact solution of nanofluid flow over a stretching/shrinking sheet with dual availability in the following steps. The thesis framework has been developed in the following way. In the first chapter, exhaustive literature is discussed for the exact solution of nanofluid flow across a stretching/shrinking sheet with dual availability. The precis details about nanofluids, boundary layer theory and heat transfer are discussed. Basic fluid terminologies and fundamental laws are explored in the second chapter. In third chapter, an article, closed solution of boundary layer flow on a moving surface embedded by nanofluid in the presence of magnetic field and suction/injection is reviewed. By using appropriate tensor, develop the continuity, energy and momentum equations. converted governing PDEs into dimensionless non-linear ODEs by adoption of favorable similarity variables and then solved analytically. In fourth chapter, extended the above mention work by applying porosity, thermal radiation and viscous dissipation to determine the dissipated energy during heat transfer. The consequences of porosity Φ, suction/injection fw, stretching λ, and magnetic effect M on skin friction, velocity, temperature, and streamlines are well explored and showcased. An analysis of conclusions are included in fifth chapter