Entropy Analysis Due to Free Convection Flow along a Vertical Surface

Abstract

This thesis primary goal is to assess how free convection flow along a vertical surface affects the entropy analysis. The assessment is divided into five chapters. The irreversibility of free or forced convection in the presence or absence of nanoparticles is covered in detail in the first chapter in both major and minor features. In the second chapter, fundamental fluid definitions, ideas, and laws have been covered. A review of an article on entropy generation over MHD mixed convection flow inside an inclined stretched sheet is found in the third chapter. The correct tensor is used to generate the governing equations for continuity, momentum, and Temperature. These equations are then transformed into dimensionless form via similarity transformation and numerically solved. The fourth chapter extends the third chapter and applies thermal radiation during convection while considering nanofluid particles and form parameters using the KKL model. Graphs are used to illustrate how Velocity, Temperature, Bejan number, and entropy generation number are affected by the magnetic field, convection, shape parameter, temperature parameter, and Prandtl number. In chapter five, the conclusion is written