INTRODUCTION TO FLUID MECHANICS

Chapter 4 Basic Equations in Integral Form for a Integral Form for a Control Volume Lecturer: M. R. Mohaghegh © Fox, Pritchard, & McDonald INTRODUCTION TO FLUID MECHANICS Mi T i a n Topics  Basic Laws for a System Basic Laws for a System  Relation of System Derivatives to the Control Volume Formulation to the Control Volume Formulation  Conservation of Mass  Momentum Equation for Momentum Equation for Inertial Control Volume  Momentum Equation for Inertial Control Momentum Equation for Inertial Control Volume with Rectilinear Acceleration  The Angular Momentum Principle The Angular Momentum Principle  The First Law of Thermodynamics  The Second Law of Thermodynamics Lecturer: M. R. Mohaghegh © Fox, Pritchard, & McDonald The Second Law of Thermodynamics Basic Laws for a System Conservation of Mass Lecturer: M. R. Mohaghegh © Fox, Pritchard, & McDonald Basic Laws for a System Momentum Equation for Inertial Control Volume Inertial Control Volume Lecturer: M. R. Mohaghegh © Fox, Pritchard, & McDonald Basic Laws for a System The Angular Momentum Principle Lecturer: M. R. Mohaghegh © Fox, Pritchard, & McDonald Basic Laws for a System The First Law of Thermodynamics Lecturer: M. R. Mohaghegh © Fox, Pritchard, & McDonald Basic Laws for a System The Second Law of Thermodynamics Lecturer: M. R. Mohaghegh © Fox, Pritchard, & McDonald Relation of System Derivatives to Relation of System Derivatives to the Control Volume Formulation Extensive and Intensive Pro perties Lecturer: M. R. Mohaghegh © Fox, Pritchard, & McDonald R l i fS D i i R e lat ion o f System Der ivat ives to the Control Volume Formulation the Control Volume Formulation R ld T t Th Reynolds Transpor t Theorem