R. C. Hibbeler graduated from the University of Illinois at Urbana with a BS in Civil Engineering (majoring in Structures) and an MS in Nuclear Engineering. He obtained his PhD in Theoretical and Applied Mechanics from Northwestern University. Professor Hibbeler's professional experience includes postdoctoral work in reactor safety and analysis at Argonne National Laboratory, and structural and stress analysis work at Chicago Bridge and Iron, as well as at Sargent and Lundy in Chicago. He has practiced engineering in Ohio, New York, and Louisiana.Professor Hibbeler currently teaches both civil and mechanical engineering courses at the University of Louisiana - Lafayette. In the past, he has taught at the University of Illinois at Urbana, Youngstown State University, Illinois Institute of Technology, and Union College.

• 1 Fundamental Concepts1-1. Introduction1-2. Characteristics of Matter1-3. The International System of Units1-4. Calculations1-5. Problem Solving1-6. Basic Fluid Properties1-7. Viscosity1-8. Viscosity Measurement1-9. Vapor Pressure1-10. Surface Tension and Capillarity  2 Fluid Statics2-1. Pressure2-2. Absolute and Gage Pressure2-3. Static Pressure Variation2-4. Pressure Variation for Incompressible2-5. Pressure Variation for Compressible Fluids2-6. Measurement of Static Pressure2-7. Hydrostatic Forces on Plane Surfaces2-8. Hydrostatic Forces on an Incline Plane or Curved Surface Determined by Projection2-9. Buoyancy2-10. Stability2-11. Constant Accelerated Translation of a Liquid2-12. Steady Rotation of a Liquid  3 Kinematics of Fluid Motion3-1. Types of Flow Description3-2. Types of Fluid Flow3-3. Graphical Descriptions of Fluid Flow3-4. Fluid Acceleration3-5. Streamline Coordinates3-6. The Reynolds Transport Theorem  4 Conservation of Mass4-1. Rate of Flow and Average Velocity4-2. Continuity Equation  5 Energy of Moving Fluids5-1. Euler’s Equations of Motion5-2. The Bernoulli Equation5-3. Applications of Bernoulli’s Equation5-4. Energy and the Hydraulic Gradient5-5. The Energy Equation  6 Fluid Momentum6-1. The Linear Momentum Equation6-2. The Angular Momentum Equation6-3. Propellers6-4. Applications for Control Volumes Having Rectilinear Accelerated Motion6-5. Turbojets6-6. Rockets  7 Differential Fluid Flow7-1. Differential Analysis7-2. Kinematics of Differential Fluid Elements7-3. Circulation and Vorticity7-4. Conservation of Mass7-5. Equations of Motion of a Fluid Particle7-6. The Euler and Bernoulli Equations7-7. The Stream Function7-8. The Potential Function7-9. Basic Two-Dimensional Flows7-10.  Superposition of Flows7-11. The Navier-Stokes Equations7-12. Computational Fluid Dynamics  8 Dimensional Analysis and Similitude8-1. Dimensional Analysis8-2. Important Dimensionless Numbers8-3. The Buckingham Pi Theorem8-4. Similitude  9 Viscous Flow Within Enclosed Surfaces9-1. Steady Laminar Flow between Parallel Plates9-2. Navier-Stokes Solution for Steady Laminar Flow Between Parallel Plates9-3. Steady Laminar Flow Within A Smooth Pipe9-3. Laminar and Turbulent Shear Stress Within a Smooth Pipe9-4. Navier-Stokes Solution for Steady Laminar Flow Within a Smooth Pipe9-5. The Reynolds Number9-6. Laminar and Turbulent Shear Stress Within a Smooth Pipe9-7. Fully Developed Flow From an Entrance9-8. Turbulent Flow Within a Smooth Pipe  10 Analysis and Design for Pipe Flow10-1. Resistance to Flow in Rough Pipes10-2. Losses Occurring From Pipe Fittings And Transitions10-3. Single Pipeline Flow10-4. Pipe Systems10-5. Flow Measurement  11 Viscous Flow Over External Surfaces11-1. The Concept of the Boundary Layer11-2. Laminar Boundary Layers11-3. The Momentum Integral Equation11-4. Turbulent Boundary Layers 11-5. Laminar and Turbulent Boundary Layers11-6. Drag and Lift11-7. Pressure Gradient Effects11-8. The Drag Coefficient11-9. Methods for Reducing Drag11-10. Lift and Drag on an Airfoil  12 Turbomachine

R. C. Hibbeler graduated from the University of Illinois at Urbana with a BS in Civil Engineering (majoring in Structures) and an MS in Nuclear Engineering. He obtained his PhD in Theoretical and Applied Mechanics from Northwestern University. Professor Hibbeler's professional experience includes postdoctoral work in reactor safety and analysis at Argonne National Laboratory, and structural and stress analysis work at Chicago Bridge and Iron, as well as at Sargent and Lundy in Chicago. He has practiced engineering in Ohio, New York, and Louisiana.Professor Hibbeler currently teaches both civil and mechanical engineering courses at the University of Louisiana - Lafayette. In the past, he has taught at the University of Illinois at Urbana, Youngstown State University, Illinois Institute of Technology, and Union College.

• 1 Fundamental Concepts1-1. Introduction1-2. Characteristics of Matter1-3. The International System of Units1-4. Calculations1-5. Problem Solving1-6. Basic Fluid Properties1-7. Viscosity1-8. Viscosity Measurement1-9. Vapor Pressure1-10. Surface Tension and Capillarity  2 Fluid Statics2-1. Pressure2-2. Absolute and Gage Pressure2-3. Static Pressure Variation2-4. Pressure Variation for Incompressible2-5. Pressure Variation for Compressible Fluids2-6. Measurement of Static Pressure2-7. Hydrostatic Forces on Plane Surfaces2-8. Hydrostatic Forces on an Incline Plane or Curved Surface Determined by Projection2-9. Buoyancy2-10. Stability2-11. Constant Accelerated Translation of a Liquid2-12. Steady Rotation of a Liquid  3 Kinematics of Fluid Motion3-1. Types of Flow Description3-2. Types of Fluid Flow3-3. Graphical Descriptions of Fluid Flow3-4. Fluid Acceleration3-5. Streamline Coordinates3-6. The Reynolds Transport Theorem  4 Conservation of Mass4-1. Rate of Flow and Average Velocity4-2. Continuity Equation  5 Energy of Moving Fluids5-1. Euler’s Equations of Motion5-2. The Bernoulli Equation5-3. Applications of Bernoulli’s Equation5-4. Energy and the Hydraulic Gradient5-5. The Energy Equation  6 Fluid Momentum6-1. The Linear Momentum Equation6-2. The Angular Momentum Equation6-3. Propellers6-4. Applications for Control Volumes Having Rectilinear Accelerated Motion6-5. Turbojets6-6. Rockets  7 Differential Fluid Flow7-1. Differential Analysis7-2. Kinematics of Differential Fluid Elements7-3. Circulation and Vorticity7-4. Conservation of Mass7-5. Equations of Motion of a Fluid Particle7-6. The Euler and Bernoulli Equations7-7. The Stream Function7-8. The Potential Function7-9. Basic Two-Dimensional Flows7-10.  Superposition of Flows7-11. The Navier-Stokes Equations7-12. Computational Fluid Dynamics  8 Dimensional Analysis and Similitude8-1. Dimensional Analysis8-2. Important Dimensionless Numbers8-3. The Buckingham Pi Theorem8-4. Similitude  9 Viscous Flow Within Enclosed Surfaces9-1. Steady Laminar Flow between Parallel Plates9-2. Navier-Stokes Solution for Steady Laminar Flow Between Parallel Plates9-3. Steady Laminar Flow Within A Smooth Pipe9-3. Laminar and Turbulent Shear Stress Within a Smooth Pipe9-4. Navier-Stokes Solution for Steady Laminar Flow Within a Smooth Pipe9-5. The Reynolds Number9-6. Laminar and Turbulent Shear Stress Within a Smooth Pipe9-7. Fully Developed Flow From an Entrance9-8. Turbulent Flow Within a Smooth Pipe  10 Analysis and Design for Pipe Flow10-1. Resistance to Flow in Rough Pipes10-2. Losses Occurring From Pipe Fittings And Transitions10-3. Single Pipeline Flow10-4. Pipe Systems10-5. Flow Measurement  11 Viscous Flow Over External Surfaces11-1. The Concept of the Boundary Layer11-2. Laminar Boundary Layers11-3. The Momentum Integral Equation11-4. Turbulent Boundary Layers 11-5. Laminar and Turbulent Boundary Layers11-6. Drag and Lift11-7. Pressure Gradient Effects11-8. The Drag Coefficient11-9. Methods for Reducing Drag11-10. Lift and Drag on an Airfoil  12 Turbomachine

R. C. Hibbeler graduated from the University of Illinois at Urbana with a BS in Civil Engineering (majoring in Structures) and an MS in Nuclear Engineering. He obtained his PhD in Theoretical and Applied Mechanics from Northwestern University. Professor Hibbeler's professional experience includes postdoctoral work in reactor safety and analysis at Argonne National Laboratory, and structural and stress analysis work at Chicago Bridge and Iron, as well as at Sargent and Lundy in Chicago. He has practiced engineering in Ohio, New York, and Louisiana.Professor Hibbeler currently teaches both civil and mechanical engineering courses at the University of Louisiana - Lafayette. In the past, he has taught at the University of Illinois at Urbana, Youngstown State University, Illinois Institute of Technology, and Union College.

• 1 Fundamental Concepts1-1. Introduction1-2. Characteristics of Matter1-3. The International System of Units1-4. Calculations1-5. Problem Solving1-6. Basic Fluid Properties1-7. Viscosity1-8. Viscosity Measurement1-9. Vapor Pressure1-10. Surface Tension and Capillarity  2 Fluid Statics2-1. Pressure2-2. Absolute and Gage Pressure2-3. Static Pressure Variation2-4. Pressure Variation for Incompressible2-5. Pressure Variation for Compressible Fluids2-6. Measurement of Static Pressure2-7. Hydrostatic Forces on Plane Surfaces2-8. Hydrostatic Forces on an Incline Plane or Curved Surface Determined by Projection2-9. Buoyancy2-10. Stability2-11. Constant Accelerated Translation of a Liquid2-12. Steady Rotation of a Liquid  3 Kinematics of Fluid Motion3-1. Types of Flow Description3-2. Types of Fluid Flow3-3. Graphical Descriptions of Fluid Flow3-4. Fluid Acceleration3-5. Streamline Coordinates3-6. The Reynolds Transport Theorem  4 Conservation of Mass4-1. Rate of Flow and Average Velocity4-2. Continuity Equation  5 Energy of Moving Fluids5-1. Euler’s Equations of Motion5-2. The Bernoulli Equation5-3. Applications of Bernoulli’s Equation5-4. Energy and the Hydraulic Gradient5-5. The Energy Equation  6 Fluid Momentum6-1. The Linear Momentum Equation6-2. The Angular Momentum Equation6-3. Propellers6-4. Applications for Control Volumes Having Rectilinear Accelerated Motion6-5. Turbojets6-6. Rockets  7 Differential Fluid Flow7-1. Differential Analysis7-2. Kinematics of Differential Fluid Elements7-3. Circulation and Vorticity7-4. Conservation of Mass7-5. Equations of Motion of a Fluid Particle7-6. The Euler and Bernoulli Equations7-7. The Stream Function7-8. The Potential Function7-9. Basic Two-Dimensional Flows7-10.  Superposition of Flows7-11. The Navier-Stokes Equations7-12. Computational Fluid Dynamics  8 Dimensional Analysis and Similitude8-1. Dimensional Analysis8-2. Important Dimensionless Numbers8-3. The Buckingham Pi Theorem8-4. Similitude  9 Viscous Flow Within Enclosed Surfaces9-1. Steady Laminar Flow between Parallel Plates9-2. Navier-Stokes Solution for Steady Laminar Flow Between Parallel Plates9-3. Steady Laminar Flow Within A Smooth Pipe9-3. Laminar and Turbulent Shear Stress Within a Smooth Pipe9-4. Navier-Stokes Solution for Steady Laminar Flow Within a Smooth Pipe9-5. The Reynolds Number9-6. Laminar and Turbulent Shear Stress Within a Smooth Pipe9-7. Fully Developed Flow From an Entrance9-8. Turbulent Flow Within a Smooth Pipe  10 Analysis and Design for Pipe Flow10-1. Resistance to Flow in Rough Pipes10-2. Losses Occurring From Pipe Fittings And Transitions10-3. Single Pipeline Flow10-4. Pipe Systems10-5. Flow Measurement  11 Viscous Flow Over External Surfaces11-1. The Concept of the Boundary Layer11-2. Laminar Boundary Layers11-3. The Momentum Integral Equation11-4. Turbulent Boundary Layers 11-5. Laminar and Turbulent Boundary Layers11-6. Drag and Lift11-7. Pressure Gradient Effects11-8. The Drag Coefficient11-9. Methods for Reducing Drag11-10. Lift and Drag on an Airfoil  12 Turbomachine