Incompressible Flow.

Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Panton, Ronald L.
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Wiley, 2013.
Temas:
Fluid dynamics.
Hydrodynamics
Dynamique des fluides.
Fluid dynamics
Electronic books.
Acceso en línea:Texto completo
Tabla de Contenidos:
  • Cover
  • Title Page
  • Copyright
  • Contents
  • Preface
  • Preface to the Third Edition
  • Preface to the Second Edition
  • Preface to the First Edition
  • Chapter 1 Continuum Mechanics
  • 1.1 Continuum Assumption
  • 1.2 Fundamental Concepts, Definitions, and Laws
  • 1.3 Space and Time
  • 1.4 Density, Velocity, and Internal Energy
  • 1.5 Interface between Phases
  • 1.6 Conclusions
  • Problems
  • Chapter 2 Thermodynamics
  • 2.1 Systems, Properties, and Processes
  • 2.2 Independent Variables
  • 2.3 Temperature and Entropy
  • 2.4 Fundamental Equations of Thermodynamics
  • 2.5 Euler's Equation for Homogenous Functions
  • 2.6 Gibbs-Duhem Equation
  • 2.7 Intensive Forms of Basic Equations
  • 2.8 Dimensions of Temperature and Entropy
  • 2.9 Working Equations
  • 2.10 Ideal Gas
  • 2.11 Incompressible Substance
  • 2.12 Compressible Liquids
  • 2.13 Conclusions
  • Problems
  • Chapter 3 Vector Calculus and Index Notation
  • 3.1 Index Notation Rules and Coordinate Rotation
  • 3.2 Definition of Vectors and Tensors
  • 3.3 Special Symbols and Isotropic Tensors
  • 3.4 Direction Cosines and the Laws of Cosines
  • 3.5 Algebra with Vectors
  • 3.6 Symmetric and Antisymmetric Tensors
  • 3.7 Algebra with Tensors
  • 3.8 Vector Cross-Product
  • *3.9 Alternative Definitions of Vectors
  • *3.10 Principal Axes and Values
  • 3.11 Derivative Operations on Vector Fields
  • 3.12 Integral Formulas of Gauss and Stokes
  • 3.13 Leibnitz's Theorem
  • 3.14 Conclusions
  • Problems
  • Chapter 4 Kinematics of Local Fluid Motion
  • 4.1 Lagrangian Viewpoint
  • 4.2 Eulerian Viewpoint
  • 4.3 Substantial Derivative
  • 4.4 Decomposition of Motion
  • 4.5 Elementary Motions in a Linear Shear Flow
  • *4.6 Proof of Vorticity Characteristics
  • *4.7 Rate-of-Strain Characteristics
  • 4.8 Rate of Expansion
  • *4.9 Streamline Coordinates
  • 4.10 Conclusions
  • Problems
  • Chapter 5 Basic Laws
  • 5.1 Continuity Equation
  • 5.2 Momentum Equation
  • 5.3 Surface Forces
  • *5.4 Stress Tensor Derivation
  • 5.5 Interpretation of the Stress Tensor Components
  • 5.6 Pressure and Viscous Stress Tensor
  • 5.7 Differential Momentum Equation
  • *5.8 Moment of Momentum, Angular Momentum, and Symmetry of Tij
  • 5.9 Energy Equation
  • 5.10 Mechanical and Thermal Energy Equations
  • 5.11 Energy Equation with Temperature as the Dependent Variable
  • *5.12 Second Law of Thermodynamics
  • 5.13 Integral Form of the Continuity Equation
  • 5.14 Integral Form of the Momentum Equation
  • *5.15 Momentum Equation for a Deformable Particle of Variable Mass
  • *5.16 Integral Form of the Energy Equation
  • 5.17 Integral Mechanical Energy Equation
  • 5.18 Jump Equations at Interfaces
  • 5.19 Conclusions
  • Problems
  • Chapter 6 Newtonian Fluids and the Navier-Stokes Equations
  • 6.1 Newton's Viscosity Law
  • 6.2 Molecular Model of Viscous Effects
  • 6.3 Non-Newtonian Liquids
  • *6.4 Wall Boundary Conditions
  • The No-Slip Condition
  • 6.5 Fourier's Heat Conduction Law

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