Thermo-fluid dynamics of two-phase flow /
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Author / Creator: | Ishii, M. |
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Imprint: | New York, N.Y. : Springer Science+Business Media, c2006. |
Description: | xvi, 462 p. : ill. ; 25 cm. |
Language: | English |
Subject: | |
Format: | Print Book |
URL for this record: | http://pi.lib.uchicago.edu/1001/cat/bib/5922276 |
Table of Contents:
- Dedication
- Table of Contents
- Preface
- Foreword
- Acknowledgments
- Part I. Fundamental of two-phase flow
- 1. Introduction
- 1.1. Relevance of the problem
- 1.2. Characteristic of multiphase flow
- 1.3. Classification of two-phase flow
- 1.4. Outline of the book
- 2. Local Instant Formulation
- 1.1. Single-phase flow conservation equations
- 1.1.1. General balance equations
- 1.1.2. Conservation equation
- 1.1.3. Entropy inequality and principle of constitutive law
- 1.1.4. Constitutive equations
- 1.2. Interfacial balance and boundary conditions
- 1.2.1. Interfacial balance (Jump condition)
- 1.2.2. Boundary conditions at interface
- 1.2.3. Simplified boundary condition
- 1.2.4. External boundary condition and contact angle
- 1.3. Application of local instant formulation to two-phase flow problems
- 1.3.1. Drag force acting on a spherical particle in a very slow stream
- 1.3.2. Kelvin-Helmholtz instability
- 1.3.3. Rayleigh-Taylor instability
- Part II. Two-phase field equations based on time average
- 3. Various Methods of Averaging
- 1.1. Purpose of averaging
- 1.2. Classification of averaging
- 1.3. Various averaging in connection with two-phase flow analysis
- 4. Basic Relations in Time Averaging
- 1.1. Time domain and definition of functions
- 1.2. Local time fraction - Local void fraction
- 1.3. Time average and weighted mean values
- 1.4. Time average of derivatives
- 1.5. Concentrations and mixture properties
- 1.6. Velocity field
- 1.7. Fundamental identity
- 5. Time Averaged Balance Equation
- 1.1. General balance equation
- 1.2. Two-fluid model field equations
- 1.3. Diffusion (mixture) model field equations
- 1.4. Singular case of [upsilon subscript ni]=0 (quasi-stationary interface)
- 1.5. Macroscopic jump conditions
- 1.6. Summary of macroscopic field equations and jump conditions
- 1.7. Alternative form of turbulent heat flux
- 6. Connection to Other Statistical Averages
- 1.1. Eulerian statistical average (ensemble average)
- 1.2. Boltzmann statistical average
- Part III. Three-dimensional model based on time average
- 7. Kinematics of Averaged Fields
- 1.1. Convective coordinates and convective derivatives
- 1.2. Streamline
- 1.3. Conservation of mass
- 1.4. Dilatation
- 8. Interfacial Transport
- 1.1. Interfacial mass transfer
- 1.2. Interfacial momentum transfer
- 1.3. Interfacial energy trnasfer
- 9. Two-fluid Model
- 1.1. Two-fluid model field equations
- 1.2. Two-fluid model constitutive laws
- 1.2.1. Entropy inequality
- 1.2.2. Equation of state
- 1.2.3. Determinism
- 1.2.4. Average molecular diffusion fluxes
- 1.2.5. Turbulent fluxes
- 1.2.6. Interfacial transfer constitutive laws
- 1.3. Two-fluid model formulation
- 1.4. Various special cases
- 10. Interfacial Area Transport
- 1.1. Three-dimensional interfacial area transport equation
- 1.1.1. Number transport equation
- 1.1.2. Volume transport equation
- 1.1.3. Interfacial area transport equation
- 1.2. One-group interfacial area transport equation
- 1.3. Two-group interfacial area transport equation
- 1.3.1. Two-group particle number transport equation
- 1.3.2. Two-group void fraction transport equation
- 1.3.3. Two-group interfacial area transport equation
- 1.3.4. Constitutive relations
- 11. Constitutive Modeling of Interfacial Area Transport
- 1.1. Modified two-fluid model for the two-group interfacial area transport equation
- 1.1.1. Conventional two-fluid model
- 1.1.2. Two-group void fraction and interfacial area transport equations
- 1.1.3. Modified two-fluid model
- 1.1.4. Modeling of two gas velocity fields
- 1.2. Modeling of source and sink terms in one-group interfacial area transport equation
- 1.2.1. Source and sink terms modeled by Wu et al. (1998)
- 1.2.2. Source and sink terms modeled by Hibiki and Ishii (2000a)
- 1.2.3. Source and sink terms modeled by Hibiki et al. (2001b)
- 1.3. Modeling of source and sink terms in two-group interfacial Area Transport Equation
- 1.3.1. Source and sink terms modeled by Hibiki and Ishii (2000b)
- 1.3.2. Source and sink terms modeled by Fu and Ishii (2002a)
- 1.3.3. Source and sink terms modeled by Sun et al. (2004a)
- 12. Hydrodynamic Constitutive Relations for Interfacial Transfer
- 1.1. Transient forces in multiparticle system
- 1.2. Drag force in multiparticle system
- 1.2.1. Single-particle drag coefficient
- 1.2.2. Drag coefficient for dispersed two-phase flow
- 1.3. Other forces
- 1.3.1. Lift Force
- 1.3.2. Wall-lift (wall-lubrication) force
- 1.3.3. Turbulent dispersion force
- 1.4. Turbulence in multiparticle system
- 13. Drift-flux Model
- 1.1. Drift-flux model field equations
- 1.2. Drift-flux (or mixture) model constitutive laws
- 1.3. Drift-flux (or mixture) model formulation
- 1.3.1. Drift-flux model
- 1.3.2. Scaling parameters
- 1.3.3. Homogeneous flow model
- 1.3.4. Density propagation model
- Part IV. One-dimensional model based on time average
- 14. One-dimensional Drift-flux Model
- 1.1. Area average of three-dimensional drift-flux model
- 1.2. One-dimensional drift velocity
- 1.2.1. Dispersed two-phase flow
- 1.2.2. Annular two-phase Flow
- 1.2.3. Annular mist Flow
- 1.3. Covariance of convective flux
- 1.4. One-dimensional drift-flux correlations for various flow conditions
- 1.4.1. Constitutive equations for upward bubbly flow
- 1.4.2. Constitutive equations for upward adiabatic annulus and internally heated annulus
- 1.4.3. Constitutive equations for downward two-phase flow
- 1.4.4. Constitutive equations for bubbling or boiling pool systems
- 1.4.5. Constitutive equations for large diameter pipe systems
- 1.4.6. Constitutive equations at reduced gravity conditions
- 15. One-dimensional Two-fluid Model
- 1.1. Area average of three-dimensional two-fluid model
- 1.2. Special consideration for one-dimensional constitutive relations
- 1.2.1. Covariance effect in field equations
- 1.2.2. Effect of phase distribution on constitutive relations
- 1.2.3. Interfacial shear term
- References
- Nomenclature
- Index