This book has been written for graduate students, scientists and engineers who need in-depth theoretical foundations to solve two-phase problems in various technological systems. Based on extensive research experiences focused on the fundamental physics of two-phase flow, the authors present the detailed theoretical foundation of multi-phase flow thermo-fluid dynamics as they apply to a variety of scenarios, including nuclear reactor transient and accident analysis, energy systems, power generation systems and even space propulsion. Thermo-fluid dynamics of two-phase flow is an important subject for various scientific and engineering fields. It plays a particularly significant role in thermal-hydraulic analysis of nuclear reactor transients and accidents. The topics of multiphase flow are also essential for various engineering systems related to energy, chemical engineering processes and heat transfer.
Thermo-fluid Dynamics of Two-phase Flow is written for graduate students, scientists and engineers who need in depth theoretical foundations to solve two-phase problems in various technological systems.
Based on the extensive research experiences focused on the fundamental physics of two-phase flow, the authors present the detailed theoretical foundation of multi-phase flow thermo-fluid dynamics as they apply to:
- Nuclear reactor transient and accident analysis
- Energy systems
- Power generation systems
- Chemical reactors and process systems
- Space propulsion
- Transport processes
Inhaltsverzeichnis
Fundamental of Two-phase flow. - Introduction. - Local Instant Formulation. - Two-phase Field Equations Based on Time Average. - Various Methods of Averaging. - Basic Relations in Time Average. - Time Averaged Balance Equation. - Connection to Other Statistical Averages. - Three-dimensional Model Based on Time Average. - Kinematics of Average Fields. - Interfacial Transport. - Two-fluid Model. - Interfacial Area Transport. - Interfacial Momentum Transfer in Multiphase Flow. - Drift-flux Model. - One-dimensional Model Based on Time Average. - One-dimensional Drift-flux Model. - One-dimensional Two-fluid Model. - Index.
