Fr. 188.00

Thermo-fluid Dynamics of Two-Phase Flow

Inglese · Copertina rigida

Spedizione di solito entro 2 a 3 settimane (il titolo viene stampato sull'ordine)

Descrizione

Ulteriori informazioni

This book is intended to be an introduction to the theory of thermo-fluid dynamics of two-phase flow for graduate students, scientists and practicing engineers seriously involved in the subject. It can be used as a text book at the graduate level courses focused on the two-phase flow in Nuclear Engineering, Mechanical Engineering and Chemical Engineering, as well as a basic reference book for two-phase flow formulations for researchers and engineers involved in solving multiphase flow problems in various technological fields. The principles of single-phase flow fluid dynamics and heat transfer are relatively well understood, however two-phase flow thermo-fluid dynamics is an order of magnitude more complicated subject than that of the sing- phase flow due to the existence of moving and deformable interface and its interactions with the two phases. However, in view of the practical importance of two-phase flow in various modem engineering technologies related to nuclear energy, chemical engineering processes and advanced heat transfer systems, significant efforts have been made in recent years to develop accurate general two-phase formulations, mechanistic models for interfacial transfer and interfacial structures, and computational methods to solve these predictive models.

Sommario

Fundamental of two-phase flow.- Local Instant Formulation.- Two-phase field equations based on time average.- Various Methods of Averaging.- Basic Relations in Time Averaging.- Time Averaged Balance Equation.- Connection to Other Statistical Averages.- Three-dimensional model based on time average.- Kinematics of Averaged Fields.- Interfacial Transport.- Two-Fluid Model.- Interfacial Area Transport.- Constitutive Modeling of Interfacial Area Transport.- Hydrodynamic Constitutive Relations for Interfacial Transfer.- Drift-Flux Model.- One-dimensional model based on time average.- One-Dimensional Drift-Flux Model.- One-Dimensional Two-Fluid Model.

Riassunto

This book is intended to be an introduction to the theory of thermo-fluid dynamics of two-phase flow for graduate students, scientists and practicing engineers seriously involved in the subject. It can be used as a text book at the graduate level courses focused on the two-phase flow in Nuclear Engineering, Mechanical Engineering and Chemical Engineering, as well as a basic reference book for two-phase flow formulations for researchers and engineers involved in solving multiphase flow problems in various technological fields. The principles of single-phase flow fluid dynamics and heat transfer are relatively well understood, however two-phase flow thermo-fluid dynamics is an order of magnitude more complicated subject than that of the sing- phase flow due to the existence of moving and deformable interface and its interactions with the two phases. However, in view of the practical importance of two-phase flow in various modem engineering technologies related to nuclear energy, chemical engineering processes and advanced heat transfer systems, significant efforts have been made in recent years to develop accurate general two-phase formulations, mechanistic models for interfacial transfer and interfacial structures, and computational methods to solve these predictive models.

Testo aggiuntivo

From the reviews:

"This version contains a lot of new material, including a model for interfacial transport, and updated versions of the models for interfacial force and heat transfer. Because of this, it will become a staple in multiphase flow problems … at the engineering level." (Donald A. Drew, Mathematical Reviews, Issue 2009 f)

Relazione

From the reviews:
"This version contains a lot of new material, including a model for interfacial transport, and updated versions of the models for interfacial force and heat transfer. Because of this, it will become a staple in multiphase flow problems ... at the engineering level." (Donald A. Drew, Mathematical Reviews, Issue 2009 f)

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