Roger Prud'Homme

Flows of Reactive Fluids (eBook, PDF)

• Format: PDF

Produktbeschreibung

Heterogeneous and reactive flows are important in many areas, including aeronautics and space, the chemical industry, nuclear engineering, gas and electricity production, and the automotive industry. Reactive flows present heterogeneities or variations of concentration, temperature, speed, and sources of transfer phenomena such as thermal conduction, diffusion, or viscosity. The existence of these multiple phenomena coupled with convection makes the study of these flows difficult.

This work examines basic concepts and methods necessary to study heterogeneous and reactive flows in areas such as fluid mechanics, thermodynamics, and chemistry. Presented are tools of interest to graduate students, researchers in mathematical physics, and engineers who wish to investigate problems of reactive flows. Portions of the text may be used in courses on the physics of liquids or in seminars on mechanics.

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Produktdetails

• Verlag: Birkhäuser Boston
• Seitenzahl: 476
• Erscheinungstermin: 15. Juli 2010
• Englisch
• ISBN-13: 9780817646592
• Artikelnr.: 37355138

Inhaltsangabe

Equations of State.- Transfer Phenomena and Chemical Kinetics.- Balance Equations for Reactive Flows.- Dimensionless Numbers and Similarity.- Chemical Reactors.- Coupled Phenomena.- Turbulent Flow Concepts.- Boundary Layers and Fluid Layers.- Reactive and Nonreactive Waves.- Interface Phenomena.- Multiphase Flow Concepts.

Rezensionen

From the reviews:
"This book provides a modern introduction to reactive fluid flows ... and balance equations of reactive flows. This is a kind of research monograph that will be useful for applied mathematicians, scientists and engineers. ... provide research professionals a useful and informative approach to mathematical modeling of reactive fluid flows. A list of 302 current research papers and books will be helpful to the reader for advanced study and research. The book also provides information that puts the reader at the forefront of current research." (L. Debnath, Mathematical Reviews, Issue 2011 g)