Fluid Mechanics: Volume 2: Foundations and Applications of Mechanics

by C. S. Jog

Overview

Fluid mechanics is the study of fluids including liquids, gases and plasmas and the forces acting on them. Its study is critical in predicting rainfall, ocean currents, reducing drag on cars and aeroplanes, and design of engines. The subject is also interesting from a mathematical perspective due to the nonlinear nature of its equations. For example, the topic of turbulence has been a subject of interest to both mathematicians and engineers: to the former because of its mathematically complex nature and to the latter group because of its ubiquitous presence in real-life applications. This book is a follow-up to the first volume and discusses the concepts of fluid mechanics in detail. The book gives an in-depth summary of the governing equations and their engineering related applications. It also comprehensively discusses the fundamental theories related to kinematics and governing equations, hydrostatics, surface waves and ideal fluid flow, followed by their applications.

Product Details

ISBN-13:	9781107091290
Publisher:	Cambridge University Press
Publication date:	06/25/2015
Edition description:	3rd Revised ed.
Pages:	589
Product dimensions:	7.40(w) x 9.76(h) x 1.42(d)

About the Author

C. S. Jog is Professor, Department of Mechanical Engineering, Indian Institute of Science, Bangalore. He received his Ph.D. from the University of Illinois, Urbana-Champaign, and worked as a postdoctoral assistant at the Technical University of Denmark for a year. He has more than twenty years of teaching and research experience and has published nearly forty papers in national and international journals. He teaches courses on elasticity, strength of materials, continuum mechanics and numerical analysis at the undergraduate and postgraduate level. His areas of interest are finite element methods, solid mechanics and structural optimisation.

Table of Contents

List of figures; List of tables; Preface; Notations; 1. Kinematics and governing equations; 2. Hydrostatics; 3. Ideal fluid flow; 4. Surface waves; 5. Exact solutions to flow problems of an incompressible viscous fluid; 6. Laminar boundary layer theory; 7. Low-Reynolds number hydrodynamics; 8. Compressible fluid flow; Appendices; Bibliography; Answers and hints to selected exercises; Index.