Cambridge Mathematical Library: Hydrodynamic Stability

Cambridge Mathematical Library: Hydrodynamic Stability

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Hydrodynamic stability is of fundamental importance in fluid mechanics and is concerned with the problem of transition from laminar to turbulent flow. Drazin and Reid emphasise throughout the ideas involved, the physical mechanisms, the methods used, and the results obtained, and, wherever possible, relate the theory to both experimental and numerical results. A distinctive feature of the book is the large number of problems it contains. These problems not only provide exercises for students but also provide many additional results in a concise form. This new edition of this celebrated introduction differs principally by the inclusion of detailed solutions for those exercises, and by the addition of a Foreword by Professor J. W. Miles.
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Product details

  • Paperback | 628 pages
  • 155 x 227 x 31mm | 810g
  • Cambridge, United Kingdom
  • English
  • Revised
  • 2nd Revised edition
  • Worked examples or Exercises; 9 Tables, unspecified; 3 Halftones, unspecified; 102 Line drawings, unspecified
  • 0521525411
  • 9780521525411
  • 1,015,888

Table of contents

Foreword; Preface; 1. Introduction; 2. Thermal instability; 3. Centrifugal instability; 4. Parallel shear flows; 5. Uniform asymptotic approximations; 6. Additional topics in linear stability theory; 7. Nonlinear stability; Appendix A. A class of generalized Airy functions; Appendix B. Solutions to the problems; Bibliography; Motion picture index; Subject index.
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Review quote

'The work is undeniably of high scholarship, consummate accuracy and penetrating insight ... All specialists in stability theory will be happy that two such authorities have found the time, and spared so few pains, to produce a work of such excellence.' Nature '... continues to be ... essential reading in hydrodynamic stability, in particular for the novice. ... detailed solutions to many problems [are] given at the end of each section.' Zentralblatt MATH "Drazin and Reid provide a most comprehensive description of the classical theory of stability in this new edition." CHOICE May 2005
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