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General Continuum Mechanics
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This title has free online support material available.

Details

  • 2 tables 90 exercises
  • Page extent: 442 pages
  • Size: 253 x 177 mm
  • Weight: 0.98 kg

Library of Congress

  • Dewey number: 531
  • Dewey version: 22
  • LC Classification: QA808.2 .C55 2007
  • LC Subject headings:
    • Continuum mechanics

Library of Congress Record

Hardback

 (ISBN-13: 9780521874069)

In this book, a new approach is pioneered in providing a unified theory in continuum mechanics. General Continuum Mechanics is intended for the beginner, but it develops advanced material covering interdisciplinary subjects. With applications of convective, Lagrangian, and Eulerian coordinates and the first and second laws of thermodynamics, the first-year graduate student will learn solid mechanics and fluid mechanics as an integrated subject. Electromagnetic continuum and relativistic continuum are included. The conservational properties of mass, momentum, and energy on earth and in the universe constitute the ingredients of this book. They are the monumental contributions of Newton, Maxwell, and Einstein, a panorama of beauty of universal laws that evolved over the last four centuries. No boundaries are needed to separate them, but rather we integrate them in harmony and place them in perspective. This is the book for interdisciplinary studies to carry out the modern scientific projects in which engineering, physics, and applied mathematics must be combined.

• This is for a broad audience including engineers, physicists, and applied mathematicians • Integrated thermodynamics treatments for solids and fluids • Electromagnetic continuum and relativistic continuum are included

Contents

Part I. Basic Topics: 1. Introduction; 2. Kinematics; 3. Kinetics; 4. Linear elasticity; 5. Newtonian fluid mechanics; Part II. Special Topics: 6. Curvilinear continuum; 7. Nonlinear continuum; 8. Electromagnetic continuum; 9. Differential geometry continuum; Epilogue.

Review

'… suitable and useful for graduate and post-graduate level research seminar.' Lokenath Debnath, Zentralblatt MATH

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