Classical and Relativistic Mechanics
eBook - PDF

Classical and Relativistic Mechanics

  1. 576 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Classical and Relativistic Mechanics

About this book

This book provides a calculus-based perspective on classical mechanics and the theory of relativity. Unlike most conventional textbooks, the discussion on theory is pared down to a minimum in favor of detailed, guided solutions of problems illustrating salient points, subtleties and principles. By working through the 900 carefully selected problems, the serious learner will hence be stimulated, challenged and enlightened. Great emphasis is placed on the pedagogical value of solving problems in a number of ways, on the careful and detailed analysis of problems, on dimensional considerations, and on basic principles underlying every topic treated.

The book is aimed at first-year undergraduate students in physics and engineering. Advanced Placement students in high schools will also find this book rewarding and challenging. Instructors too will be able to recharge their batteries and refresh their reservoir of problems for recitation classes, or delve into it for their own amusement and edification.

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Yes, you can access Classical and Relativistic Mechanics by David Agmon, Paul Gluck;;; in PDF and/or ePUB format, as well as other popular books in Physical Sciences & Mathematical & Computational Physics. We have over one million books available in our catalogue for you to explore.

Table of contents

  1. Contents
  2. Preface
  3. Chapter 1 Trigonometry, Vectors, Units and Dimensions
  4. Chapter 2 Kinematics
  5. Chapter 3 Relative Motion and Frames of Reference
  6. Chapter 4 Statics
  7. Chapter 5 Dynamics
  8. Chapter 6 Work and Energy
  9. Chapter 7 Circular Motion
  10. Chapter 8 Harmonic Motion
  11. Chapter 9 Momentum and Impulse
  12. Chapter 10 Gravitation and Central Force Problems
  13. Chapter 11 Rotational Dynamics and Angular Momentum
  14. Chapter 12 The Special Theory of Relativity — Kinematics
  15. Chapter 13 The Special Theory of Relativity — Dynamics
  16. Answers
  17. Appendix A The Compton Effect
  18. Appendix B Table of Physical Constants
  19. Appendix C Conservative Fields and the Gradient
  20. Appendix D Useful Approximations
  21. Appendix E Solutions of Differential Equations
  22. Appendix F Similarity, Scaling and the Virial Theorem
  23. Appendix G The Kepler Problem of Planetary Orbits
  24. Appendix H Motion of Charged Particles in Magnetic Fields
  25. Appendix I Problems of Minimum and Maximum
  26. Appendix J The Brachistochrone
  27. Appendix K Symmetry and Conservation Laws
  28. Appendix L On Chaotic Systems
  29. Appendix M Galilean Transformation and Selection Rules
  30. Bibliography
  31. Index