Dynamics and Relativity

Dynamics and Relativity

by William David McComb, W. D. McComb
     
 

ISBN-10: 0198501129

ISBN-13: 9780198501121

Pub. Date: 01/28/2000

Publisher: OUP Oxford

Dynamics and Relativity provides undergraduates in physics with an unusually accessible introduction to special relativity by emphasizing the connections between relativity and classical mechanics. The book begins by developing classical mechanics in a form that the author calls "Galilean Relativity," which emphasizes frames of reference. The author shows

Overview

Dynamics and Relativity provides undergraduates in physics with an unusually accessible introduction to special relativity by emphasizing the connections between relativity and classical mechanics. The book begins by developing classical mechanics in a form that the author calls "Galilean Relativity," which emphasizes frames of reference. The author shows how a problem formulated in one frame of reference can then solved in another where the problem takes a simpler form. After applying this strategy to a number of classical problems, the author discusses the limitations of Galilean Relativity, particularly for handling Maxwell's equations, and then proceeds to develop Special Relativity while drawing extensively on the groundwork from the previous chapters. The book stresses conservation laws throughout and includes a final chapter that briefly outlines General Relativity.

Product Details

ISBN-13:
9780198501121
Publisher:
OUP Oxford
Publication date:
01/28/2000
Pages:
392
Product dimensions:
9.50(w) x 7.30(h) x 0.70(d)

Related Subjects

Table of Contents

1. Galilean relativity
2. Conservation laws
3. Central forces
4. Mechanical vibrations and waves
5. Systems of N particles
6. Solid-body motion
7. Non-inertial frames of reference
8. Variable-mass problems
9. Collisions
10. Scattering of particles
11. Special relativity
12. Relativistic kinematics
13. Space-time geometry
14. Relativistic dynamics
15. Towards general relativity
Appendix A. Integration using a dummy variable
Appendix B. Solid angles
Appendix C. Relativistic inertial mass
Appendix D. The Penrose-Terrell rotation
Appendix E. Solutions to exercises
Index

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