Sunday, July 17, 2011

References used for the mathematics of relativity

all topics by author introduction to relativity contents-mathematics of relativity contents-transforming electromagnetic fields previous: separating the transformed Maxwell equations

  1. Classical Electrodynamics by J. D. Jackson, a widely used graduate physics level textbook.
  2. Engineering Electromagnetics by Hayt and Buck, a junior level engineering electromagnetic textbook. No relativity, but electric and magnetic field equations are clearly explained.
  3. Classical Electricity and Magnetism by Panofsky and Phillips. A senior level textbook on electric and magnetic fields. Has a good section on relativity, including that applied to electric and magnetic fields, probably more complete than Jackson.
  4. Field and Wave Electromagnetics by Cheng, a junior level engineering electromagnetic textbook somewhat more sophisticated and complete than Hayt and Buck.
  5. Feynman Lectures in Physics, a senior level physics text that has electromagnetics, relativity and general physics. Intended as a text for freshmen at Cal Tech but makes good reading in general.
  6. Fields and waves in communication electronics by Ramo, Whinnery and Van Duzer, a graduate level engineering electromagnetic textbook. Theoretically less sophisticated than Jackson, but more complete on applications. Does not cover relativity.
  7. Lorrian and Corsan, a junior/senior physics textbook. Follows a unique approach to building up magnetic fields as moving electric fields using relativistic concepts similar to those presented here.
  8. Berkely physics course - volume 2 - electricity and magnetism, a sophomore level physics textbook that treats things in its own special way. Makes good reading.
  9. Wikipedia, many relativity topics are covered at all sorts of levels.
  10. There are many other very good sites on the internet both in text form and in video form.