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- Title Pages
- Preface
- Contents
- 1 Some essential mathematics
- 2 Static electric fields in vacuum
- 3 The electrostatics of conductors
- 4 Static magnetic fields in vacuum
- 5 Quasi-static electric and magnetic fields in vacuum
- 6 Ohm’s law and electric circuits
- 7 Electromagnetic fields and waves in vacuum
- 8 The electromagnetic potentials
- 9 Static electric and magnetic fields in matter
- 10 Some applications of Maxwell’s equations in matter
- 11 Electromagnetic radiation
- 12 Electromagnetism and special relativity
- Appendix A Vectors and Cartesian tensors
- Appendix A Vectors and Cartesian tensors
- Appendix B Cartesian coordinates
- Appendix C Spherical polar coordinates
- Appendix D Cylindrical polar coordinates
- Appendix E The Dirac delta function
- Appendix E The Dirac delta function
- Appendix F Legendre polynomials
- Appendix F Legendre polynomials
- Appendix G Bessel functions
- Appendix G Bessel functions
- Appendix H Parametric representation of a surface
- Appendix H Parametric representation of a surface
- Appendix I The Cauchy–Riemann equations
- Appendix I The Cauchy–Riemann equations
- Appendix J Questions involving computational work
- Glossary of symbols
- Index

# (p.ix) Contents

# (p.ix) Contents

- Source:
- Solved Problems in Classical Electromagnetism
- Author(s):
### J. Pierrus

- Publisher:
- Oxford University Press

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- Title Pages
- Preface
- Contents
- 1 Some essential mathematics
- 2 Static electric fields in vacuum
- 3 The electrostatics of conductors
- 4 Static magnetic fields in vacuum
- 5 Quasi-static electric and magnetic fields in vacuum
- 6 Ohm’s law and electric circuits
- 7 Electromagnetic fields and waves in vacuum
- 8 The electromagnetic potentials
- 9 Static electric and magnetic fields in matter
- 10 Some applications of Maxwell’s equations in matter
- 11 Electromagnetic radiation
- 12 Electromagnetism and special relativity
- Appendix A Vectors and Cartesian tensors
- Appendix A Vectors and Cartesian tensors
- Appendix B Cartesian coordinates
- Appendix C Spherical polar coordinates
- Appendix D Cylindrical polar coordinates
- Appendix E The Dirac delta function
- Appendix E The Dirac delta function
- Appendix F Legendre polynomials
- Appendix F Legendre polynomials
- Appendix G Bessel functions
- Appendix G Bessel functions
- Appendix H Parametric representation of a surface
- Appendix H Parametric representation of a surface
- Appendix I The Cauchy–Riemann equations
- Appendix I The Cauchy–Riemann equations
- Appendix J Questions involving computational work
- Glossary of symbols
- Index