Lecture notes - Fall 2013 462
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Relativity intro[http://ticc.mines.edu/csm/wiki/images/4/40/Lecture17_RelativityUnderpinnings_new.pdf] | Relativity intro[http://ticc.mines.edu/csm/wiki/images/4/40/Lecture17_RelativityUnderpinnings_new.pdf] | ||
| − | Minkowski formulation of relativity[http://ticc.mines.edu/csm/wiki/images/ | + | Minkowski formulation of relativity[http://ticc.mines.edu/csm/wiki/images/d/d6/Lecture18_MinkowskiSpace_new.pdf] |
Relativistic fields and potentials[http://ticc.mines.edu/csm/wiki/images/3/37/Lecture19_CovariantEM.pdf] | Relativistic fields and potentials[http://ticc.mines.edu/csm/wiki/images/3/37/Lecture19_CovariantEM.pdf] | ||
Latest revision as of 22:55, 13 November 2013
Intro & Helmholtz theorem[1]
Ampere Maxwell equation[2]
Vector potentials & gauges[3]
Supplement: Aharonov-Bohm effect[4]
Aharonov-Bohm in Physical Review, with a familiar author[5]
Fields, energy, and momentum[6]
Electromagnetic waves[7]
Reflection, refraction, evanescence[8]
Transmission and reflection[9]
Fresnel equations[10]
Dispersion, group and phase velocities[11]
Waveguides[12]
Moar waveguides[13]
Retarded potentials[14]
Dipole radiation[15]
Supplement: Retarded derivatives[16]
Monopole radiation; Larmor formula[17]
Scattering[18]
Lienard-Wiechert potentials[19]
Relativity intro[20]
Minkowski formulation of relativity[21]
Relativistic fields and potentials[22]
Supplement: Matrix operations with index notation[23]
Field transformations[24]
Momentum in electromagnetic fields[25]
