Classical Electrodynamics# Retarded Potentials# A Charged Particle With Varying Speed# Radiation Reaction O Multipole Radiation# Motion Of A Charged Particle# Mathematical Preparation# Covariant Description Of Electromagnetic Field# The Lorentz Transformation Of The Electromagnetic Field High-Speed Charged Particle# Appendices. |
Contents
Retarded Potentials | 1 |
A Charged Particle with Varying Speed | 22 |
Radiation Reaction | 48 |
Multipole Radiation | 61 |
Motion of a Charged Particle | 82 |
Mathematical Preparation | 105 |
Covariant Description of Electromagnetic Field | 121 |
The Lorentz Transformation of the Electromagnetic Field | 141 |
HighSpeed Charged Particles | 155 |
A The Dirac Delta Function | 170 |
B Preliminaries of Greens Functions | 179 |
Current Carrying Coils and Magnetic Dipoles | 185 |
Common terms and phrases
acceleration angle B₁ calculation called Čerenkov radiation charged particle CK dt components consider coordinate transformation covariant delta function direction discussion E₁ electric field electrodynamics electromagnetic field electron energy energy-momentum tensor expressed Faß field-point force four-acceleration four-force four-vector four-velocity Fourier frequency Green's function haß indices inertial frame integration invariant Ir-r Larmor formula Lorentz transformation magnetic dipole magnetic field mathematical momentum motion obtained Obviously plane point charge potential Poynting vector quantity radiation field reflexion respect result retarded right-hand term rotation scalar Section shown in Fig solution space-part special relativity speed ß² static Suppose tensor time-dependence trajectory transformation rule v₁ vector potential velocity zero αβ Απ Απε Απερ γδ Κυ μο σπε ΦΩ дв дх