Physics Courses

Electrodynamics and Special Theory of Relativity 1.


Code: F 414
Department: Department of Theoretical Physics
Course director: Zsuzsanna Varga
Credits: 5
Semester: 4th
Hours/week: 3+2
Prerequisities: Theoretical Mechanics 1.
Type of assessment: K, G

Course description:
The problem of the reference system in classical mechanics and in electrodynamics. Einstein's postulates of the theory of relativity, Lorentz transformation; Minkowski space, relativistic dynamics. Four-potential, the Lagrange function and the equation of motion of a charged particle in an external field. Field tensor and the Maxwell equations. Gauge invariance. Energy and momentum theorem, energy-momentum tensor. Static field, Poisson equation, multipole momenta. Magnetic field of stationary currents, magnetic momentum. Wave equation and plane wave solutions; spectral analysis. Polarisation properties of electromagnetic waves; Stoke's parameters. Retarded potentials, radiation field of localized charge distribution; dipole radiation, multipole radiation. The field of an arbitrarily moving point charge, Lienard-Wiechert potentials and the field strengths; The radiated power; the problem of radiation reaction.

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Last updated: 2000.09.22.  vzs@physx.u-szeged.hu