Lehrinhalte
Basics of tensor analysis (tensor fields, transformation behavior, invariance, Ricci calculus, covariant derivative, differential operators), Lorentz transform, fundamental relativistic effects (time dilation, length contraction, Doppler effect), covariant form of Maxwell's equations, induction law from relativistic point of view, relation to relativistic mechanics, four-vectors and four-tensors, electromagnetic energy-momentum tensor and Maxwell's stress tensor, applications of relativistic electrodynamics
Literature
Lecture slides are offered for download. Further references are given in the lecture.
Voraussetzungen
Recommended: "Grundlagen der Elektrodynamik" (18-dg-1010)
Basics of tensor analysis (tensor fields, transformation behavior, invariance, Ricci calculus, covariant derivative, differential operators), Lorentz transform, fundamental relativistic effects (time dilation, length contraction, Doppler effect), covariant form of Maxwell's equations, induction law from relativistic point of view, relation to relativistic mechanics, four-vectors and four-tensors, electromagnetic energy-momentum tensor and Maxwell's stress tensor, applications of relativistic electrodynamics
Literature
Lecture slides are offered for download. Further references are given in the lecture.
Voraussetzungen
Recommended: "Grundlagen der Elektrodynamik" (18-dg-1010)
- Lehrende: Harald Klingbeil
Semester: WT 2022/23