Title: ETH_Sem4 / ED / Woche_06

Q: Gültigkeit Dipolstrahlung:
[...]
A: \(r \gg d\)
\(r \gg \lambda\)
\(d \gg \lambda\)

Q: Energiestromdichte [...]:
[...]{64 \pi^2 r^2 c^5}\sin^2 \theta \cos^2 \theta\)}}
A: Quadrupolstrahlung; \(S(\theta) = \frac{\dddot{q

Q: Matrix - Spezielle Lorentz-Transformation:
[...]
A: \(\Lambda = \begin{pmatrix} \cosh \chi & -\sinh \chi \\ -\sinh \chi & \cosh \chi \\ &&& _2\mathbb{1}\end{pmatrix}\)

Beispiele für Tensoräume:
\(\mathbb{R}\) \(=\) \(\otimes ^0_0 V \)
 \(V^*\)\(=\) \(\otimes^0_1 V\)
 \(V\) \(=\) \(\otimes^1_0 V\)