Energie-Impuls-Tensor: Difference between revisions
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*>SchuBot Mathematik einrücken |
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== Elektrodynamik == | == Elektrodynamik == | ||
<math>{{F}^{\mu \nu }}=\left( \begin{matrix} | :<math>{{F}^{\mu \nu }}=\left( \begin{matrix} | ||
0 & -{{E}_{1}} & -{{E}_{2}} & -{{E}_{3}} \\ | 0 & -{{E}_{1}} & -{{E}_{2}} & -{{E}_{3}} \\ | ||
{{E}_{1}} & 0 & -{{B}_{3}} & {{B}_{2}} \\ | {{E}_{1}} & 0 & -{{B}_{3}} & {{B}_{2}} \\ | ||
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{{E}_{3}} & -{{B}_{2}} & {{B}_{1}} & 0 \\ | {{E}_{3}} & -{{B}_{2}} & {{B}_{1}} & 0 \\ | ||
\end{matrix} \right)</math> | \end{matrix} \right)</math> | ||
<math>{{T}^{\alpha \beta }}=\frac{1}{4\pi }\left( {{F}^{\alpha }}_{\sigma }{{F}^{\sigma \beta }}-\frac{1}{4}{{\eta }^{\alpha \beta }}{{F}_{\mu \nu }}{{F}^{\mu \nu }} \right)</math> | :<math>{{T}^{\alpha \beta }}=\frac{1}{4\pi }\left( {{F}^{\alpha }}_{\sigma }{{F}^{\sigma \beta }}-\frac{1}{4}{{\eta }^{\alpha \beta }}{{F}_{\mu \nu }}{{F}^{\mu \nu }} \right)</math> | ||
== Hydrodynamik == | == Hydrodynamik == | ||
[[Kategorie:SRT]] | [[Kategorie:SRT]] |