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Display information for equation id:math.1443.290 on revision:1443

* Page found: Materie in elektrischen und magnetischen Feldern (eq math.1443.290)

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\begin{align}
& \frac{E{{\acute{\ }}_{02}}}{{{E}_{02}}}=\frac{\cos \gamma \sin \gamma \acute{\ }\acute{\ }-\sin \gamma \cos \gamma \acute{\ }\acute{\ }}{\cos \gamma \sin \gamma \acute{\ }\acute{\ }+\sin \gamma \cos \gamma \acute{\ }\acute{\ }}=\frac{\sin \left( \gamma \acute{\ }\acute{\ }-\gamma  \right)}{\sin \left( \gamma \acute{\ }\acute{\ }+\gamma  \right)} \\
& \frac{E\acute{\ }{{\acute{\ }}_{02}}}{{{E}_{02}}}=\frac{2{{k}_{3}}}{{{k}_{3}}+{{k}_{3}}\acute{\ }\acute{\ }}=\frac{2\sin \left( \gamma \acute{\ }\acute{\ } \right)\cos \gamma }{\sin \left( \gamma \acute{\ }\acute{\ }+\gamma  \right)} \\
\end{align}

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E´02E02=cosγsinγ´´sinγcosγ´´cosγsinγ´´+sinγcosγ´´=sin(γ´´γ)sin(γ´´+γ)E´´02E02=2k3k3+k3´´=2sin(γ´´)cosγsin(γ´´+γ)
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