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Display information for equation id:math.1199.1206 on revision:1199

* Page found: Elektrodynamik Schöll (eq math.1199.1206)

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Transformationsverhalten der Ströme und Felder Eq: math.2174.16

Hash: af5b9e4c123711d7c44977b916e4b419

TeX (original user input):

\begin{align}
& {{\Phi }^{0}}\acute{\ }=\gamma \left( {{\Phi }^{0}}-\beta {{\Phi }^{1}} \right)\quad bzw.\quad \Phi \acute{\ }=\gamma \left( \Phi -v{{A}^{1}} \right) \\
& {{\Phi }^{1}}\acute{\ }=\gamma \left( {{\Phi }^{1}}-\beta {{\Phi }^{0}} \right)\quad bzw.\quad A{{\acute{\ }}^{1}}=\gamma \left( {{A}^{1}}-\frac{v}{{{c}^{2}}}\Phi  \right),{{A}^{\acute{\ }2}}={{A}^{2}},A{{\acute{\ }}^{3}}={{A}^{3}} \\
\end{align}

TeX (checked):

{\begin{aligned}&{{\Phi }^{0}}{\acute {\ }}=\gamma \left({{\Phi }^{0}}-\beta {{\Phi }^{1}}\right)\quad bzw.\quad \Phi {\acute {\ }}=\gamma \left(\Phi -v{{A}^{1}}\right)\\&{{\Phi }^{1}}{\acute {\ }}=\gamma \left({{\Phi }^{1}}-\beta {{\Phi }^{0}}\right)\quad bzw.\quad A{{\acute {\ }}^{1}}=\gamma \left({{A}^{1}}-{\frac {v}{{c}^{2}}}\Phi \right),{{A}^{{\acute {\ }}2}}={{A}^{2}},A{{\acute {\ }}^{3}}={{A}^{3}}\\\end{aligned}}

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MathML (3.646 KB / 539 B) :

\begin{aligned} Φ^{0} \overset{´}{} = γ (Φ^{0} - β Φ^{1}) b z w . Φ \overset{´}{} = γ (Φ - v A^{1}) \\ Φ^{1} \overset{´}{} = γ (Φ^{1} - β Φ^{0}) b z w . A {\overset{´}{}}^{1} = γ (A^{1} - \frac{v}{c^{2}} Φ), A^{\overset{´}{} 2} = A^{2}, A {\overset{´}{}}^{3} = A^{3} \end{aligned}

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Identifiers

$Φ$

$\overset{´}{}$

$γ$

$Φ$

$β$

$Φ$

$b$

$z$

$w$

$Φ$

$\overset{´}{}$

$γ$

$Φ$

$v$

$A$

$Φ$

$\overset{´}{}$

$γ$

$Φ$

$β$

$Φ$

$b$

$z$

$w$

$A$

$\overset{´}{}$

$γ$

$A$

$v$

$c$

$Φ$

$A$

$\overset{´}{}$

$A$

$A$

$\overset{´}{}$

$A$

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