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Hier entsteht gerade die Physikformelsammlung des Physik -LK 2004 /2005 an der Gutenbergschule Wiesbaden .
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{\displaystyle I={Q \over t}\qquad \left[A={Coul \over sec}\right]\qquad Strom={Ladung \over Zeit}}
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{\displaystyle U={W \over Q}\qquad \left[V={J \over coul}\right]\qquad Spannung={Arbeit \over Ladung}}
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{\displaystyle R={U \over I}\qquad \left[\Omega ={V \over A}\right]\qquad Widerstand={Spannung \over Strom}}
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{\displaystyle P=U\cdot I\qquad \left[W=V\cdot A={J \over s}={N\cdot m \over s}\right]\qquad Leistung=Spannung\cdot Strom}
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{\displaystyle {\begin{matrix}W&=&F\cdot s&\qquad &\left[J=N\cdot m\right]&\qquad &Arbeit&=&Kraft\cdot Strecke\\\ &=&P\cdot t&\qquad &\left[J=Watt\cdot sec\right]&\qquad &\ &=&Leistung\cdot Zeit\end{matrix}}}
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{\displaystyle E={F_{e} \over Q}={U \over s}\qquad \left[{N \over coul}={N \over coul}={V \over m}\right]\qquad Elektr.Feld={Kraft \over Ladung}={Spannung \over Strecke}}
Kondensator
Ladungsdichte
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{\displaystyle \sigma ={Q \over A}\qquad \left[\sigma ={coul \over m^{2}}\right]\qquad Sigma={Ladung \over Flaeche}}
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{\displaystyle C=\epsilon _{r}\cdot \epsilon _{0}\cdot {A \over d}\qquad \left[F=\epsilon _{r}\cdot \epsilon _{0}\cdot {m^{2} \over m}\right]\qquad Kapazitaet=\epsilon _{r}\cdot \epsilon _{0}\cdot {Flaeche \over Abstand}}
![{\displaystyle I={Q \over t}\qquad \left[A={Coul \over sec}\right]\qquad Strom={Ladung \over Zeit}}](/media/api/rest_v1/media/math/render/svg/9826ec07a4bd20f91555ae4bf20ad218bc27a4a7)
![{\displaystyle U={W \over Q}\qquad \left[V={J \over coul}\right]\qquad Spannung={Arbeit \over Ladung}}](/media/api/rest_v1/media/math/render/svg/7be82fab6e884acfc5bc186ce71d70024df3f373)
![{\displaystyle R={U \over I}\qquad \left[\Omega ={V \over A}\right]\qquad Widerstand={Spannung \over Strom}}](/media/api/rest_v1/media/math/render/svg/7be635a3b1cac132e9a7e0feb0bf4b79f2e29695)
![{\displaystyle P=U\cdot I\qquad \left[W=V\cdot A={J \over s}={N\cdot m \over s}\right]\qquad Leistung=Spannung\cdot Strom}](/media/api/rest_v1/media/math/render/svg/4d75d97ed0cdb5f53b0bef096a0064f35858dc7e)
![{\displaystyle {\begin{matrix}W&=&F\cdot s&\qquad &\left[J=N\cdot m\right]&\qquad &Arbeit&=&Kraft\cdot Strecke\\\ &=&P\cdot t&\qquad &\left[J=Watt\cdot sec\right]&\qquad &\ &=&Leistung\cdot Zeit\end{matrix}}}](/media/api/rest_v1/media/math/render/svg/42c8ecfb4a91cfc16ea7affb27d9116e2c4ed985)
![{\displaystyle E={F_{e} \over Q}={U \over s}\qquad \left[{N \over coul}={N \over coul}={V \over m}\right]\qquad Elektr.Feld={Kraft \over Ladung}={Spannung \over Strecke}}](/media/api/rest_v1/media/math/render/svg/da3bd6fe4adf3b1d139cd5f5c3f31c9c407a7a92)
![{\displaystyle \sigma ={Q \over A}\qquad \left[\sigma ={coul \over m^{2}}\right]\qquad Sigma={Ladung \over Flaeche}}](/media/api/rest_v1/media/math/render/svg/8c2f73a7311a215d22e08bb3ee78cb0cb5626229)
![{\displaystyle C=\epsilon _{r}\cdot \epsilon _{0}\cdot {A \over d}\qquad \left[F=\epsilon _{r}\cdot \epsilon _{0}\cdot {m^{2} \over m}\right]\qquad Kapazitaet=\epsilon _{r}\cdot \epsilon _{0}\cdot {Flaeche \over Abstand}}](/media/api/rest_v1/media/math/render/svg/36a45b281a92e742c3dd638acc710820c400a269)