| Reihenschaltung |
| \( R \, \text{und} \, C \) |
\( R \, \text{und} \, L \) |
|
|
| Zeigerdiagramm der Spannungen |
|
|
| $$ U = \sqrt{U_R^2 + U_C^2} $$ |
$$ U = \sqrt{U_R^2 + U_L^2} $$ |
| $$ U = \frac{U_C}{\sin \varphi} $$ |
$$ U = \frac{U_L}{\sin \varphi} $$ |
| $$ U = \frac{U_R}{\cos \varphi} $$ |
$$ U = \frac{U_R}{\cos \varphi} $$ |
| $$ U_R = \sqrt{U^2 – U_C^2} $$ |
$$ U_R = \sqrt{U^2 – U_L^2} $$ |
| $$ U_R = U \cdot \cos \varphi $$ |
$$ U_R = U \cdot \cos \varphi $$ |
| $$ U_R = \frac{U_C}{\tan \varphi} $$ |
$$ U_R = \frac{U_L}{\tan \varphi} $$ |
| $$ U_C = \sqrt{U^2 – U_R^2} $$ |
$$ U_L = \sqrt{U^2 – U_R^2} $$ |
| $$ U_C = U \cdot \sin \varphi $$ |
$$ U_L = U \cdot \sin \varphi $$ |
| $$ U_C = U_R \cdot \tan \varphi $$ |
$$ U_L = U_R \cdot \tan \varphi $$ |
