Schiefe Ebene

$ F_{H} = \frac{F_{G} \cdot h}{ l} $

$ F_{G} = \frac{F_{H} \cdot l}{ h} $

$ h = \frac{F_{H} \cdot l}{ F_{G} } $

$ l = \frac{F_{G} \cdot h}{ F_{H} } $

$ F_{N} = \frac{F_{G} \cdot b}{ l} $

$ F_{G} = \frac{F_{N} \cdot l}{ b} $

$ b = \frac{F_{N} \cdot l}{ F_{G} } $

$ l = \frac{F_{G} \cdot b}{ F_{N} } $

$ F_{H} = F_{G} \cdot sin \alpha $

$ F_{G} = \frac{ F_{H} }{sin \alpha } $

$ sin \alpha = \frac{F_{H} }{F_{G} } $

$ F_{N} = F_{G} \cdot cos \alpha $

$ F_{G} = \frac{ F_{N} }{cos \alpha } $

$ cos \alpha = \frac{F_{N} }{F_{G} } $

Mechanik-Grundlagen Mechanik-Schiefe Ebene

$\begin{array}{l} \text{Gegeben:}\\\text{Neigungswinkel} \qquad \alpha \qquad [^{\circ}] \\ \text{Normalkraft} \qquad F_{N} \qquad [N] \\ \\ \text{Gesucht:} \\\text{Gewichtskraft} \qquad F_{G} \qquad [N] \\ \end{array}$

alpha [ ]= FN [ ]=