Formelsammlung

$$S_0=\frac{F_{err}}{C-m\times {\omega }^2}$$ $$D=201g[(\frac{V_{err}}{V_e}{)}^2-1]$$ $$d=\tan \delta$$ $$\sigma =\frac{m_{stat}\times \bar{a}\times g}{b\times l}$$ $$f_e=\frac{1}{2\times \pi }\times \sqrt{\frac{c}{m}\times 1000}$$
$$f_e=\frac{5}{\sqrt{S_{subA}}}$$ $$V_e=\frac{30}{\pi }\times \sqrt{\frac{c}{m}\times 1000}$$
$$V_e=\frac{300}{\sqrt{S_{subA}}}$$
$$V_{eerf}=V_{err}\times \sqrt{\frac{1-\eta }{2-\eta }}$$
$$V_{eerf}=\frac{15\times {\bar{a}}_{zul}}{{\bar{a}}_0\times t_0}$$
$$V_{eerf}=\frac{15\times g\times {\bar{a}}_{zul}}{V}$$
$$V_{eerf}=\frac{30\times {\bar{a}}_{zul}}{\pi \times {\bar{a}}_0\times t_0}$$
$$V_{eerf}=\frac{30\times g\times {\bar{a}}_{zul}}{\pi \times V}$$ $$C=(\frac{V_e\times \pi }{30}{)}^2\times m$$ $$\mathrm{\Delta }S-K\times S_6\times n$$ $$Z_{\mathrm{\infty }}=\sqrt{E\times \rho \times {10}^9}=c\times \rho \times {10}^3$$ $$p-\frac{Z_1}{Z_2}-\sqrt{\frac{E_1\times \rho }{E_2\times \rho }}-\frac{c_1\times {\rho }_1}{c_2\times {\rho }_2}$$ $$\eta =1-\frac{1}{(\frac{V_{err}}{V_e}{)}^2-1}$$ $$K=\frac{\mathrm{\Delta }S}{S_6\times n}$$ $$R=\frac{(p-1{)}^2}{(p+1{)}^2}$$ $$a_R=\frac{g\times V_e\times {\bar{a}}_0\times t_0}{15}$$
$$a_R=\frac{V_e\times v}{15}$$
$$a_R=\frac{\pi \times g\times V_e\times {\bar{a}}_0\times t_0}{30}$$
$$a_R=\frac{\pi \times V_e\times v}{30}$$ $$Fu=\frac{F_{err}}{(\frac{V_{err}}{V_e}{)}^2-1}$$