Réponse Temporelle \( x(t) \)
\( m\ddot{x} + \mu\dot{x} + kx = F_0\cos(\omega t) \)
2
1
0.2
1.41
1
1
0
\( \omega_0 = \sqrt{k/m} \approx \) -
\( \Delta = \mu^2 - 4mk = \) -
Module \( |X(s)| \)
\( X(s)=\dfrac{F_0s}{(s^2+\omega^2)(ms^2+\mu s+k)}+\dfrac{mv_0+msx_0+\mu x_0}{ms^2+\mu s+k} \)