Question

34. Find the transfer function, $G(s) = \theta_2(s)/T(s)$, for the rotational mechanical system shown in Figure P2.20. [Section: 2.7] $T(t)$ 3 kg-m$^2$ $N_3 = 25$ 100 kg-m$^2$ 1000 N-m-s/rad $N_1 = 5$ $\theta_2(t)$ 3 N-m/rad $N_2 = 50$ 100 kg-m$^2$ 250 N-m/rad FIGURE P2.20

Name: 34 find the transfer function gs theta2sts for the rotational mechanical system shown in figure p220 section 27 tt 3 kg m2 n3 25 100 kg m2 1000 n m srad n1 5 theta2t 3 n mrad n2 50 100 34028
Uploaded: 2025-06-02T11:53:21-08:00
Duration: 2 min 47 s
Channel: Mark Scythian
Description: 34 find the transfer function gs theta2sts for the rotational mechanical system shown in figure p220 section 27 tt 3 kg m2 n3 25 100 kg m2 1000 n m srad n1 5 theta2t 3 n mrad n2 50 100 34028

          34. Find the transfer function, $G(s) = \theta_2(s)/T(s)$, for the rotational mechanical system shown in Figure P2.20. [Section: 2.7]
$T(t)$
3 kg-m$^2$
$N_3 = 25$
100 kg-m$^2$
1000 N-m-s/rad
$N_1 = 5$
$\theta_2(t)$
3 N-m/rad
$N_2 = 50$
100 kg-m$^2$
250 N-m/rad
FIGURE P2.20

34 find the transfer function gs theta2sts for the rotational mechanical system shown in figure p220 section 27 tt 3 kg m2 n3 25 100 kg m2 1000 n m srad n1 5 theta2t 3 n mrad n2 50 100 34028

Added by Danny W.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Mark Scythian

06/02/2025

Step 1

The system consists of: - An input torque $T(t)$. - A rotational inertia $J_1 = 3 \text{ kg-m}^2$. - A torsional spring with stiffness $K_1 = 3 \text{ N-m/rad}$. - A gear train with gear ratios: - $N_1 = 5$ - $N_2 = 50$ - $N_3 = 25$ - Two rotational inertias Show more…

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34. Find the transfer function, $G(s) = \theta_2(s)/T(s)$, for the rotational mechanical system shown in Figure P2.20. [Section: 2.7] $T(t)$ 3 kg-m$^2$ $N_3 = 25$ 100 kg-m$^2$ 1000 N-m-s/rad $N_1 = 5$ $\theta_2(t)$ 3 N-m/rad $N_2 = 50$ 100 kg-m$^2$ 250 N-m/rad FIGURE P2.20