A bead of mass n is free to slide on a hoop of radius R (Fig....
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A bead of mass n is free to slide on a hoop of radius R (Fig. 2.51). The hoop spins with a constant angular velocity n about the vertical axis. Find the acceleration of the bead. A spring pendulum is attached to a rotating shaft by an arm of distance d, as shown in Fig. 2.52. At the instant shown, the shaft is rotating with the constant angular velocity N= 0.4 rad/s, 8 = 30°, é = 0.3 rad/s, 6 = 2 rad/s?. The length of the pendulum is L of 0.1 m/s. Given also is that d 1.3 m and it is getting shorter at the constant rate = 0.8 m. Find the acceleration of the tip of the %3D pendulum. Figure 2.51 Figure 2.52 -).... . A bead of mass n is free to slide on a hoop of radius R (Fig. 2.51). The hoop spins with a constant angular velocity n about the vertical axis. Find the acceleration of the bead. A spring pendulum is attached to a rotating shaft by an arm of distance d, as shown in Fig. 2.52. At the instant shown, the shaft is rotating with the constant angular velocity N= 0.4 rad/s, 8 = 30°, é = 0.3 rad/s, 6 = 2 rad/s?. The length of the pendulum is L of 0.1 m/s. Given also is that d 1.3 m and it is getting shorter at the constant rate = 0.8 m. Find the acceleration of the tip of the %3D pendulum. Figure 2.51 Figure 2.52 -).... .
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Related Book For
Engineering Mechanics Dynamics
ISBN: 9781118885840
8th Edition
Authors: James L. Meriam, L. G. Kraige, J. N. Bolton
Posted Date:
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