A cylinder of mass m and mass moment of inertia J (about its center) rolls without slipping on a cylindrical surface of radius R, as shown in Fig.2. Derive the equations of the motion for small oscillations about the lowest point and find the natural frequency of the oscillation. B T O m, J
A cylinder of mass m and mass moment of inertia J (about its center) rolls without slipping on a cylindrical surface of radius R, as shown in Fig.2. Derive the equations of the motion for small oscillations about the lowest point and find the natural frequency of the oscillation. B T O m, J
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![5. A cylinder of mass m and mass moment of inertia J (about its center) rolls without slipping on a
cylindrical surface of radius R, as shown in Fig.2. Derive the equations of the motion for small
oscillations about the lowest point and find the natural frequency of the oscillation.
R
0
Figure 2
m, J](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F34a4ddc0-b30a-4979-a5b2-fc4d1051bb8e%2Fbaba1348-fc96-4625-b205-2f1666cd08f7%2F82nabiv_processed.png&w=3840&q=75)
Transcribed Image Text:5. A cylinder of mass m and mass moment of inertia J (about its center) rolls without slipping on a
cylindrical surface of radius R, as shown in Fig.2. Derive the equations of the motion for small
oscillations about the lowest point and find the natural frequency of the oscillation.
R
0
Figure 2
m, J
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