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A cylinder of a mass 0.5 and a diameter of 0.1 m is suspended by a wire from its center. When the wire is twisted and released, the cylinder...

A cylinder of a mass 0.5 and a diameter of 0.1 m is suspended by a wire from its center. When the wire is twisted and released, the cylinder oscillates. Find the period of these oscillators If the torsion constant of the wire is K = 0.85 N*/rad
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Top Answer

Torsion constant k = 0.85 N/rad. Now angular frequency of the oscillation is w = sqrt(k/I) . Here sqrt means... View the full answer

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first we first calculate the moment of inertia I=MR^2... View the full answer

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