Chapter 2: Problem 19
The timing device shown consists of a movable cylinder of known mass \(m\) that is attached to a rod of negligible mass supported by a torsional spring at its base. If the stiffness of the spring is \(k_{T}\), where \(k_{T} / m g L>1\), determine the period of small angle motion of the device as a function of the attachment length, \(L\), if the spring is untorqued when \(\theta=0\).
Short Answer
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Key Concepts
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