A small block is perforated so that it can move inside a circular guide of radius R. Additionally, it is connected to a spring of constant k and natural length lo = Rπ / 2 that also moves on the guide, connected by its other end to point A. The whole system is contained in a horizontal plane. The body is shifted to the right by an angle φ0 with respect to the axis, stretching the spring, and released from rest.
a) Determine the movement equation
b) Determine the frequency of oscillation
c) Determine the angle as a function of time φ(t)
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A small bead of mass m can moves on a smooth circular wire (radiusR) under the action of a force
directed (r=position of bead from P&K=constant) towards a point P with in the circle at a distan
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