Pendulums ~ period of oscillation

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SUMMARY

The discussion centers on calculating the period of oscillation for a pendulum consisting of two disks, each with mass M and radius R, separated by a massless rod. The formula for the period T is given as T = 2π/ω, where ω represents the angular frequency. Participants express confusion regarding the setup and the nature of the oscillations, indicating a need for clarification on the mechanics involved in small oscillations of the pendulum system.

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  • Understanding of pendulum mechanics
  • Familiarity with angular frequency (ω)
  • Knowledge of basic physics equations related to oscillation
  • Concept of small angle approximation in oscillatory motion
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Homework Statement


A pendulum is made of 2 disks, each of mass M and radius R separated by a massless rod. one of the disks is pivoted through its center by a small pin. The disks hang in the same plane and their centers are a distance L apart. Find the period for small oscillations.


Homework Equations


T = 2pi/omega


The Attempt at a Solution


I honestly haven't a clue how to start the problem. I am having trouble even visualizing it. Can anybody clarify what the question is?
 
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Find the period of small oscillations...? Anything more is given?
I don't see any oscillations there.. :confused:
 

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