Frequency of small oscillations

AI Thread Summary
The discussion explores the relationship between the frequency of small oscillations in a two-body system attached by a spring and the frequency of rotation around a larger mass. It asserts that the frequency of small oscillations for a single body in orbit matches its rotation frequency. The example of the Earth-Moon system is cited to illustrate this relationship, suggesting that similar principles apply to other planetary systems. The key question raised is how the frequencies f1 (of the smaller system) and f2 (of the larger mass) relate when considering gravitational forces. Overall, the conversation emphasizes the interconnectedness of oscillation and rotation frequencies in gravitational systems.
gpran
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Two bodies of mass m each are attached by a spring. This two body system rotates around a large mass M under gravity. Will there be any relation between frequency of oscillation of the two body system and frequency of rotation?
Frequency of small oscillations of a single body rotating in an orbit is same as frequency of rotation.
 
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There can be a similar situation. A body of small mass- m1 is rotating around another mass- m2 with frequency f1. This two body system is rotating around a large mass M with frequency f2. What should be relation between f1 and f2 if we consider forces of gravity?
 
gpran said:
A body of small mass- m1 is rotating around another mass- m2 with frequency f1. This two body system is rotating around a large mass M with frequency f2. What should be relation between f1 and f2 if we consider forces of gravity?
above situation is available as an example in planetary motion so you can get an answer if you see/observe say Earth moon system or saturn and its satellites and the Sun ...i think you can get a tested result.
 
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