Understanding Coupled Oscillations: The Impact of Gravity on Displaced Particles

AI Thread Summary
Gravity significantly affects the equilibrium position of a system consisting of two masses connected by springs. When displaced and released, the gravitational force and elastic force are the primary influences on the movement of the particles. In a Newtonian framework, neglecting friction and air resistance, moving just one particle disrupts the balance between these forces, leading to sustained oscillations. This interaction highlights the importance of gravity in coupled oscillations. Understanding these dynamics is crucial for analyzing similar mechanical systems.
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I have a system that consist of the first spring attached to a ceiling and a first mass is attached to this spring. Then a second spring is attached to this first mass. Finally I have another mass attached to the second spring. So all of it is just hanging down. (I hope this is a good enough explanation). Will gravity have any effect; when the particles are displaced assuming the particles are displaced the same distance and released at the same time.

Thank you
 
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Yes, gravity will have an effect.
 
As Integral said, gravity will have an effect.
To be precise, gravity will influence what the equilibrium position will be.
 
starbaj12 said:
I have a system that consist of the first spring attached to a ceiling and a first mass is attached to this spring. Then a second spring is attached to this first mass. Finally I have another mass attached to the second spring. So all of it is just hanging down. (I hope this is a good enough explanation). Will gravity have any effect; when the particles are displaced assuming the particles are displaced the same distance and released at the same time.

Thank you


In a Newtonian approach,the gravitational force and the elastic force are the only ones who could influence the movement,provided that you neglect all effects of friction/air resistance.It takes to move only one particle (and not both at the same time) to destroy the equilibrium between the 2 forces mentioned ealier and set this device into permenent oscillation.
 
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