Does Adding Mass to a Spring Change Its Amplitude Range?

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SUMMARY

The discussion centers on the concept of amplitude in oscillatory motion, specifically regarding a mass-spring system. When a mass is added to a spring, it creates an amplitude defined by the maximum displacement from the equilibrium position. The amplitude does not have a fixed minimum or maximum; rather, it is determined by the initial displacement and the energy imparted to the system. The term "amplitude" refers to the maximum extent of oscillation from the equilibrium point.

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  • Understanding of basic physics concepts, particularly oscillatory motion.
  • Knowledge of Hooke's Law and its application to springs.
  • Familiarity with terms like equilibrium point and displacement.
  • Basic grasp of energy conservation in mechanical systems.
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  • Study Hooke's Law and its implications for spring systems.
  • Learn about the principles of oscillation and harmonic motion.
  • Explore the concept of energy transfer in oscillatory systems.
  • Investigate the effects of varying mass on the frequency and amplitude of oscillations.
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Hi. I need help with a quick concept. So there is a string hanging vertically making the bottom of the spring its equilibrium point.

A mass is added on it creating an amplitude.

If I were to pull down on the mass and let it oscillate passing its original equilibrium point, does that mean a spring has a minimum and maximum amplitude?
 
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soccer5454 said:
Hi. I need help with a quick concept. So there is a string hanging vertically making the bottom of the spring its equilibrium point.

A mass is added on it creating an amplitude.

If I were to pull down on the mass and let it oscillate passing its original equilibrium point, does that mean a spring has a minimum and maximum amplitude?
What do you think the term amplitude means when applied to an oscillation?
 

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