Time for the pendulum to come to a stop

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    Pendulum Time
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SUMMARY

The discussion focuses on approximating the time it takes for a pendulum to come to a final stop, emphasizing the importance of understanding the damped harmonic oscillator. Key factors influencing this process include mass and damping effects. The conversation highlights the need for specific equations related to the pendulum's motion, particularly in the context of energy loss over time. Participants recommend reviewing resources such as HyperPhysics for a deeper understanding of the underlying physics.

PREREQUISITES
  • Damped harmonic oscillator theory
  • Basic principles of pendulum motion
  • Understanding of energy dissipation in oscillatory systems
  • Familiarity with relevant equations of motion
NEXT STEPS
  • Study the equations governing damped harmonic motion
  • Explore the effects of mass on pendulum dynamics
  • Investigate energy loss mechanisms in oscillatory systems
  • Review HyperPhysics resources on oscillators for practical examples
USEFUL FOR

Physics students, educators, and anyone interested in the dynamics of oscillatory systems, particularly those studying pendulum motion and damping effects.

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Homework Statement
How would one approximate the time it takes for the pendulum to come to a final stop? Including all the factors...
Relevant Equations
e
e
 
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Aristarchus_ said:
Homework Statement:: How would one approximate the time it takes for the pendulum to come to a final stop? Including all the factors...
Relevant Equations:: e

e
What else do you know about the pendulum other than it comes to a stop?
 
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kuruman said:
What else do you know about the pendulum other than it comes to a stop?
Nothing other than mass
 

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