Spring, Damper, Mass: What does a Mass Do?

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SUMMARY

This discussion clarifies the role of mass in dynamics, emphasizing that mass provides resistance to changes in motion rather than applying force itself. It distinguishes between inertial forces, which arise in non-inertial reference frames, and the forces applied by agents in inertial frames. The conversation highlights that while a mass accelerates when a force is applied, it does not exert force independently. Understanding these concepts is crucial for grasping the fundamentals of classical mechanics.

PREREQUISITES
  • Newton's Laws of Motion
  • Inertial and Non-Inertial Reference Frames
  • Basic Concepts of Force and Acceleration
  • Understanding of Inertial Forces
NEXT STEPS
  • Study Newton's Second Law of Motion in detail
  • Explore the concept of inertial frames versus non-inertial frames
  • Investigate the implications of inertial forces in various physical scenarios
  • Learn about the applications of mass in dynamic systems and engineering
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Students of physics, engineers, and anyone interested in understanding the principles of dynamics and the behavior of mass in motion.

chandran
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My observations

1)a spring gives a force proportional to the relative displacement of its ends

2)a damper gives a force proportional to the relative velocity of its ends

What does a mass do

I read in a theory that a mass gives a force proportional to its acceleration
and this force is called inertial force.

But my understanding is that when a force is applied by some agent to a mass it will accelerate. How is that a mass itself applies a force?
 
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chandran said:
What does a mass do
Think of mass as providing a resistance to changes in motion.

I read in a theory that a mass gives a force proportional to its acceleration
and this force is called inertial force.
Inertial forces only appear as an artifact of viewing things from a noninertial (accelerated) reference frame. (Which is often very useful.)

But my understanding is that when a force is applied by some agent to a mass it will accelerate. How is that a mass itself applies a force?
As long are you are viewing things from an inertial frame, the only forces are those provided by some agent. (Inertial forces have no agent.)
 

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