Understanding Centripetal Force in a Pendulum System

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Discussion Overview

The discussion revolves around understanding centripetal force in the context of a pendulum system, specifically analyzing the forces acting on a pendulum bob at the lowest point of its swing. The scope includes conceptual clarification of forces involved in circular motion and their relationships.

Discussion Character

  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • One participant asks for help in understanding how centripetal force relates to tension and gravity in a pendulum system.
  • Another participant clarifies that centripetal force is not an additional force but rather the radial component of the net force acting on the bob, which consists of tension and gravity.
  • A subsequent reply acknowledges the clarification, equating centripetal force with net force in the context of angular motion.
  • Further discussion mentions the existence of a tangential component of force, which is distinct from centripetal force.

Areas of Agreement / Disagreement

Participants appear to agree on the conceptual understanding that centripetal force is not a separate force but a description of the net force's radial component. However, there is some confusion initially expressed regarding the terminology and the roles of tension and gravity.

Contextual Notes

The discussion does not resolve the potential confusion surrounding the definitions and roles of centripetal force, tension, and gravity, as well as the distinction between radial and tangential components of force.

Who May Find This Useful

This discussion may be useful for students or individuals seeking to clarify their understanding of forces in circular motion, particularly in the context of pendulum systems.

Fisicks
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"A 0.400-kg pendulum bob passes through the lowest part of its path at a speed of 3.00 m/s.
What is the tension in the pendulum cable at this point of the pendulum is .8 meters long?"

I would like to ask for some help on understanding centripetal force in this particular situation. I realize gravity is pulling down on the bob, while tension is counteracting gravity, and centripetal force is also counteracting gravity.

I would like someone to explain to me why the sum of the forces here is the total centripetal force, or Tension minus force of gravity.
 
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Fisicks said:
I realize gravity is pulling down on the bob, while tension is counteracting gravity, and centripetal force is also counteracting gravity.
It sounds like you are thinking of centripetal force as if it were a third force on the bob. It's not. The only forces acting on the bob are tension and gravity. "Centripetal force" is just a name for the radial component of the net force.
 
thank you very much, that's why i was so confused. Centripetal force is just another name for net force, but in angular motion!
 
Fisicks said:
thank you very much, that's why i was so confused. Centripetal force is just another name for net force, but in angular motion!
For the radial component, yes. You could have a tangential component of force too, but it's not centripetal.
 

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