Action Reaction on a discus thrower.

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Discussion Overview

The discussion revolves around the physics involved in a discus throw, particularly focusing on the action-reaction forces at play during the throw and the implications of momentum conservation in various scenarios, including simplified models of a spinning arm and platform in space.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • One participant questions whether there is an action-reaction force when the discus leaves the thrower's hand, particularly in a simplified model of a spinning arm with a mass at the end.
  • Another participant suggests that the problem is oversimplified and emphasizes the importance of considering the act of throwing rather than just releasing the discus.
  • A participant proposes a scenario involving a platform in space with two spinning arms, questioning whether the platform experiences movement when the masses are released.
  • There is a clarification that the platform will oscillate while spinning, but the participant seeks to understand if there is net movement upon release of the masses.
  • One participant asserts that momentum conservation applies regardless of the method of throwing, indicating that the momentum of the projectiles and the platform are equal and opposite.
  • A later reply seeks clarification on whether the platform will move back or remain stationary, given the conservation of momentum in the context of spinning.

Areas of Agreement / Disagreement

Participants express differing views on the implications of action-reaction forces and momentum conservation in the discus throw scenario. There is no consensus on whether the platform will experience net movement upon the release of the masses.

Contextual Notes

The discussion includes various assumptions about the nature of forces, the simplification of the problem, and the effects of spinning, which remain unresolved.

imanator
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Hi there,
I am trying to understand the physics acting on a discus thrower, namely at their feet when they throw a discuss.
first the player spins to pick up momentum for the discus, he or she does this by pushing on the ground but when the actual discus leaves the hand, is there an action reaction? isn't the discus just leaving their hand? if you were to simplify the problem to just a spinning arm on a pivot with a mass at the end, when the mass leaves the arm, does it push back on the arm, does the pivot feel the tangential force back?
In other words if the discus arm was in space or on water, assuming you could spin it up, when you release it, would the arm be flung back? would the displacement of the pivot change? not in a circle but linearly?
 
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imanator said:
if you were to simplify the problem to just a spinning arm on a pivot with a mass at the end, when the mass leaves the arm, does it push back on the arm, does the pivot feel the tangential force back?

For that simplified problem, there is no tangential force. But you have made the problem too simple. You don't just "let go" of the discus, you "throw" it.

Think about some simpler situations first:

1. What are the action reaction forces if you stand still, and throw the discus?

2. What if you run forward in a straight line, and throw the discus while you are running?

In the real discus throw, you "run" in a circle to increase your angular velocity before you throw.
 
Thanks Sci Advisor. I am interested in this simplification.
Suppose I had a platform in space, with this apparatus(spinning arm on a pivot and a mass on the end) bolted on to the platform, and that I put another similar apparatus above it spinning in the opposite direction so that the platform has no net rotation in space. Now if I release the masses so that they both travel in the same direction, will the platform move when the balls are released? is there a reaction that the platform experiences?
 
when I say does the platform move, I mean a net movement, clearly the platform will oscillate while it is spinning.
 
I don't think the spinning matters. When you "throw" from a platform in space, whether by fling, by compressed air, or by a spring, momentum is conserved. m*v of projectiles and m*v of platform are equal and opposite. The same basic thing is true for the discuss thrower in spite of all the pre and post throw motion.
 
Thanks, so are you saying the platform will move back, or the momentum is conserved in the spinning, and the platform stays where it is?
 

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