Learn About Moments & Equilibriums: What Does a Moment Mean?

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Discussion Overview

The discussion revolves around the concept of moments and equilibriums, particularly focusing on the implications of torque and its relationship to rotation. Participants explore how torque affects the motion of objects and the conditions under which rotation occurs, including the effects of varying forces.

Discussion Character

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

Main Points Raised

  • One participant questions whether a moment of 1700 Nm about a point indicates the degree of rotation or has other implications, suggesting that torque may not lead to a full rotation due to inconsistent forces.
  • Another participant states that torque can be understood as a turning force and relates it to energy transfer in terms of Joules per radian, indicating that constant torque results in consistent energy transfer for rotation.
  • A comparison is made between linear force and torque, highlighting the relationship between mass, acceleration, moment of inertia, and angular acceleration.

Areas of Agreement / Disagreement

Participants express varying interpretations of torque and its effects on rotation, indicating that multiple competing views remain regarding the implications of torque and the conditions necessary for complete rotation.

Contextual Notes

There are limitations in the discussion regarding the assumptions about constant torque and the specific conditions under which rotation occurs, which remain unresolved.

Who May Find This Useful

This discussion may be useful for students and enthusiasts of physics, particularly those interested in mechanics, torque, and rotational dynamics.

Aman Trivedi
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Hi,
I'm currently learning about moments and equilibriums. I'm able to solve the problems quite properly, like determining different forces, distances and etc. what intrigued me is that when we say that an object has a moment of 1700 Nm about point o. Does it mean that the object will provide that much rotation from the axis in terms of the distance or does it have another implication? Can the degree of rotation be deteimed from An objects torque? Because when I imagine the motion of a stick from a certain point I don't see it rotate 360 degree simply because the force acting on it is not consistent. For example adding a weight to propellers side won't make it spin completely but if I keep adding weight to every side that comes up after each rotation it will make a complete rotation. Am I correct? Then what exactly does the moment or a torque on an object tell us?
 
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In the below figure, the torque = distance * force will rotate the nut.
upload_2016-3-1_18-48-26.png


Generally, a torque will try to rotate something. A rotating motor will yield torque to its shaft.
 
Aman Trivedi said:
we say that an object has a moment of 1700 Nm about point o. Does it mean that the object will provide that much rotation from the axis in terms of the distance or does it have another implication?

Torque can be thought of in units of Joules per radian. What this tells us that a constant torque of 1 Joule/radian will transfer to an object an energy (manifest as rotational kinetic energy) of 1 Joule for every radian of resulting rotation. In simpler terms, a torque is a turning force.

So with a stick in your hand, it will not rotate 360 because you are not applying a constant torque. But certain mechanisms can. Even simple mechanisms can do so, at least approximately. For example:

A rubber band powered car.
 
Last edited:
Perhaps compare...

Force = mass * acceleration
with
Torque = moment of inertia * angular acceleration
 

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