Moment of force ? some clarifications needed.

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Homework Help Overview

The discussion revolves around the concept of the moment of force, specifically its definition and application in a given scenario. Participants are examining the relationship between the line of action of a force and its effect on rotation about a point.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants are questioning the definition of the line of action of force and its relationship to points in the problem. They are exploring the meaning of perpendicular distance in relation to the axis of rotation and the line of action.

Discussion Status

The discussion is active, with participants providing clarifications and addressing misconceptions about the line of action and perpendicular distances. Some guidance has been offered regarding the interpretation of the diagram and the roles of various points and lines in the context of the moment of force.

Contextual Notes

There are indications of confusion regarding the definitions and relationships between the points and lines in the problem, particularly concerning the axis of rotation and the application of force. Participants are working within the constraints of the definitions provided in the textbook.

logearav
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Homework Statement



Regarding the moment of force, this is the definition given in the book
The tendency of rotation is called turning effect of a force or moment of the force about the given axis. The magnitude of the moment of force F about a point is defined as the product of the magnitude of force and the perpendicular distance of the point from the line of action of the force

Homework Equations



Please refer my attachment ( fig 1) which has been given in the book to illustrate this example.
Now my doubts are 1) is PO line of action of force?
2) what that arrow pointing in the anticlockwise direction represent?
Thanks in advance, revered members.

The Attempt at a Solution


 

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logearav said:
Now my doubts are 1) is PO line of action of force?
No. The 'line of action' of the force is a line parallel with the force and passing through the point of application.
2) what that arrow pointing in the anticlockwise direction represent?
The direction in which that force would cause the object to rotate. Torque, at least in these simple situations, can be clockwise or counterclockwise. In this case it's counterclockwise.
 
is it PF then? pls help because i could not understand the concept of line of action of force
 
logearav said:
is it PF then? pls help because i could not understand the concept of line of action of force
"F" stands for the force vector, not a point. The line AP extended is the line of action of the force.
 
Thanks a lot sir. But its been mentioned " perpendicular distance of the point from the line of the action of force"
Here the point is P and the line AP is line of action of force. Then How OA qualifies as perpendicular distance, because OA is perpendicular distance to A from the axis of rotation.
 
logearav said:
But its been mentioned " perpendicular distance of the point from the line of the action of force"
"The point" is the point about which you are finding the moment of some force.
Here the point is P and the line AP is line of action of force.
No. P is the point of application of the force; the point about which you are computing the moment is point O, not P.
 
The arrow for F (extended both ways to infinity) is the line of action of force F. I can't see any right angles marked in, but it looks like OP is not the perpendicular distance to O. Maybe it's OA that is the perpendicular distance from 0 to the line of action of F? You need to mark it clearly. So the moment of F about O is OA * F and the turning tendency is approximately anticlockwise. (Providing I'm correct that F is almost parallel to the y-axis marked "AXIS", is it?)

I wouldn't refer to an axis of rotation, since nothing is rotating (that I know of). I'd rather see a circular arrow drawn about 0, rather than stuck in mid-air near the end of F, to indicate the direction of the turning tendency of the force F about point O.

If F were to cause rotation about 0, then the axis of rotation would be out of the page directly towards you, i.e., perpendicular to the page. *

* Your hand-sketched diagram is not clear; I may be interpreting it differently to how it should be. I'm saying F is almost parallel to AXIS, but it could be viewed as being almost perpendicular to it, too. Only you know what it should be. :confused:
 
Last edited:
Thanks a lot Nascent Oxygen and Doc Al for your detailed explanations
 

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