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Laws of Motion -03- Moment Of A Force
Rebiaz Studio
Follow
9/21/2024
Forces act as indicated on a rod AB which is pivoted at A. Find the anticlockwise moment of each force about the pivot.
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Learning
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00:00
Hi friends, when you wake up in the morning, always thank God for giving you another day
00:06
to express your full potential and love.
00:10
Moment of a force.
00:12
That's what it is.
00:15
Maybe this question can give you an idea related to the moment of a force.
00:21
A thin stick is connected to an axis at one end.
00:25
Several forces act on the stick.
00:26
Now, we are asked to calculate the anticlockwise moment.
00:34
When the moment of force acts on an object, the object will rotate about a certain axis.
00:40
The rotation may be anticlockwise.
00:46
Let's calculate the moment of force.
00:50
Each force will have a different the line of action.
00:53
So we will make a table containing all the forces acting on the stick.
00:58
Next, we will determine the moment arm.
01:04
The simple explanation is like this, that the moment arm is the length of the line from
01:07
the axis that is perpendicular to the line of action of the force.
01:13
We can draw the line of action of the force as a dotted line.
01:19
The distance from the axis to the line of action of F1 is half the length of the stick.
01:24
That is the moment arm of F1.
01:29
For F2, draw the line of action of the force as before.
01:35
That distance is a line perpendicular from the axis to the line of action of the force.
01:42
Finally the length of that distance is L sine of 60 degrees, or half L root 3.
01:50
Knowing this value we can calculate the moment of force.
01:55
The moment of force is the multiplication of the force acting on an object by the moment arm.
02:02
So the moment of force of F1 is half L F1.
02:06
And the moment of force of F2 is half L F2 root 3.
02:13
Based on the criteria of the question, the moment of force that rotates the stick counterclockwise
02:17
will have a positive sign.
02:21
It turns out that calculating the moment of force is not difficult.
02:25
Happy learning everyone!
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