Where does the negitive come from?
Heres a pic
Clockwise direction is defined as negative.
wouldn't it be easier to set clockwise as positive?
since the force is pointing to the right...
Hey Cliff, thanks. I understand that but I don't see it. How can I determine when the movement is goign clockwise or not?
You look at the two sources of torque. Decompose the force and lever arm into clockwise and counterclockwise directions. You can call whatever direction you want positive or negative.
i believe they call it "vanigron's theorem" yes?
Well, F in the Y direction should be pointing up, and F in the X direction should be pointing right. But I see don't see why or how hte force move in oposite direction beven when breaking up into components.
@lgbasallote , never heard of that theorem.
hmm...if you put CCW as positive...then both should be both negative...right?
Look at the horizontal and vertical components of force relative to the pivot point.
CCW is positive because of how we define angles from the unit corcle.
vanigron's theorem states that when you have a moment of force along a certain point, it's equal to the sum of the moment of its components along the same point
ah yes. nevermind what i said
along a point?
i don't have it memorized
the point is moment of force is equal to moment of Fy + moment of Fx
you'll understand when you get older...
Haha, I got my engineering degree 10 years ago.
then it's 10 years more
Cliff, you're the man. I'm still not seeing it but maybe with more research it will be more apparent. I'm goign to try to draw a picture and reatach.
This is a pretty simple problem using basic engineering statics. The force is parallel to the 6in. lever arm, so their using the 3-4-5 triangle to decompose the force into components perpendicular and parallel to that 6in. arm.
I know the relation you're talking about @lg, just never heard it called Vanigron's Theorem before. And I was just confused by the phrasing of "along a point" since points don't have length.
i hate math...what do you expect....
;-)
If I were doing it, I'd rather find the total lever arm from the pivot to the application of force, then decompose into horizontal and vertical. It might be less elegant, but easy to see using basic principles.
I actually tried to use cartesian coordinates first and use the cross product. Still, I was wrong. I keep messing up on determining what is negative. And yes, its statics
positive or negative is your choice. By convention, clockwise is usually negative. |dw:1350059347746:dw|
This is how I see it. |dw:1350059464607:dw|
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