How Can I get started on drawing this free body

AI Thread Summary
To solve the free body diagram problem, it's essential to accurately represent all external forces acting on the bodies involved, including weights and interactions with walls. The initial diagram submitted was incorrect as it did not include these forces and failed to show proper contact between the cylinders. A suggestion was made to draw multiple free body diagrams, one for each cylinder and one for the system as a whole, to clarify the forces at play. Using a force triangle can help in calculating the forces acting on the central cylinder. Understanding these concepts is crucial for mastering free body diagrams in physics.
Ryantruran
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Homework Statement



([url]http://i.imgur.com/5OWEi.jpg[/url])
I have way to many unknowns to start the process of solving equations.

Homework Equations



ƩFx = 0
ƩFy = W

The Attempt at a Solution



I was given the answer of one force being .885W and the other is .201W. The problem is a recommended problem not for a grade but I would like to get a full understanding of these problems
 
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Hi Ryantruran! Welcome to PF! :smile:

Hint: the cylinders are smooth, so the forces will all be normal, so they will lie along the lines joining the centres. :wink:
 
does this look like an ok freebody diagram http://imgur.com/ntgFv
 
Hi Ryantruran! :smile:

(just got up :zzz: …)

Nooo … that's not a free-body diagram at all. :redface:

A free-body diagram should show all the external forces on a body (or bodies).

Yours does not show the external forces from the "walls", nor does it show the weights (acting through each centre of mass).

Also, this is probably one of those questions where you need to draw more than one free-body diagram (you could for example draw one for each cylinder, and one for all three together).

See the PF Library on "free body diagram" for more details.

(btw , your diagram is wrong anyway, the bottom cylinders should touch each other, and you've omitted the right-hand "wall")
 
You can solve it with a fbd for C alone. As there are three forces acting on C, it is possible to draw a force triangle to scale and calculate the values using trig.
 
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