Calculating Friction in Pin Joints for Linkages | Homework Help

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To calculate the friction in a pin joint for linkages, the frictional force can be determined using the equation F = μN, where μ is the coefficient of friction and N is the normal force. The assumption of a "loose fitting" pin suggests that friction will be minimal and concentrated at a point on the surface. The applied force to the joint can be considered as the normal force in the equation, allowing for the estimation of friction by selecting an appropriate coefficient of friction. The inquiry seeks validation of this approach and reassurance that no significant factors are being overlooked. Overall, the logic presented aligns with basic principles of friction in mechanical systems.
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Homework Statement



I'm trying to determine the friction of a pin joint that will be loaded differently depending on the position of the linkage.

Homework Equations



I know the equation for frictional force is F="mu"*N, where "mu" is either the coefficient of static or kinetic friction depending on if the surface is in motion, but I'm not sure how to apply that to a pin joint.

The Attempt at a Solution



Im assuming the pin to be "loose fitting" so that friction will be basically limited to a point on the surface. And if I know the force applied to the joint, can I just take that force as N in the equation and and find the appropriate "mu" to solve for the frictional force? I'm just looking for a decent approximation for the friction.
 
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Since there have been no respones, should I assume that my logic is reasonable? Or just nobody has a decent idea about it either?
Any input would be appreciated.

Thanks.
 
Only in 1st year, but that logic sounds right based on my lecture notes
 
Thanks.

I'm really just looking for a rough estimate of friction, but I was mainly looking for input just to make sure I wasn't overlooking something too major.
 
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