Solving Rotary Friction Problem at Ye Olde Swinging Door

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Ben2
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Homework Statement: A door opened at 75 degrees from the latch remains at rest. When moved to a position 60 degrees from the latch, it slowly closes on its own. Is there another possible cause besides a sloping floor?
Relevant Equations: \tau = r x F; v = \omega x r; a_T = \alpha x r, where all quantities are vectors.

I'm in a house with repurposed parts. I'd like those with physical intuition to look at a problem involving rotary friction. Thanks in advance!
 
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Good suggestion! I've often wondered if different radial sections of a hinge could experience different amounts of friction.
 
Houses settle. Unevenly. I once designed a beam so that a friend could remove a load bearing interior wall. When we forced the beam into place, it had the effect of straightening the second floor. Every door on the second floor jammed.
 
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Do you want the door to close or to not close?
 
Ben2 said:
Is there another possible cause besides a sloping floor?
You mean a non-vertical hinge axis? Perhaps one inclined in the plane that is 75 degrees from the latch?

One does hope that the hinges are all colinear. Flexing the door as it goes through its motion would allow a place for potential energy to be deposited.
 
berkeman said:
I thought I heard something: Sounded like a door hitting someone in the...

:wink:
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