Evacuatred chamber pressure question

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To determine the force required to pull off a circular cover over an evacuated chamber, the pressure difference between the atmospheric pressure and the chamber pressure must be considered. The atmospheric pressure acts downward on the cover while the chamber pressure acts upward. Calculating the forces involves using the areas of both the cover and the hole to find the net force. Several attempts at solving the problem yielded varying results, indicating the complexity of the calculations. A careful analysis of the free body diagram is essential to accurately determine the pulling force required.
Kristin
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I've been working on this question for quite a while and I've tried several methods with no success. I am no where near confident in my method and I was wondering if someone could point me in the right direction. The question is:

A 16.5 cm diameter circular cover is placed over a 8.0 cm diameter hole that leads into an evacuated chamer. The pressure in the chamber is 22.5 kPa. How much force is required to pull the cover off?

I attempted to solve by using F1/A1=F2/A2
so... I got F1=P1A1
=113.1N

And 113.1N/5.027e-3m=x/2.138e-2m
Isolating for x, and then F2=481N
I have also tried other methods and gotten F2= 1510N, 156N, 1511N, 212N, and 665N.
 
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You are nearly right. You have to consider your free body diagram a bit more carefuly. There are 3 forces involved.

1. The atmospheric pressure acting down on the cover. F = PxA.
2. The chamber pressure acting up on the cover. F = PxA
3. The force of you pulling up on the cover.

Solve the diagram for the force of you pulling.
 
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