- 23,709
- 5,927
Yes. That's the air pressure in the tank headspace (over and above atmospheric pressure).jderulo said:58860N.m^-2 ? Assuming a head of 5m?
Chet
The discussion focuses on calculating the headspace pressure in a closed tank partially filled with fluid, specifically addressing the pressure at the interface between the air and the liquid. The fluid has a specific gravity (s.g.) of 1.2, with a fluid height of 1.7m and a total height of 5m above the measurement point. The correct calculation for the air pressure in the tank's headspace is determined to be 58680 N/m², which is derived using hydrostatic pressure principles rather than the ideal gas law.
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Yes. That's the air pressure in the tank headspace (over and above atmospheric pressure).jderulo said:58860N.m^-2 ? Assuming a head of 5m?
Why do you think they put the y into the problem description?jderulo said:Thanks Chet - I had that value earlier, was you trying to see if I understood it?
The y value, the 1.7m - seems odd that I do not include that. I always thought we had to use all the data in chem eng problems. At least I have in the past!
Not really sure can only assume it would make the solution glaringly obvious if it wasn't there...?Chestermiller said:Why do you think they put the y into the problem description?
Exactly.jderulo said:Not really sure can only assume it would make the solution glaringly obvious if it wasn't there...?