Thermodynamics problem-using PV=nrt

AI Thread Summary
The discussion centers on a thermodynamics problem involving the ideal gas law (PV=nRT) and the calculation of air mass to be bled off to restore pressure. The main confusion arises from the interpretation of temperature and pressure changes in the provided solutions. The individual questions whether the solutions correctly apply the constant temperature assumption while addressing the pressure change. The calculations involve determining initial and final masses (m1 and m2) and then finding the difference to establish the mass to be bled off. Clarification on the correct application of the ideal gas law in this context is sought, particularly regarding the pressure change of 26 kPa at a specified volume and temperature.
pyroknife
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I have attached the problem statement (untitled) and the solutions (untitled 1).

I only have a problem with the second part of the solutions starting at the line "the amount of air that needs to be bled off to restore pressure..."

The problem asks what the amount of air that must be bled off to restore pressure to its original value at this temperature is.

Doesn't that mean the temperature is constant in the equation and the pressure is changing, not the other way around like they have it in the 2 equations at the bottom that solves for mass??

My professor said the solutions was right, but I don't see how. Am I misinterpreting something?
 

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Firstly they solved for the mass at the initial temperatre to get m1.

Then they found the mass at the final temperature m2

the mass needed to get bled off was m2-m1.


Alternatively, the pressure change that was required was 26 kPa within 0.25 m3 at 50°C. So you could have used the mass from that.
 
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