Solving a Problem with Air Mass: Calculating Pressure & Volume

AI Thread Summary
The discussion revolves around calculating the new volume of an airmass as it moves upwards, experiencing changes in pressure and temperature. The initial conditions are a volume of 1200 m³, pressure of 101 kPa, and temperature of 288 K, which change to 80 kPa and 270 K. Participants clarify that instead of calculating pressure, the focus should be on finding the new volume using the combined gas law. The formula provided is v2 = (p1*v1*t2)/(t1*p2), which allows for solving the unknown volume. Proper unit conversion is emphasized to ensure accurate calculations.
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Hi!
I have problem with this ...

A airmass with the volume 1200m^3 the presswure 101kPa and the temperature 288K moves vertical upwards. The pressure sinks to 80kPa and the temperature sinks to 270K.

Calculate the new pressure and I know how to use it

I take 101*1200/288 = 420 Is this right?

because v1*p1 /t1 = v2*p2/t2
And how do i make an equation of this?

and the second question is... how big volume would the airmass had in the normal conditions? Use that to calculate the airs mass...

And PLEASE no answer like this ... Use the Ideal Gas law... NO **** I had already found out that ...
 
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For the first half.. originally, you are given pressure, volume, and temp.
Pressure and temperature changes, so you should solve for volume, not pressure.

P*V = n*R*T

What you DON'T know, and have to calculate with the original three conditions is n*R.

Same gas, or mixture, n*R will be the same for the new pressure, temp and volume.
 
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use the combined gas law

you have everything but v2
v2 = x (unkown volume)

(p1*v1)/t1 = (p2*X)/t2 solve for x (rearrange)

x= (p1*v1*t2)/ (t1*p2)

make sure your units are right
 
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