3 moles of an ideal monoatomic gas at 27 C and 1 atm pressure are subjected to a reversible adiabatic Compression to half the initial volume calculate Q , W and U in calories?
U=5400J?
Nope...)
\[\Delta U = Q + W\] Here Q=0 Since Adiabatic Process So \[\Delta U = W\]
\[\frac{ T1 }{ T2}=(\frac{ V2 }{ v1 })^{\gamma -1}\]
This problem looks like you'll need to use gamma, do you remember the relation?
Yes exactly.
Now go through the fun of converting everything around to SI units and then calories and other pointless nonsense lol.
dW = PdV You can find V from PV=nRT, I believe.
You can use that to calculate the initial volume.
May be Finding T2 and Solving Will be Easy...i think..
V_2 = 0.5V_1
U=CvdT right? I think you have a way of finding Cv for an ideal gas, just look above and then you have a change in temperature to plug in after the "integration" so you really don't need to go very far.
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