A monatomic gas contained in vessel is subjected
to a thermodynamic process such that its pressure
changes with volume as shown in graph above, then
change in internal energy during process will be
1. Zero
2. 3PoVo
3. 3/2 PoVo
4. 5PoVo
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Answer:
option 1 :zero will be the answer .
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change in internal energy during the process will be zero.
From the graph, we can see the initial and final values of pressure and volume.
Initially
P = 2Po and V = Vo
Therefore P1V1 = 2PoVo
Finally
P = Po and V = 2Vo
Therefore P2V2 = 2PoVo
We can see that we have P1V1 = P2V2
therefore PV = Constant
Now we know that
PV = nRT
Therefore nRT = constant
Hence T = constant and ΔT = 0
Now the internal energy is ΔU = ncΔT
So, when ΔT = 0 then ΔU will also be 0.
change in internal energy during the process will be zero.
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