n moles of N2 gas (T1, V1) obey a van der Waals equation of state are contained in an insulated piston-cylinder arrangement. A reversible expansion of the gas is carried out until the volume become 2V1.
[CV.m = 28.80 J mol−1K−1, a = 1.37 L2.bar.mol-2, b = 0.0387 L. mol−1]
(a) Find the final temperature of gas as a function of n, 𝐂𝐂𝐕𝐕.𝐦𝐦 , T1, V1 and the van der Waals parameter a and b.
(b) If two moles of N2 gas involved and T1 = 350K, V1 = 40L, compute final temperature of the gas.
(c) Find work done and internal energy of the gas.
a)Temperature of gas =53.6°C
b)Final Temperature =42.6°C
c)Work Done =280kW
Internal Energy =-479kJ
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