Mass of air = 1 kg
Initial temperature T1 = 150 + 273 = 423 K
Initial pressure P1 = 4.8 bar
Final temperature T2 = 200 + 273 = 473 K
The container is rigid (volume is constant)
From the ideal gas equation
"P2=P1*T2\/T1"
=4.8bar(473/423)
=5.37 bars
For isochoric process
Entropy change "S = Cv ln(\\frac{T2}{T1})"
= 0.08 kJ/kgK
Average temperature T = "\\frac{(473 + 423)}{2} = 448 K"
Work done= "T \\times S"
"= 448 K x 0.08 kJ\/kgK\n\n= 35.9 kJ\/kg"
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