Assuming air to be a calorically perfect gas.
R=287J/Kg-K, Cp=1.005KJ/kgK
Cv=0.714 KJ/kgK
Given as: mass(m)=1Kg, Volume (V)=0.05m2
By ideal gas equation:
"\\frac{P \\times V }{Rm}=T"
T=(20x105x0.05)/287 =348.43 K
Internal energy (U1)=mCvT=1x714x3484.3=248.780 k J
If internal energy is increased by 120 kJ
U2=248.78+120=368.78kJ
T2=U2/Cv=516.5K
Given as P2=50x105Pa
"\\frac{P \\times V }{Rm}=T"
V2=(mRT2)/(P2)
=(287x0.05x516.5)/(50x105)
=0.001467 m3
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