Nitrogen at 25 C and 1.5 bar is contained in a vessel of 0.05 m3
. The
gas is heated at constant volume until the pressure is 4.5 bar, and then
cooled at constant pressure back to original temperature. Calculate the
net heat flow from the air.
V=const,V=const,V=const,
p1T2=p2T2, ⟹ \frac{p_1}{T_2}=\frac{p_2}{T_2},\impliesT2p1=T2p2,⟹
T2=T1p2p1=3T1=894 K,T_2=T_1\frac{p_2}{p_1}=3T_1=894~K,T2=T1p1p2=3T1=894 K,
p=const,p=const,p=const,
V1T2=V2T1, ⟹ \frac{V_1}{T_2}=\frac{V_2}{T_1},\impliesT2V1=T1V2,⟹
V2=V1T1T2=0.017 m3,V_2=V_1\frac{T_1}{T_2}=0.017~m^3,V2=V1T2T1=0.017 m3,
ΔU=p2V1−p1V2=0.2 J.\Delta U=p_2V_1-p_1V_2=0.2~J.ΔU=p2V1−p1V2=0.2 J.
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