5. There are 3 kg/min of steam undergoing an isothermal process from 30 bar and 350 o C
to 7 bar. (note 1 bar = 100 kPaa). Find: a) ΔS (kJ/k), b) Heat transferred (kJ), c) ΔH
(kJ), d) ΔU (kJ)
Given;m=3 kg/minT=350°C=623.15KP1=30 barP2=7 barP1/P2=4.3Given;\\ m=3\ kg/min\\ T=350°C=623.15K\\ P_1=30 \ bar\\ P_2=7 \ bar\\ P_1/P_2=4.3Given;m=3 kg/minT=350°C=623.15KP1=30 barP2=7 barP1/P2=4.3
a.ΔS=mR[ln(p1/p2)]=(3 kg/min)(0.5kJ/(kgK))(ln4.3)=36.47kJ/(Ksec)a.\\ ΔS=mR[ln(p1/p2)]=\\ (3\ kg/min)(0.5 kJ/(kg K))(ln4.3) =36.47 kJ/(Ksec)a.ΔS=mR[ln(p1/p2)]=(3 kg/min)(0.5kJ/(kgK))(ln4.3)=36.47kJ/(Ksec)
b.Q=TΔS=623.15K(36.47kJ/(Ksec))=22.73 MJ/secb.\\ Q=TΔS =623.15K(36.47 kJ/(K sec)) =22.73\ MJ/secb.Q=TΔS=623.15K(36.47kJ/(Ksec))=22.73 MJ/sec
c.∆H∆H=Q=22.73 MJc.\\ ∆H\\ ∆H=Q=22.73\ MJc.∆H∆H=Q=22.73 MJ
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