Steam enters a turbine stage with an enthalpy of 3620 kJ/kg at 75 m/s and leaves the same stage with an enthalpy of 2800 kJ/kg at 128 m/s. Calculate the work done by steam.
W = ____ kJ/kg
Answer in 2 decimal places
Gives
H1=3620kJ/kgH2=2800kJ/kgv1=75m/secv2=128m/secH_1=3620kJ/kg\\H_2=2800kJ/kg\\v_1=75m/sec\\v_2=128m/secH1=3620kJ/kgH2=2800kJ/kgv1=75m/secv2=128m/sec
m=11000kgm=\frac{1}{1000}kgm=10001kg
Now
Ein=EoutE_{in}=E_{out}Ein=Eout
KE1+H1=KE2+H2+wKE_1+H_1=KE_2+H_2+wKE1+H1=KE2+H2+w
w=(H1−H2)+12m(v12−v22)w=(H_1-H_2)+\frac{1}{2}m(v_1^2-v_2^2)w=(H1−H2)+21m(v12−v22)
w=820−5.379=814.62J/kgw=820-5.379=814.62J/kgw=820−5.379=814.62J/kg
w=0.815kJ/kgw=0.815kJ/kgw=0.815kJ/kg
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