CptJackWest
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I know the answer is 6328kW, I just not sure on how the book came up with that answer. Can anyone help?
An isentropic steam turbine processes 5 kg/s of steam at 4MPa,which is exhausted at 50 kPa and 100oC. 5% of this flow is diverted for feed water heating at 700kPa. Determine the power produced by this turbine in kW.
Mf=5 kg/s
P1= 4MPa
P2=50 kPa
T2=100oC
x=95%
Pout=700kpa
At final
H=2683.78KJ/kg
S=7.69054 KJ/(kg/K)
The attempt at a solution[/b]
Calculated T at diversion using T2/T1=(P2/P1)^((k-1)/k)
1 at diversion and 2 at the end of process
Which i got to equal 714.7K
Then T at start using same formula
1 at start and 2 at the end of process
Tstart=1098.17K
But not sure where to go from there. Any help would be great
Cheers, Jack
An isentropic steam turbine processes 5 kg/s of steam at 4MPa,which is exhausted at 50 kPa and 100oC. 5% of this flow is diverted for feed water heating at 700kPa. Determine the power produced by this turbine in kW.
Mf=5 kg/s
P1= 4MPa
P2=50 kPa
T2=100oC
x=95%
Pout=700kpa
At final
H=2683.78KJ/kg
S=7.69054 KJ/(kg/K)
The attempt at a solution[/b]
Calculated T at diversion using T2/T1=(P2/P1)^((k-1)/k)
1 at diversion and 2 at the end of process
Which i got to equal 714.7K
Then T at start using same formula
1 at start and 2 at the end of process
Tstart=1098.17K
But not sure where to go from there. Any help would be great
Cheers, Jack