Answer:
Rate of heat transfer will be 10.69 kw
Explanation:
We have given temperature [tex]T=40^{\circ}C[/tex]
From standard table enthalpy of vaporization 2382.75 KJ/kg
Steam is coming out from turbine at rate of 16.154 kg/hour
We have to calculate the rate of heat transfer
Heat transfer is equal to [tex]Q=mass\times enthalpy\ of \ vaporization[/tex]
So rate of heat transfer [tex]=16.154\times 2382.75=38490.94KJ/hr[/tex]
= [tex]=16.154\times 2382.75=38490.94\times \frac{1}{3600}watt=10.691kwatt[/tex]
So rate of heat transfer will be 10.69 kw