Question

A steam Rankine cycle operates the condenser at 1 psia1\ \text{psia} and the boiler at 2500 psia2500\ \text{psia}, while the temperature at the inlet of the turbine is 800°F800\degree \text{F}. The turbine's isentropic efficiency is 90%90\%, the pump losses are negligible, and the cycle is sized to produce 1000 kW1000\ \text{kW} of power. Calculate the mass flow rate through the boiler, power produced by the turbine, the rate of heat supply in the boiler, and thermal efficiency.

Solution

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Answered 5 months ago
Answered 5 months ago
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List down the given data.

  • P1=1 psiaP_1 = 1\ \text{psia}
  • P2=2500 psiaP_2 = 2500\ \text{psia}
  • T1=800°FT_1 = 800\degree\text{F}
  • ηT=0.90\eta_{\text{T}} = 0.90
  • W˙net=1000 kW\dot W_{\text{net}} = 1000\ \text{kW}

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