12) A heat engine operates between a source at 550°C and a sink at 25°C. If heat is supplied
tothe heat engine at a steady rate of 1200 kJ/min, determine the maximum power output
of this heat engine.
WQ=1−T2T1\frac{W}{Q}=1-\frac{T_2}{T_1}QW=1−T1T2
W=(1−298823)×1200=765.49W= (1-\frac{298}{823})\times 1200 =765.49W=(1−823298)×1200=765.49KJmin\frac{KJ}{min}minKJ =12.75 kW
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