A gas turbine operating on a simple Joule cycle has a pressure compression ratio of 8:1. The turbine has a thermal efficiency of 60% of the ideal. Determine the actual thermal efficiency.
Mtherm(ideal)=1−1g−1rgM_{therm(ideal)}=1-\frac{1}{\frac{g-1}{r^g}}Mtherm(ideal)=1−rgg−11
=1−11.4−181.4=1-\frac{1}{\frac{1.4-1}{8^{1.4}}}=1−81.41.4−11
=0.4479=0.4479=0.4479
Actual efficiency of the gas turbine.
Mtherm(actual)=0.6×ηtherm(ideal)M_{therm(actual)}=0.6\times\eta_{therm(ideal)}Mtherm(actual)=0.6×ηtherm(ideal)
=0.6×0.4479=0.6 \times 0.4479=0.6×0.4479
=0.2687=0.2687=0.2687
ηtherm(actual)=26.87\eta_{therm(actual)}=26.87%ηtherm(actual)=26.87 %
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