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Turbojet, turbofan and turboprop comparison

Short answer

A turbojet accelerates all air through the core with high jet velocity; a turbofan has bypass ratio beta and moderate jet velocity; a turboprop uses a propeller for most thrust. Propulsive efficiency is highest for turboprop at low speed, good for turbofan near Mach 0.8, and improves for turbojet at supersonic speeds. Typical uses: military/supersonic, airliners, and regional/cargo aircraft respectively.

Differentiate between turbojet, turbofan and turboprop engines. Define bypass ratio and explain how the propulsive efficiency of each type varies with flight speed. State the typical field of use of each.

Engines

  • Turbojet: all the air passes through the core; thrust comes only from the high-velocity jet.
  • Turbofan: a large fan, driven by the turbine, accelerates extra air that bypasses the core. Bypass ratio β=m˙bypass/m˙core\beta = \dot m_{bypass}/\dot m_{core} (0.3 to 1 for military engines, 5 to 12 for modern airliners).
  • Turboprop: the turbine drives a propeller through a reduction gear; most of the thrust (about 90%) comes from the propeller and only a small amount from the exhaust jet.
 Turbofan:   fan->[ bypass duct ]----------->
                 ->[C][Comb][T]----------->
 Turboprop:  prop<-gear<-[C][Comb][T]------> small jet

Comparison

PointTurbojetTurbofanTurboprop
Mass flow acceleratedSmallLargeVery large (propeller)
Jet velocityVery highModerateLow
Propulsive efficiencyLow at subsonic speedGood at high subsonic speedHighest at low speed
Best speedMaMa 1.5 to 3MaMa 0.7 to 0.9MaMa below 0.6
Fuel consumption (TSFC)HighLowLowest
NoiseVery highModeratePropeller noise
Frontal area, weightSmallLargerLarger (propeller, gear)
UseMilitary fighters, supersonicAirliners, transportRegional and cargo aircraft

Variation with flight speed

ηp=2VCj+V\eta_p = \frac{2V}{C_j + V}
  • A turboprop accelerates a large mass of air by a small amount; ηp\eta_p is about 80 to 85% at low speed but drops above Ma≈0.6Ma \approx 0.6 because of propeller tip shock losses.
  • A turbofan has an intermediate jet velocity, giving a good ηp\eta_p at MaMa 0.8.
  • A turbojet has a very high jet velocity compared with the flight speed, so ηp\eta_p is low at subsonic speed but improves as the flight speed approaches the jet velocity in supersonic flight.
 eta_p
   |    turboprop
   |    .--.        turbofan
   |   /    \      .--.         turbojet
   |  /      \    /    \       .----
   | /        \  /      \    .'
   |/          \/        \ .'
   +------------------------------- flight Mach no.
        0.5         0.8        1.5+

✓ Answer checked by Claude Opus 5.5 (high effort)

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