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Performance Analysis of A Turboprop Engine. P M V Subbarao Professor Mechanical Engineering Department. Get More From Propeller……. Turboprop Engine. V U. Propeller (Reaction) Power. Propeller work coefficient:.
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Performance Analysis of A Turboprop Engine P M V Subbarao Professor Mechanical Engineering Department Get More From Propeller……
Turboprop Engine VU
Propeller (Reaction) Power Propeller work coefficient: • The work coefficient of a propeller depends on compressor pressure ratio and turbine pressure ratio. • The compressor pressure ratio and turbine pressure ratio are two independent design variables for a turboprop.
The total propulsive power generated by an ideal turboprop is given by: Power Generated by A Turboprop Define work coefficient Total thrust generated by turboprop
Jet Power of A Turboprop Jet Thrust:
Share of the Propeller : Work Coefficient Turbine Pressure Ratio 0.10 0.167 Cprop 0.25 0.333 0.5 Compressor Pressure Ratio
Share of the Jet : Work Coefficient Turbine Pressure Ratio 0.333 0.5 0.25 0.167 Cjet 0.10 Compressor Pressure Ratio
Total Work Coefficient Turbine Pressure Ratio 0.10 0.167 0.25 0.333 Cturboprop 0.5 Compressor Pressure Ratio
Compactness of A Turboprop Turbine Pressure Ratio 0.10 0.167 Specific Thrust :N.sec/kg 0.25 0.33 0.5 Compressor Pressure Ratio
Fuel Economy of A Turboprop Turbine Pressure Ratio 0.5 0.33 TSFC : mg/N.s 0.25 0.167 0.10 Compressor Pressure Ratio
Efficiency of A Turbo Prop Turbine Pressure Ratio 0.10 0.167 0.25 hp 0.333 Turbine Pressure Ratio 0.10 0.5 0.167 ho 0.25 0.333 0.5 Compressor Pressure Ratio
Optimum Design of Turboprop Optimum Turbine Pressure Ratio Compressor Pressure Ratio
Pratt & Whitney PW127G Turboprop The result is class-leading fuel consumption and low green house emissions.
Specifications • Type: Three spool, free shaft turboprop • Inlet: Scroll type • Compressor: Twin spool; 1 stage centrifugal LPC, 1 stage centrifugal HPC • Burner: Annular, reverse flow • Turbine: Three spool, single stage axial HPT, single stage axial LPC, 2 stage power turbine • Exhaust: Rear exit, axial flow jet-type outlet • Power Rating: 3,500 equivalent shaft horsepower at 1,200 rpm • Mechanical Horsepower Rating: 3,185 horsepower • Thrust Rating: 1750 lbt • Rated Torque Output: 13,939 lb/ft • Pressure Ratio: 14.5:1 • Specific Fuel Consumption: .44 lb/shp/hr
Fitness of Engines for Flying Drag or Thrust Speed of Aircraft
Propulsion in Space Sky is the Limit
Requirements to REACH ORBIT • For a typical launch vehicle headed to an orbit, aerodynamic drag losses are in the order of 100 to 500 m/sec. • Gravitational losses are larger, generally ranging from 700 to 1200 m/sec depending on the shape of the trajectory to orbit. • By far the largest term is the equation for the space velocity increment. • The lowest altitude where a stable orbit can be maintained, is at an altitude of 185 km. • This requires an Orbital velocity approximately 7777 m/sec. • To reach this velocity from a Space Center, a rocket requires an ideal velocity increment of 9050 m/sec. • The velocity due to the rotation of the Earth is approximately 427 m/sec, assuming gravitational plus drag losses of 1700 m/sec. • A Hydrogen-Oxygen system with an effective average exhaust velocity (from sealevel to vacuum) of 4000 m/sec would require mri/ mrf = 9.7.