July 12, 2024, ©. Leeham News: We do an article series about engine development. The aim is to understand why engine development now has longer timelines than airframe development and carries larger risks of product maturity problems.
To understand why engine development has become a challenging task, we need to understand engine fundamentals and the technologies used for these fundamentals.
We covered the problem areas of a compressor last week. Now, we will discuss how modern compressors can have over 90% conversion efficiency from turbine power to air compression.
We wrote last week that modern jet engines have compressor pressure ratios at cruise of around 40:1 for single-aisle engines and 50:1 for widebody engines. At takeoff and climb, the engine spins faster to generate more thrust, and we have pressure ratios of 45 to 60.
Higher pressure ratios result in more efficient engines. But we can’t raise a gas turbine’s pressure ratio unless we have high work transfer efficiency for the engine’s compressors and the turbines driving the compressors.
The reason is that if you need to use a lot of the combustion gas energy to drive an inefficient turbine that drives an inefficient compressor, you lose more energy, raising the pressure ratio than you gain by the high-pressure ratio.
So today’s high-pressure ratio engines wouldn’t exist if the efficiency of today’s compressors and turbines weren’t at or above 90%.
A key development in achieving these high-pressure ratios has been the aerodynamics analysis that 3D airflow software programs enable for the complex aerodynamics of compressors.
The aerodynamics in a compressor is more complicated than the aerodynamics around an aircraft. The aircraft flies in free air except during takeoff and landing when the airport runway and surroundings affect the aerodynamics. The predominant free-air aerodynamics make the analysis straightforward.
Compressor aerodynamics take place in a channel where the stator walls form the outer limit, and the foot of the blades and vanes form the inner wall. The shrouding of the compressor stage with walls limits the aerodynamic losses of air flowing over the blade tip from the high-pressure side to the low-pressure ahead of the stage.
But the walls also create problems. First, they cause scrubbing friction against the air molecules, which means the airspeed is lower at the top and bottom of the compressor channel. So the blade/vane shape must be continuously adapted to the different airspeeds over the blade/vane.
Also, the walls reflect supersonic pressure waves in a supersonic compressor. The criss-crossing of pressure waves in a compressor stage makes the aerodynamic analysis very complicated.
A compressor’s rotation speed is kept as high as possible, as a blade working on the air at high speed can transfer more energy and, thus, pressure into the air than a low-speed blade. The compressor blades have the same compound speed problem as a propeller or fan. At the tips, the axial speed of the air, at about M0.5, is mixed with the blade’s tip speed and creates supersonic flow around the blade.
Compressor designers make the first stages of a compressor have a supersonic tip speed so that the rest of the blade working at subsonic speed doesn’t lose too much efficiency. The relative speed of the blade versus the air doesn’t change much for later stages, but the speed at which the air goes from the smooth subsonic flow to the “collision” type supersonic flow changes with air temperature.
As the compressor air gets hotter at each stage when the pressure ratio increases, the speed at which the flow turns supersonic increases. This means that the later part of a compressor has subsonic flow all the way to the blade tips.
Since the inception of the jet engine, these phenomena have complicated the study and calculation of the aerodynamic flow in the engine compressor. Early compressors had a transfer efficiency well below 70%. In 1970, a transfer efficiency of 80% or better was achieved using new aerodynamic calculation methods.
Modern engines have passed 90% through using sophisticated analysis software to calculate and analyze all aspects of the complicated three-dimensional flow in the compressors.
Gas Turbine designers use a 3D graph (Figure 2) to illustrate how a compressor’s efficiency varies with airflow and pressure ratio.
The diagram is not that complicated to read. Imagine it as a ridge with height curves (the efficiency levels). You have the compressor pressure ratio on the Y axis, and the air mass flow through the compressor on the X axis.
At takeoff and climb, we have the highest engine RPM and, therefore, the highest mass flow and pressure ratio (about 57 lb/s and 23 in the graph). Efficiency is then below the 90% curve.
At cruise, the mass flow and pressure ratio are lower, where a lower RPM gives ~50lb/s and PR 20. The designer ensures the compressor’s design is such that its efficiency is the highest here, above 92% for all the different altitudes and speeds (see simulation point legend in the left box).
Then, as the engine throttles down to flight idle (the lowest allowed RPM of the engine during flight), the efficiency drops below the 88% curve. We also see the working line (how the working point of the compressor changes with RPM) starting to head toward the red top boundary of the map. This is the stall line of the compressor.
The designer uses variable stator vanes, and compressor bleed to ensure that the working line stays well clear of the stall line.
An important takeaway from the diagram is that a compressor (and a turbine) only has a limited range of air flow and pressure ratios with maximum efficiency. Outside this sweet spot, there is an increasing aerodynamic mismatch. Still, as this occurs during a limited time (takeoff and climb) or when the fuel consumption is very low (descent RPMs), it’s acceptable.
The compressor designer works to make the top of the ridge as high and long as possible and to curve with the engine’s working line.
When you design an engine, you have a map for the fan, the two compressors, and the two turbines (which look a bit different). The art is to match all these so they have their sweet spot during cruise and do not fall off too much for the climb.
Next week, we look at all the users of compressor air in an engine.
Much earier to design a turbine with high efficiency than a HPC with similar efficiency. Some compressors used blade shock waves to help turn the flow in desiered directions. You want a “raising line” compressor to use high blade speeds for compression still blades cannot be extremly small as boundary layers get to high % of blade length.
An odd ball question or maybe head scratcher is not only do you have the early turbo jets but as the efficiency has increased, the bypass ratio has increased.
One thought is what would a Modern JT3 have been capable of with all the efficiency gains vs a baseline JT-3?
Is there any metric that compare what a JT-3 would have been compared to a LEAP/PW-1000?
I know that gets odd as a Modern engine puts out much more thrust (call it 2-1) so I am thinking it gets into weight of however many JT-3 it would take to match a LEAP or PW-1000.
I see the generational increases listed at say 20% but that is a bit of shifting numbers as your efficiency goes up.
Passengers per mile and fuel use?
You can compare T-O TSFC. Think you mean P&W JT3D as the non fan JT3 was from the military pure jet J52. It was discussions at P&W to put a fan on the bigger JT4 but for some reason they did the JT3D from the JT3 and it became the powerplant for the 707 and DC-8-61/-63 besides some military engines.
Claes:
Thank you, while I know general jet history specifics like JT3 being different configurations I miss on.
So yea, JT3D in its 707 applications compared to a LEAP or PW-1000 (I can never remember which GTF is on the A320 series)
I don’t know what T-O is, or TSFC though I do know SFC is specific fuel consumption. My world was SFC at full power in engines (Diesel) though you would of course have a range and it would depend on power output being required, bet it a Tractor Trailer or a Tractor.
Are there any figures on jets that compare the two major era’s?
T-O means take-off. Usually you give the test cell normalised amosphere Take off thrust and fuel consumption when you spacify tsfc. RR used to be a bit more realistic and give Cruise tsfc that is where you burn the most of your fuel but gived a higher number. Tsfc is nornally best at highest thrust.
It would make sense to have 3 numbers, takeoff/climb, cruise, decent.
Yea diesels usually have profiles like jet engines. Some max, some steady and then idle out of various portions.
Pumps and compressors would have a pretty steady SFC.
Climb and decent a bigger part of single aisle than wide body ops.
“Yea diesels usually have profiles like jet engines. ”
Oy Vey!
RR offer an app on the Apple store for Ipad for the Trent XWB for A350
“The app brings together educational material and real engine characteristic data to allow an airline pilot to understand the engine that delivers the power for the Airbus A350 aircraft”
Interesting.
I don’t run a smart phone but if you do…….