Capt_CrashN_Burn Posted December 13, 2010 Report Posted December 13, 2010 Now, I've been told that the reason that direct drive engines operate at a max of 2700 rpm has something to do with the prop tips approaching the speed of sound. Now if you take the speed of sound at sea level and figure for a prop tip speed of .9 mach on a 72" prop, you get an RPM of 3193. Obviously, the speed of sound is much lower @ 30,000 ft, and you can probably push the prop tips to .95 mach. Does anyone have a chart of the speed of sound at different altitudes?? Is there a reason the industry settled on the 2700 figure?? Quote
Immelman Posted December 13, 2010 Report Posted December 13, 2010 The speed of sound in the atmosphere varies inversely with temperature. From Dr. Ed Williams' avaiation formulary: --- Mach Number (M) = TAS/CS CS = sound speed= 38.967854*sqrt(T+273.15) where T is the OAT in celsius. TAS is true airspeed in knots. --- Let's take an example: 1. 15C (std day at sea level): 678 knots 2. -40C (you're flying your Mooney up high, up north, on a cold winter day): 595 knots. I haven't done the math on the prop circumference vs. rpm to get its true airspeed, but that should be easy. Quote
Capt_CrashN_Burn Posted December 13, 2010 Author Report Posted December 13, 2010 Quote: Immelman The speed of sound in the atmosphere varies inversely with temperature. From Dr. Ed Williams' avaiation formulary: Mach Number (M) = TAS/CS CS = sound speed= 38.967854*sqrt(T+273.15) where T is the OAT in celsius. TAS is true airspeed in knots. Quote
Immelman Posted December 13, 2010 Report Posted December 13, 2010 Quote: Capt_CrashN_Burn I don't see where that compensates for altitude though. Temperature is a minor variable compared to elevation. Quote
N601RX Posted December 13, 2010 Report Posted December 13, 2010 I have an experimental with a 6 cylinder Jabiru. The red line is at 3300 rpm's, but they use a 64" prop with a special shape tip on it. Quote
Capt_CrashN_Burn Posted December 13, 2010 Author Report Posted December 13, 2010 Quote: Immelman I don't see where that compensates for altitude though. Temperature is a minor variable compared to elevation. Quote
MARZ Posted December 13, 2010 Report Posted December 13, 2010 Quote: Capt_CrashN_Burn I don't see where that compensates for altitude though. Temperature is a minor variable compared to elevation. Quote
Capt_CrashN_Burn Posted December 13, 2010 Author Report Posted December 13, 2010 Quote: maropers I don't see where that compensates for altitude though. Temperature is a minor variable compared to elevation. Quote
Immelman Posted December 14, 2010 Report Posted December 14, 2010 Quote: Capt_CrashN_Burn I guess my question is, at approx. what altitude would the speed of sound be 624 mph?? Quote
MARZ Posted December 14, 2010 Report Posted December 14, 2010 Some calculations based on prop and speed as well as some tables on Speed of sound - basically it looks like the tips of prop at 2700 rpm don't start to approch the speed of sound in our operating environment. RPM 2,700.00 Prop diameter 72.00 Prop Radius 226.19 tip travel in inches at 2700 RPM 610,725.61 tip travel in feet at 2700 RPM 50,893.80 Feet in a mile 5,280.00 Tip Travel - miles in a minute 9.64 Tip Travel - miles in an hour 578.34 Tip travel Meters in a Minute 15,512.43 Tip travel Meter per second 258.54 Effect of temperature Temperature Speed of sound Density of air Acoustic impedance in °C c in m·s−1 ρ in kg·m−3 Z in N·s·m−3 +35 351.96 1.1455 403.2 +30 349.08 1.1644 406.5 +25 346.18 1.1839 409.4 +20 343.26 1.2041 413.3 +15 340.31 1.2250 416.9 +10 337.33 1.2466 420.5 +5 334.33 1.2690 424.3 ±0 331.30 1.2920 428.0 -5 328.24 1.3163 432.1 -10 325.16 1.3413 436.1 -15 322.04 1.3673 440.3 -20 318.89 1.3943 444.6 -25 315.72 1.4224 449.1 Altitude Temperature m·s−1 km·h−1 mph knots Sea level 15 °C (59 °F) 340 1225 761 661 11 000 m−20 000 m(Cruising altitude of commercial jets,and first supersonic flight) −57 °C (−70 °F) 295 1062 660 573 29 000 m (Flight of X-43A) −48 °C (−53 °F) 301 1083 673 585 Quote
Immelman Posted December 14, 2010 Report Posted December 14, 2010 Quote: maropers Some calculations based on prop and speed as well as some tables on Speed of sound - basically it looks like the tips of prop at 2700 rpm don't start to approch the speed of sound in our operating environment. Quote
carusoam Posted December 14, 2010 Report Posted December 14, 2010 Reality strikes... Crash, I think what you have been told about prop speed and speed of sound (although correct) has been simplified to explain why the RPM range is chosen for a particular prop. It sounds more mysterious than the more mundane actual reasons. So my guess is.... somebody at the airplane factory noted prop speed vs. effectiveness (angle of attack too). Engineers like to test this kind of stuff and write long reports that go with that. They (engineers) need to answer stuff like: How much pull can I get out of this prop from take-off through cruise? and How is this best accomplished? At take-off, with no airspeed, through rotation and climb, 2,700 rpm must be the most pull available to get the plane off the ground quickly and safely (including safely for the engine). Realisticly was it 2705 rpm or 2690.32 rpm that gave the best performance? Again somebody simplified the system to help the pilot not need to be a flight engineer. Another factor of safety is added to the system because of the accuracy of the rpm gauge in the aircraft may be off 10s of rpm or worse. During cruise, the same prop selects an RPM that is comfortable(lower vibration), an efficient match to the airframe (speed vs. mpg), economical (to make, sell, operate). Ordinary propellers are clearly not efficient at anywhere near supersonic speeds (prop or airplane). Compressibility of air makes it far from ideal, and gets further away from bernoulli's principles as the speed of the system increases. We want air molecules to flow smoothly over the airfoil in an ideal manner. compressibility, mass of air molecules, momentum, and friction all work against efficiency. It would be my guess that aircraft engineers stay a fair percentage (25% ???) away from the speed of sound (at any condition) The parts of the propeller that reach this plateau would not be worth the added weight, stress, or other costs. Clearly the point is well taken, the faster the tip speed, the more noise is generated. You don't need to go to supersonic speeds to generate a lot of noise. A whistle or horn intentionally makes a lot of noise with very little air speed. Mooneys are not quiet beasts on take-off and neither are Bonanza's. Our European brothers are seeing new propeller designs that achieve quiet operation and still strive for good pull through the flight regimes. Question for N601X, On the Jabiru is that direct drive? Often, a high rpm engine, rotax and auto engines included, a gear box (or belt) will be used to bring the prop speed back down into the 2,700 rpm range. a 64" prop spinning at 3,300 rpm gives a 514 mph tip speed (using maropers method above) prop circumference = Pi X D = tip distance traveled per revolution. Still 30+% short of the speed of sound at any altitude or temperature. Respectfully submitted -a- Quote
GeorgePerry Posted December 14, 2010 Report Posted December 14, 2010 This entire thread hurts my head. I just press the big "I believe" button and go flying:-) Quote
rob Posted December 14, 2010 Report Posted December 14, 2010 I once encountered a Bonanza with a four blade prop and what the pilot referred to as the Q-tip mods. It was explained to me that the prop tips were bent so as to avoid them reaching the speed of sound. Anyone know anything about this? Quote
N201MKTurbo Posted December 14, 2010 Report Posted December 14, 2010 I think you are all missing the point. I think the red line is set more by centrifugal forces on the prop hub and torsional vibration issues then efficiency. Quote
jlunseth Posted December 14, 2010 Report Posted December 14, 2010 Quote: GeorgePerry I just press the big "I believe" button and go flying:-) Quote
Capt_CrashN_Burn Posted December 21, 2010 Author Report Posted December 21, 2010 Quote: carusoam Reality strikes... Crash, I think what you have been told about prop speed and speed of sound (although correct) has been simplified to explain why the RPM range is chosen for a particular prop. It sounds more mysterious than the more mundane actual reasons. So my guess is.... somebody at the airplane factory noted prop speed vs. effectiveness (angle of attack too). Engineers like to test this kind of stuff and write long reports that go with that. They (engineers) need to answer stuff like: How much pull can I get out of this prop from take-off through cruise? and How is this best accomplished? At take-off, with no airspeed, through rotation and climb, 2,700 rpm must be the most pull available to get the plane off the ground quickly and safely (including safely for the engine). Realisticly was it 2705 rpm or 2690.32 rpm that gave the best performance? Again somebody simplified the system to help the pilot not need to be a flight engineer. Another factor of safety is added to the system because of the accuracy of the rpm gauge in the aircraft may be off 10s of rpm or worse. During cruise, the same prop selects an RPM that is comfortable(lower vibration), an efficient match to the airframe (speed vs. mpg), economical (to make, sell, operate). Ordinary propellers are clearly not efficient at anywhere near supersonic speeds (prop or airplane). Compressibility of air makes it far from ideal, and gets further away from bernoulli's principles as the speed of the system increases. We want air molecules to flow smoothly over the airfoil in an ideal manner. compressibility, mass of air molecules, momentum, and friction all work against efficiency. It would be my guess that aircraft engineers stay a fair percentage (25% ???) away from the speed of sound (at any condition) The parts of the propeller that reach this plateau would not be worth the added weight, stress, or other costs. Clearly the point is well taken, the faster the tip speed, the more noise is generated. You don't need to go to supersonic speeds to generate a lot of noise. A whistle or horn intentionally makes a lot of noise with very little air speed. Mooneys are not quiet beasts on take-off and neither are Bonanza's. Our European brothers are seeing new propeller designs that achieve quiet operation and still strive for good pull through the flight regimes. Question for N601X, On the Jabiru is that direct drive? Often, a high rpm engine, rotax and auto engines included, a gear box (or belt) will be used to bring the prop speed back down into the 2,700 rpm range. a 64" prop spinning at 3,300 rpm gives a 514 mph tip speed (using maropers method above) prop circumference = Pi X D = tip distance traveled per revolution. Still 30+% short of the speed of sound at any altitude or temperature. Respectfully submitted -a- Quote
acronut Posted December 28, 2010 Report Posted December 28, 2010 A lot of airshow pilots flying experimentals bump their max RPM for power (and noise). Engine experts tell us 3000 RPM is no big deal. I know of plenty that run 3200-3300. Almost all that run them that high rebuild their engines every 400hrs or so. And yes at those speeds you do hear the difference. Anyone listen to a T6 Texan take off? Huge prop and right at the sound barrier speed I'm told. Kendal Quote
richardheitzman Posted December 28, 2010 Report Posted December 28, 2010 Props exceed the speed of sound all the time. The limiting factor in how fast you run the engine is reliability. 2000TBO for most engines is a FAA mandated time limit based upon (expected) wear and tear. If you run the engine at higher RPMs you are inducing hight levels of wear and tear (so they say). The Mooney "screaming eagle" modification turns up the RPM on the engine from 2500 to 2700 for a higher level of HP. BUT you cannot run this continuously. This allows the STC to be added and keep the engine at 2000TBO. (don't try that at home please). Quote
N601RX Posted December 28, 2010 Report Posted December 28, 2010 Quote: carusoam Question for N601X, On the Jabiru is that direct drive? Often, a high rpm engine, rotax and auto engines included, a gear box (or belt) will be used to bring the prop speed back down into the 2,700 rpm range. a 64" prop spinning at 3,300 rpm gives a 514 mph tip speed (using maropers method above) prop circumference = Pi X D = tip distance traveled per revolution. Still 30+% short of the speed of sound at any altitude or temperature. Respectfully submitted -a- Quote
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