Some Info , answers and more questions
rv6ejguy said:
[1]I have no doubt that some Hartzell/ Lyc C/S combinations do achieve max speed at max rpm ...
[2]MT for instance is said to match their props for best cruise performance at a specified altitude and this may be one reason why they often seem a few knots off a Hartzell ...
[3]If I was racing, I'd likely have a different prop altogether just like the aircraft running at Reno do. These are special props, running special governors for special aircraft. They don't bear much resemblance to run of the mill stuff on most of our aircraft....
[4]All I'm saying is that since none of us have flown every aircraft type or even every RV/ prop/ engine combination out there, nobody can say that max rpm = max speed in every case. The basic statement need qualification.
[5]Altitude comes into this equation as well and C/S users sometimes don't appreciate that the pitch is changing as airspeed and altitude changes. Just the rpm stays the same. The MT canard user found max cruise speed was at a much reduced rpm and therefore much higher pitch at very high altitudes. Prop slip and prop airfoil L/D at different speeds and air densities presents another set of variables.
[6]I do believe that Hartzell does an excellent job designing props for the RVs because they perform very well. I welcome any others who have done extensive flight testing in this vein to share their results.
[1] I guess I still need to research this, as I have reached my level of incompetence.
[2] MT may be slower because it's optimized for cruise, BUT the other reason's are 3-blades (slower, ref current RVator, don't kill the messenger) and wood/composite blades are thicker than metal. Both of these are not as efficient.
[3]Reno is a whole different story. The fast prop movers are still the WWII iron and as far as I know there are only a few props that will fit a Merlin or 2,480hp two-row 18 cylinder radial (I drool when I think of it). The Sport guys run all kind of props but I think they tend to be Hartzells or McCauley, highly polished with very sharp leading edges. A rough prop , chips in the finish or leading edge costs several MPH.
[4] Agreed, I think
![Confused :confused: :confused:](data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7)
I think, explanation below (advance factor J). Higher angle of attack (lower RPM) is more efficient at high speeds, but this still does not fully explain why RPM increases decreases speed.
[5] This may explain many of the questions and observations. I found a good explanation on the web, excerpt below:
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FIRST let's talk about about piston engine
efficiency real quick (NOT RELATED TO MAX ABSOLUTE SPEED)
Piston Engine Efficiency
Piston engines are remarkably consistent in their efficiency, compared to turbine engines. In other words efficiency does not change much with air temperature or rpm.
The only significant factor affecting the efficiency of the piston engine is throttle setting. When the throttle is retarded (making the manifold pressure lower than surrounding air pressure) the engine looses efficiency. (
thus best to fly at altitude allowing WOT at or below 75% so you can lean.)
Pilots should keep in mind that a given amount of power can be produced by an infinite number of manifold pressure (MP) and rpm combinations. For example the following MP x rpm combinations all produce equal amounts of power:
? 22" x 2400
? 23" x 2300
? 24" x 2200
The engine will be more efficient if the pilot choose the higher MP and lower rpm combination. (
Our discussion is max speed not efficiency, but if you want efficiency you would pick a RPM 2500 or less.)
It is critical to note that none of the above theory will do any good at all unless the pilot leans the mixture to the maximum economy setting, as specified in the Pilot Operating Handbook.
Turbo-chargers allow a piston aircraft to fly faster and higher. However, the turbo-charger also tends to make the engine run hot, because it heats the air as it compresses it. Therefore, above some critical altitude the engine will overheat unless the mixture is richened to help cool it. As soon as this is happens the overall efficiency of the engine begins to decline. (
nice to know and why turbos for RV's are not a panacea.)
Based on above, any power setting will have an optimum altitude(s) for the piston engine. These will be the altitude(s) at which full throttle produces the desired amount of power, with the mixture set for maximum economy.
Just as with the Turbo-prop engine, the BHP of the piston engine is
independent of velocity. (
interesting observation, pilots overrate the RAM (rise) in their air induction, sometimes by a factor of 3 to 5 due misunderstanding, measurement error and assumptions.)
In a normally aspirated piston engine BHP decreases with altitude. A turbocharger will maintain the power with altitude until the critical altitude is reached. Then power will decrease with altitude.
NOW FOR PROPS
Fig 1 - Propeller Efficiency
Any given wing will have a certain angle of attack at which it is most efficient. This is true for the propeller as well. It is after all just a wing flying in a helix pattern.
Since the angle of attack of the propeller depends on both rpm, diameter and TAS, the propeller efficiency will vary according to the ratio of these factors. With a fixed pitch propeller, getting the ideal advance ratio while also keeping the aircraft's wing at the ideal angle of attack for best range is almost impossible.
The ratio Velocity/rpm x diameter is called the Advance Ratio. The formal definition of advance ratio is:
J= V / (r * D): where J is Advance ratio, r is rpm and D is propeller diameter, V is TAS. (Fig 1) (NOTE: the only thing we can control directly is RPM) The propeller efficiency of a fixed pitch propeller will be a maximum at only one advance ratio, as shown in the diagram shown in FIG 1, So:
J < less efficiency
J > more efficiency (to a limit)
(THIS IS THE SMOKING GUN, HOWEVER LOWER BLADE AOA = HIGHER RPM = LOWER EFFICENCY? BUT! ARE WE AT THE APEX OF THE EFFECINCY PROP CURVE, WHERE A SMALL INCREASE IN "J" EQUALS A LARGE DROP IN SPEED *OR* ARE WE SOME WHERE ALONG THE CURVE WHERE A SMALL INCREASE IN "J" IS AN INCREASE IN SPEED. KEEPING IN MIND WE HAVE MORE Brake Horsepower (BHP) at higher RPM. From the data Bob presented, speed goes up and than "DROP OFF" with LOWER "J" (higher RPM), but if we are going down in "J" (increasing RPM) how are going up in speed and than "FALLING OFF THE BACK SIDE"? Does not totally compute.)
Figure 2-Constant Speed Prop
The most efficient J depends upon the propeller blade angle. Course propellers (large blade angles) will be more efficient at larger advance ratios (high speed). Fine pitch propellers will be more efficient at small advance ratios.
That is why constant speed propellers are desirable for cross-country airplanes vs. fixed.
The diagram
Fig 2 shows how the efficiency varies with different propeller blade angles.
With a constant speed propeller the blade angle will vary from a small angle to a large angle (limited by low and high pitch stops). This allows the propeller to be efficient (i.e. operate at the optimum angle of attack) at a variety of advance ratios.
Fig 3 - Available Thrust Horsepower (THP)
We defined propeller efficiency in (Fig 3): (click link below for slide show)
http://142.26.194.131/aerodynamics1/Performance/Graphics/apx.gif
Prop efficiency
= THP / BHP
Thrust Horsepower - THP
Brake Horsepower - BHP
(Often props are assumed 80% efficient
![Thumbs down (n) (n)](data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7)
+/- a few %)
Therefore: THP = h x BHP
This results in a THP available curve as shown in (Fig 3).
It is worth noting that BHP is a constant the THP curve will have the same shape as the propeller efficiency curves examined earlier. These in turn are the same shape as the L/D vs. CL curve.
Ref: (
http://142.26.194.131/aerodynamics1/Performance/Page8.html)
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[6] Granted and I think the Blended prop takes advantage of some new thinking in prop design. However the more I learn, the more I think prop design is part physics, science, part magic and talent of the designer balancing aerodynamics, strength, weight, efficiency and manufacturing cost.
There is an optimum AOA for the prop for a given condition, but the factors are many: "J" factors, Prop blade airfoil selection (CL - coefficient of lift = airfoil profile, number of blades, blade area, shape, thickness and twist distribution), aircraft drag, HP available and altitude effect (greater angle of attack for same thrust), all go into the mix.
George (still researching)