Author Topic: Flaps, flaps, & flaps.  (Read 11606 times)

Offline hitech

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« Reply #195 on: April 30, 2005, 02:25:33 PM »
Ack-Ack wrote;



quote:
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We've asked for you to show us where see say we want a raising of the limits but you fail to come up with any proof of us saying such a thing. You know why? Because we've never advocated that. Again, we've advocated that the auto-retracting flaps be changed to a system that will model damage to the flaps from the stress caused by over speeding when the flaps are deployed past their rating. This is in no way advocating a raising of the flap deployed limits to fly around with flaps fully deployed without any consequence.
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And in the same thread:


quote:
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If you have your flaps out beyond 250mph then you run the very likely hood of damaging your flaps from over speeding if you don't raise them.
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In the same post you ask for the limit raised.

You don't wish the 250 mph number changed but what you do wish is to be able to go above that number for a period of time.

That IS raising the limitations of the flaps. You would now be able to use them for a period of time above 250.

As I said before, change the statement


quote:
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very likely hood of damaging
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To "they will instantly be damaged".

And I have no problem with your argument. But Then again I do not belive you would like that better than the current method. And hence it is not worth the effort to implement.

HiTech

Offline Murdr

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« Reply #196 on: April 30, 2005, 02:45:10 PM »
If highway speed limit is 55, and I go 70, the limit is still 55.  If I suffer concequences for breaking the limit (get a ticket) the limit is still 55.  If I dont get a ticket (suffer concequences) the limit is still the same.  The difference is i got away with exceeding the limit without concequence in the latter.  The limit remains constant throughout.  What happens when the limit is exceeded is varible.  Asking for a varible result is not synonomis with asking for the limit to be raised.

Offline hitech

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« Reply #197 on: April 30, 2005, 02:52:56 PM »
Murdr: You are arguing symatics. Your discussing the writen down speed limit vs the real speed limit. If everyone knows that you can go 5 MPH over 55 with out recieving a ticket. Has not the "EFECTIVE" speed limit been rasied to 60? I.E the Speed you can go with out recieving a ticket?

So what we have to two definitions of the world Speed Limit.
One that is written down, the other that is how it applies to real situations.

The same applies to Ack-Acks request. He wish to go faster with out recieving a ticket.

HiTech

Offline Murdr

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« Reply #198 on: April 30, 2005, 03:13:57 PM »
I am arguing symatics, because words are being put into my mouth that dont reflect my intent.  You already reviewed the suggestion and was unconvinced by it, which is fine.  

In my state you can go 5mph over the limit and not get a ticket, so yes the effective limit is raised in that situation.  You cannot get a ticket if you are within 5mph over posted limit of 50, and within 10 at lower speeds.

An exemption to that rule applies to school zones and construction zones.  You can suffer consequences for exceeding the limits by 1mph.  The effective limit does not change, and my original argument stands the test of 'effective limit'.  

In the idea that was put forth on flaps, you can suffer the concequences by exceeding the limit by 1mph, where in your 'effective limit' you wont.

Offline Crumpp

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« Reply #199 on: April 30, 2005, 03:55:31 PM »
Quote
"The actual maximum lift coefficient of the P-38 model then occurs at extremely high angles of attack."


Read any lift polar and tell me how this is different for P 38?

Quote
The coefficient of lift is a simple function of the angle of attack.


http://www.av8n.com/how/htm/aoa.html#sec-cl-aoa

All aircraft CLmax occurs at high angles of attack.

Just like the report says, the CLmax in flight suffers from turbulent airflow around the wing.  It does have in effect 3 fuselages cutting across the wing reducing the wet lifting surface.

All the best,

Crumpp

Offline Krusty

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« Reply #200 on: April 30, 2005, 04:23:02 PM »
The speed limit argument doesn't work. It's an arbitrary limit.

This argument works: Your car is literally ONLY designed to driver 55mph and NO MORE! You so much as pass 1mph over that limit and all 4 of your tires blow out and your engine explodes.

Are you going to drive faster than 55mph? God hell no!

That's a PHYSICAL limitation. Not an arbitrary limitation.

The flaps on teh 38 are a physical limitation. It's not arbitrary. Your argument doesn't really work, methinks.

Offline Murdr

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« Reply #201 on: April 30, 2005, 04:51:10 PM »
Quote
Originally posted by Krusty
The flaps on teh 38 are a physical limitation. It's not arbitrary. Your argument doesn't really work, methinks.
Actually it is the other way around.  S-rated tires are rated for 112 mph.  They do not explode at 113 mph.  The S-rating is not a physical limit.  It is an arbitray limit based on the physical limit plus a saftey margin.  

Quote
This argument works: Your car is literally ONLY designed to driver 55mph and NO MORE! You so much as pass 1mph over that limit and all 4 of your tires blow out and your engine explodes.

This is somewhat how flaps are modeled with exception, there is a governor that will not allow you to exceed the limit.  And again, the manufacturer could not garentee an instant transition from no failure to failure without designing it to intentionally fail at a specific limit.  What they would do is find the faiure rate curve, and give you an arbitrary limit outside the bottom of that curve.

Offline Krusty

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« Reply #202 on: May 01, 2005, 12:03:45 AM »
Murdr, I never said S-rated tires. I said "a car that will blow all tires and the engine will explode if you go 1mph past 55mph". I never said this was a real car. Nor said it had real tires. I said it was made to only go 55, and any more it would self destruct.

That's a physical limitation.

In this hypothetical world you have to train REAL hard for a LONG time before you are ever allowed in a car, let alone allowed to own one and drive one. You are put through a rigorous series of exercises on how to recover from skids and so forth. The manufacturer knows this. They know you will follow the rules, because you know what will go wrong if you don't.

Thus they can manufacter and say "do not drive faster than 55mph" and know it will be followed to the letter. They do not need a safety margin.

As for mechanical stresses, I'm fairly sure that if you manufacture about 100 devices that are stressed, take each one and stress it til it breaks, that they will all break at about the same spot. There is, in fact, no margin if all the parts are identical. Like, say, from an assembly line where every car has the exact same setup for brakes, calipers, discs, and tires. It's a certainty that every one of them will work at 55pmh, and that they will not work above 55. The wheels can only stand the stresses of rotating at the rpm that generate 55mph. The engine is maxed out at this 55mph. The gas pedal is floored. If you jam it through the floor the engine explodes and the tires rip themselves apart from the centrifugal and centripetal forces that the rubber just can't contain.

Have I beat the dead horse enough?

Flaps systems are physical. Not arbitrary. I doubt there's any safey margin. There are statistical variations no doubt. Maybe one flap actuator breaks with 1/1000th a psi more than the next. Maybe one hinge pin litereally snaps at 1 mph faster than the limit, instead of the limit. That's not a safety margin.

Fact of the matter is the people that want "randomness" or "a safety margin" just want the limit raised, like HT said. I've not heard one person say "let the flaps break instead of autoretract, they would break EXACTLY when the autoretract should have kicked in". Most say "Turn off autoretract.. Okay now let's debate how much lee-way you're going to code into the flaps so they don't break right at the speed autoretract kicks in."

See the difference?
« Last Edit: May 01, 2005, 12:11:39 AM by Krusty »

Offline Guppy35

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« Reply #203 on: May 01, 2005, 01:05:19 AM »
Krusty,

There were manufacturers limits on max weight for B24s, for example.  Yet they routinely in combat took off far heavier then what the 'book' said was acceptable.

Using your argument, those planes should have fallen out of the sky the second they got 1 pound over their maxium gross weight.  Yet we're talking thousands of pounds over  what the book said was acceptable.

Some blew tires, some failed to lift off, but the majority just kept trucking.  For some reason, wartime considerations took precedent over peacetime safety concerns and they kept sending those overloaded bombers on their way.

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Offline Murdr

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« Reply #204 on: May 01, 2005, 07:40:31 AM »
Quote
Originally posted by Krusty
As for mechanical stresses, I'm fairly sure that if you manufacture about 100 devices that are stressed, take each one and stress it til it breaks, that they will all break at about the same spot.

Ok, lets look at the variations in a single steel bar.
Quote
It is important to remember that the Endurance Limit of a material is not an absolute nor fully repeatable number. In fact, several apparently identical samples, cut from adjacent sections in one bar of steel, will produce different EL values (as well as different UTS and YS) when tested, as illustrated by the S-N diagram below. Each of those three properties (UTS, YS, EL) is determined statistically, calculated from the (varying) results of a large number of apparently identical tests done on a population of apparently identical samples.

The plot below shows the results of a battery of fatigue tests on a specific material. The tests at each stress level form statistical clusters, as shown. a curve is fitted through the clusters of points, as shown below. The curve which is fitted through these clusters, known as an "S-N Diagram" (Stress vs. Number), represents the statistical behavior of the fatigue properties of that specific material at that specific strength level. The red points in the chart represent the cyclic stress for each test and the number of cycles at which the specimen broke. The blue points represent the stress levels and number of cycles applied to specimens which did not fail. This diagram clearly demonstrates the statistical nature of metal fatigue failure.
(Image removed from quote.)
Right off the bat in the first load cycle without the effects of fatigue the failure varies by 6%.  At minimum if this were a weak steel with an Ultimate Tensile Strength of 20,000psi a 6% variation in failure is a 1,200psi difference.  

Quote
Flaps systems are physical. Not arbitrary. I doubt there's any safey margin. There are statistical variations no doubt. Maybe one flap actuator breaks with 1/1000th a psi more than the next. Maybe one hinge pin litereally snaps at 1 mph faster than the limit, instead of the limit. That's not a safety margin.
As already stated your psi prediction is likely off by a factor of  as much as 1 million percent.   It is a standard engineering practice that aircraft load capibilities be designed for a 25% or greater margin of safety using a factor of safety of 1.5. The  airframe will then have the strength capability to be released to fly at 100 percent of design capability.  In other words, the ultimate load limit is prefered to be 25% above its stated design envelope.  As I said before it is an arbitrary limit based upon the physical limit
« Last Edit: May 01, 2005, 07:44:59 AM by Murdr »

Offline Badboy

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« Reply #205 on: May 01, 2005, 12:02:38 PM »
Hi guys

I’ve just read through the earlier pages of this thread and I notice a number of messages that appear to be discussing the merits of flap use, some saying that prolonged use will harm turning performance others that it won’t, and the striking thing about those posts is that there is some truth in both points of view. For the split flap configuration illustrated in the diagram below, taken from page 79 of Perkins & Hage, the benefit depends on how high the lift coefficient is. For example, at low values of lift coefficient use of flaps is not good, and you can see that the two points A and B in that diagram have exactly the same lift coefficient, but point B, has a higher corresponding drag coefficient. That explains why you shouldn’t try to use flaps during maximum rate climbs, or power off glides, the drag penalty makes it prohibitive. That situation continues up to a relatively high lift coefficient where the two polars cross each other. The point where the polars cross is quite high, and that means that most turns at high G conducted at speeds close to corner velocity will suffer higher drag and lower sustained turning ability with flaps extended, which also explains the advice given by Lockheed. However, there is more, if you look at the diagram again, you notice that the drag is exactly the same at point C and D, but that the lift coefficient is much higher at D, meaning that once the crossover point is exceeded, you can get more lift for the same drag, making flap usage advantageous. In practice the region of the envelope where pilots can take advantage of this, occurs generally at much lower speeds, where high coefficient of lift values can be achieved at tolerable G levels and can result in better sustained turns. The point is that both better and worse sustained turns are possible, it just depends on the particular conditions under which the turn is being executed, which basically means that so far everyone is right :)              



The next question is, how does all of that apply to the P-38? Here is an EM diagram for the AH P-38 showing a clean configuration and what happens with 4 and 5 notches of flaps extended.



Notice that at higher speeds, the use of flaps is expensive in terms of loss of energy, reducing the sustained turn dramatically, but notice that at very low speeds the sustained turn rate is just as high as it was without flaps, the main difference being that the turn radius is now much smaller than before, and this is the advantage that good P-38 drivers are able to exploit. I believe this diagram also holds the secret behind the success of the cloverleaf maneuver, just look where the instantaneous turn rate and radius goes at the higher speeds within the placard limit. I think the good P-38 drivers in AH already use this fact appropriately.    

The last question regarding the P-38 and its maximum coefficient of lift brings up a recurring topic on these boards and it is important to remember the following point. The maximum coefficient of lift for an airfoil is not constant. There isn’t a single catch all value that can be quoted. In simple terms it varies with speed (Mach number and Reynolds number) which means it has different values at different points in the envelope. Also, most quoted values are power off values. For example, in the NACA TN 1044 report quoted earlier in this thread the results came from both wind tunnel and flight test data that were obtained under throttled and feathered conditions. Under full power the effective coefficient of lift is significantly higher, and the reason for that is amplified due to the configuration of the P-38. Allow me to explain.

Propeller driven aircraft (pullers only) have a power on stall speed that is lower than their power off stall speed. The reason for that is due to the fact that the wings are in the slipstream of the propellers and the wash speeds up and energizes the air over them, thereby reducing the stall speed. Because of that, obvious safety concerns have resulted in power off stall speeds being more commonly quoted in flight manuals, while in some sources both are quoted. Of course that is equally true of single engine types, one wing receiving a slight upward flow the other downwards, and that doesn't change the fact that they still have a lower power on stall. That they still have a lower power on stall speed reflects the fact that even at relatively high angles of attack, the prop' wash is still being driven over the wing at a very low angle of attack because the prop is generally normal (90 degrees to the axis of the aircraft) to it. That will always have the effect of energizing the flow over the wings delaying separation. This is shown in the diagram below:



Of course this is also true for other aircraft, so what’s so special about the P-38?

Two other factors that are often neglected for the P-38 and serve to improve its turning performance, are due to its twin engine configuration, they are... Firstly, during low speed high AoA maneuvers the engine thrust has a component that contributes to the radial load factor, at high angle of attack this is almost double that for single engine fighters. Another benefit of this is that normally the centre of lift and centre of gravity are relatively close together, with positive stability that requires a downward force on the tail, however, the component of prop thrust, provides a nose up pitching moment that reduces the downward tail force, thus enhancing the lift even further. Those factors along with the previously mentioned effect of the slipstream speeding up and energizing the air over wings, thereby increasing the lift, means that the P-38 was indeed better in practice than the average flight sim pilot (or for that matter your average aero graduate) would normally expect. The big question is not that this happened, but how much difference it made in practice?

Well, the effective increase in the coefficient of lift due to the slipstream depends on a number of factors, such as the area of wing influenced by the slipstream, the forward distance of the prop from the leading edge of the wing. the thrust coefficient, and the forward fuselage shape… all factors that were enhanced for twin engine fighters such as the P-38 and the Bf110. If you take a look at the diagram above for example, not only is the component of thrust contributing to the radial load factor double that for a single engine fighter, but you can see that the area of wing influenced by the slip stream is also significantly greater. For example, if you do the calculations for an aircraft with a Clmax of 1.4 at Mach and Reynolds numbers corresponding to its 1g stall speed of 103mph it shows that at full power the effective coefficient of lift is actually 1.66, reducing the stall speed to 94mph. However, keeping everything else the same, but repeating the calculations for a twin engine configuration the coefficient of lift is increased to 1.86 and the stall speed reduced to 86mph, and that helps to explain why aircraft like the P-38 and Bf110 are so good at low speeds.  

Hope that helps…

Leon "Badboy" Smith
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Offline dtango

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« Reply #206 on: May 01, 2005, 02:14:24 PM »
Badboy:

Thanks for taking the time for posting the very coherently stated response.  It's a model example of (1) striking the right tone in a discussion illustrating the difference between the aim to "be right" vs. "being educational" and (2) taking the time to intelligently cover a complex topic fully.  I guess that's why you're the university lecturer ;).

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Offline Ack-Ack

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« Reply #207 on: May 01, 2005, 02:15:33 PM »
Quote
Originally posted by hitech


The same applies to Ack-Acks request. He wish to go faster with out recieving a ticket.

HiTech



Actually, I want a system where I get penalized for exceeding the limits.  If I'm stupid enough not to retract my flaps and leave them down past the limit then I want to run the very likelihood of my flaps being damaged as a result of my oversight.  But I realize that you have the auto-retracting flaps in the game as a game play issue to coddle the hands of those that don't want the 'added realism' and to make the game more newbie friendly.  


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Offline Murdr

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« Reply #208 on: May 01, 2005, 02:17:27 PM »
Very well composed post Badboy :aok

Offline Ack-Ack

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« Reply #209 on: May 01, 2005, 02:56:43 PM »
Great post Badboy!  Either I grew additional brain cells or you did a remarkable job in writing that so a layman like me could undertand it.  Do you have plans on making any more charts for the recent P-38 additions?  Would be curious to see a side by side comparison of the L and the early model J we have.



ack-ack
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