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#1
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So...about that plane on the treadmill...
Looks like airplane treadmill problem, regularly a spark for flame wars
on R.A.P., has made it into the mainstream. http://pogue.blogs.nytimes.com/ Let the arguing begin! - Ray |
#2
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So...about that plane on the treadmill...
"Ray" wrote in message
... Looks like airplane treadmill problem, regularly a spark for flame wars on R.A.P., has made it into the mainstream. http://pogue.blogs.nytimes.com/ And handled with every bit as much intelligence and consideration as we've seen here. Which is to say, there's no shortage of people convinced that the airplane won't take off, even though it will. Let the arguing begin! Why? Haven't you had enough by now? |
#3
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So...about that plane on the treadmill...
"Peter Duniho" wrote in message ... "Ray" wrote in message ... Looks like airplane treadmill problem, regularly a spark for flame wars on R.A.P., has made it into the mainstream. http://pogue.blogs.nytimes.com/ And handled with every bit as much intelligence and consideration as we've seen here. Which is to say, there's no shortage of people convinced that the airplane won't take off, even though it will. Let the arguing begin! Why? Haven't you had enough by now? It seems that the "non-believers" think that the treadmill is somehow holding the airplane back. The way that the problem is posed on the blog states that the treadmill matches the wheel speed of the airplane. ("The conveyer belt is designed to exactly match the speed of the wheels, moving in the opposite direction.") If friction is taken into consideration then one of four conditions can exist. 1. no thrust (or not enough thrust to overcome frictional forces) ... neither the plane nor the conveyor are moving. 2. minimal thrust... the wheels and conveyor are moving but the conveyor drags the plane backwards. 3. just enough thrust to match friction forces... the airplane remains motionless relative to the earth but the wheels and conveyor are moving a little faster. 4. more than enough thrust.... the airplane accelerates until it can take off. The conveyor also accelerates to match the wheel's speed until lift off when the wheels rotate to a stop and the conveyor, somehow sensing this, also comes to a standstill. The treadmill's speed is dependent on the wheel's speed, not the other way around. |
#4
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So...about that plane on the treadmill...
"Peter Duniho" wrote in message ... "Ray" wrote in message ... Looks like airplane treadmill problem, regularly a spark for flame wars on R.A.P., has made it into the mainstream. http://pogue.blogs.nytimes.com/ And handled with every bit as much intelligence and consideration as we've seen here. Which is to say, there's no shortage of people convinced that the airplane won't take off, even though it will. Nope the plane won't take off. ------------------------------------ DW |
#5
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So...about that plane on the treadmill...
Darkwing wrote:
Nope the plane won't take off. You'd better not just be trolling... Friction generated by wheels is almost negligible. Even for very large aircraft like a 747, wheel friction is nearly constant, regardless of speed (at least at sane speeds). It only depends on the amount of force pushing down on the wheel. So let's look at all of the forces acting on this airplane. In the horizontal direction, we have: Thrust from the engine (nearly constant at these speeds) Aerodynamic drag (goes up as the square of speed) Wheel friction (again, nearly constant) For any object to accelerate in a given direction, the total force acting on it in that direction must not be equal to zero. For a normal airplane, on a normal runway takeoff, thrust must obviously be greater than the other two forces, since we see airplanes take off every day. Even at the moment of takeoff, aerodynamic drag may have increased, but the airplane still has a fair bit of excess thrust, and (assuming you don't pull up too steeply) will continue to accelerate. So now, let's put the plane on the treadmill. Once again, the ONLY forces acting on it are thrust (which stays the same), drag (which still increases as speed squared, and wheel friction (which, again, IS CONSTANT! no matter how fast the treadmill runs, until we start talking about silly cases like 5000mph treadmills). Sticking to sane, airplane-like speeds for the treadmill (80-160mph or so) We see that, once again, thrust is greater than the other two. Therefore, the plane MUST accelerate. I'd like to also point out that I have tried this on an actual treadmill with a small model airplane. It takes right off, no problem. Now I just need to go fin |
#6
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So...about that plane on the treadmill...
"Bob Martin" wrote in message ... Darkwing wrote: Nope the plane won't take off. You'd better not just be trolling... Friction generated by wheels is almost negligible. Even for very large aircraft like a 747, wheel friction is nearly constant, regardless of speed (at least at sane speeds). It only depends on the amount of force pushing down on the wheel. So let's look at all of the forces acting on this airplane. In the horizontal direction, we have: Thrust from the engine (nearly constant at these speeds) Aerodynamic drag (goes up as the square of speed) Wheel friction (again, nearly constant) For any object to accelerate in a given direction, the total force acting on it in that direction must not be equal to zero. For a normal airplane, on a normal runway takeoff, thrust must obviously be greater than the other two forces, since we see airplanes take off every day. Even at the moment of takeoff, aerodynamic drag may have increased, but the airplane still has a fair bit of excess thrust, and (assuming you don't pull up too steeply) will continue to accelerate. So now, let's put the plane on the treadmill. Once again, the ONLY forces acting on it are thrust (which stays the same), drag (which still increases as speed squared, and wheel friction (which, again, IS CONSTANT! no matter how fast the treadmill runs, until we start talking about silly cases like 5000mph treadmills). Sticking to sane, airplane-like speeds for the treadmill (80-160mph or so) We see that, once again, thrust is greater than the other two. Therefore, the plane MUST accelerate. I'd like to also point out that I have tried this on an actual treadmill with a small model airplane. It takes right off, no problem. Now I just need to go fin I am a regular on RAP, not a troll. Show me video and I will believe it, if the plane is not moving relative to the wind then the wing isn't making lift. I have ran on treadmills and I never felt a "wind" blowing in my face. ---------------------------------------- DW |
#7
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So...about that plane on the treadmill...
"Darkwing" theducksmailATyahoo.com wrote in message
... I am a regular on RAP, not a troll. Then read the extensive thread that we already had on this subject before you put your two cents in. Show me video and I will believe it, if the plane is not moving relative to the wind then the wing isn't making lift. True. I have ran on treadmills and I never felt a "wind" blowing in my face. That's because you're using your feet for propulsion, and the treadmill was negating your effort. There's no such effect for airplanes, as they don't use their wheels for propulsion. Your experience running on treadmills is irrelevant to the question at hand (except for the intended effect of course, which is to confuse people like you who haven't thought the whole thing through). Pete |
#8
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So...about that plane on the treadmill...
Darkwing wrote:
Show me video and I will believe it, if the plane is not moving relative to the wind then the wing isn't making lift. I have ran on treadmills and I The problem is, that the aeroplane does move forward, it must, there is nothing to stop it from doing so. Imagine (or try)... 1. Hold a wheel between your fingers so it can spin. 2. Put wheel on a treadmill which is not moving. 3. Provide thrust (forward motion) to the wheel from your arm. 4. Observe wheel moves forward. 5. Turn on treadmill, and place wheel on the moving treadmill. 6. Apply SAME amount thrust as you did in 3. 7. Observe same forward movement (discounting the very small friction) is produced, although the wheel spins much faster. The thrust acts independantly of the treadmill, you need a treadmill at least as long as a short field takeoff |
#9
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So...about that plane on the treadmill...
You propel yourself on the treadmill by the friction interface between your
feet and the conveyor, not by jet propulsion. mike "Darkwing" theducksmailATyahoo.com wrote in message ... I am a regular on RAP, not a troll. Show me video and I will believe it, if the plane is not moving relative to the wind then the wing isn't making lift. I have ran on treadmills and I never felt a "wind" blowing in my face. ---------------------------------------- DW |
#10
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So...about that plane on the treadmill...
Peter Duniho wrote:
"Ray" wrote in message ... Looks like airplane treadmill problem, regularly a spark for flame wars on R.A.P., has made it into the mainstream. http://pogue.blogs.nytimes.com/ And handled with every bit as much intelligence and consideration as we've seen here. Which is to say, there's no shortage of people convinced that the airplane won't take off, even though it will. The problem is that as it is stated, the scenario is not one that could ever be created with a real treadmill subject to normal engineering constraints. Let's imagine that the plane gets started in a slow roll down the runway at a steady 10 mph relative to the calm air & earth. Now the treadmill has to speed up to 10 mph, but that makes the plane's tires start spinning at 20 mph. Therefore the treadmill has to speed up to 20 mph which makes the tires spin at 30 mph, which makes the treadmill speed up to 40 mph, etc. Even though the plane is only moving slowly relative to the earth, the tires and treadmill speeds are in an infinite loop to ever higher speeds. As soon as the plane starts moving at all relative to the earth, the tires and treadmill will start their endless positive feedback loop to try and reach an infinite speed. If the treadmill has a fast enough response mechanism to keep up with the increasing tire speed the system will reach some kind of physical limit before the plane can get any appreciable speed relative to the air. The tires might explode, the wheel bearings may fail, the treadmill propulsion system may run out of power, but you can't satisfy the conditions as stated and have the plane get up to takeoff speed. Of course the above is based on a particular interpretation of "speed of the wheels" i.e. that it is measured based on the speed of rotation and therefore measures show fast they are rolling on the treadmill surface. If instead the "speed of the wheels" is measured by seeing how fast the wheel hub is moving forward relative to the earth then the above infinite feedback loop doesn't arise and the plane can take off fairly normally although the wheels will be spinning twice as fast as normal at takeoff. But that second interpretation of wheel speed doesn't strike me as consistent with normal usage - i.e. when a bicyclist is on a stationary trainer we would normally measure the speed of his rear wheel based on rotation rate, not say that it's zero since the hub is just spinning but not moving forward. |
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