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#1
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Dont quite understand any of this, but it is interesting enough, with great graphics
http://translate.google.com/translat...ial%26hs%3DtY8 Bagger |
#2
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In his 1978 book Streckensegelflug (lit. "distance sail flight".
Cross-Country or Long-Distance Soaring), Helmut Reichmann describes a flight made by Ingo Renner in a Libelle sailplane over Tocumwal in Australia on 24 October 1974. On that day there was no wind at the surface, but above an inversion at 300 metres there was a strong wind of about 70 km/h (40 knots). Renner took a tow up to about 350 m from where he dived steeply downwind until he entered the still air; he then pulled a sharp 180-degree turn (with very high g) and climbed steeply back up again. On passing though the inversion he re-encountered the 70 km/h wind, this time as a head-wind. The additional air-speed that this provided enabled him to recover his original height. By repeating this manoeuver he successfully maintained his height for around 20 minutes without the existence of ascending air, although he was drifting rapidly downwind. In later flights in a Pik 20 sailplane, he refined the technique so that he was able to eliminate the downwind drift and even make headway into the wind. Just amazing and fascinating! Richard ASW19 Phoenix |
#3
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amazing is right.
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#4
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![]() It is absolutely fascinating. The RC guys have reached 300+mph doing this. I personally have clocked someone flying a 2M wingspan RC glider doing 209mph. It is amazing how fast the energy builds up and how quickly speed goes from 40 to 150+ It requires nerves of steel and amazing reflexes to dive to the ground at 200+ and pull out only a couple of feet above ground though! wrote: amazing is right. |
#5
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#6
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On 18 Jan 2007 07:16:21 -0800, "Frank Whiteley"
wrote: wrote: amazing is right. A few threads on this over the years. Gary Osoba's talk at the SSA Convention a few years ago was very interesting. http://tinyurl.com/2tx953 I read a mathematical analysis of this perhaps 25 years ago...the basic principle is extracting energy from the curl of the air velocity. Curl is a vector-calculus term that can be visualized like this: Imagine you cut out some little paper flowers, toss them into a flowing stream and watch them float by. If the flowers rotate, the flow has curl. The curl is a vector pointed along the axis of rotation, and its magnitude will normally vary from zero at the center to a maximum along the banks, with its direction upward in the left half of the stream and downward on the right. Shear is just a special case of curl; in pure sheared flow, the value of the curl is large at points on the shear plane and zero everywhere else. The usual explanations of dynamic soaring refer to pure sheared flow, but that isn't necessary: it can be done wherever the curl value is nonzero. The most interesting conclusion is that if the curl is the only source of energy (in other words, there is no vertical velocity component to complicate the issue), the optimum strategy is amazingly simple. Most of the variables fall right out of the calculation, and the result is: Circle in a 55-degree bank. Go to the left if the curl direction is upward, right if it's downward. rj |
#7
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I read a mathematical analysis of this perhaps 25 years ago...the
basic principle is extracting energy from the curl of the air velocity. Curl? I hoped I'd never hear that term again. That is probably why I couldn't complete the Electrical Engineering curriculum in college. Maxwell's equations for Electricity & Magnetism - first equation, stated in english: Curl beta = 0. ED: What's curl? Math Geek: Oh, that's just the divergence of the gradient. ED: Ok, I kind of understand gradient, but what's divergence? Math geek: Long-winded string of uncomprehensible words. Ed flunks out. The most interesting conclusion is that if the curl is the only source of energy (in other words, there is no vertical velocity component to complicate the issue), the optimum strategy is amazingly simple. Most of the variables fall right out of the calculation, and the result is: Circle in a 55-degree bank. Go to the left if the curl direction is upward, right if it's downward. Seems that if you have this really high wind velocity above a certain level and zero below that, then trying to circle is going to be difficult to impossible. If you have one wing stuck below the layer "anchored" in zero wind, and the other in the high velocity layer, you're going to get "rolled", spanwise, across the sky, and there's nowhere near enough aileron power to stop that. And, how would you know if the curl is upward or downward? Seems like if you guess wrong you get thrown at the ground, real hard. Ed |
#8
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![]() wrote in message ps.com... It is absolutely fascinating. The RC guys have reached 300+mph doing this. I personally have clocked someone flying a 2M wingspan RC glider doing 209mph. It is amazing how fast the energy builds up and how quickly speed goes from 40 to 150+ It requires nerves of steel and amazing reflexes to dive to the ground at 200+ and pull out only a couple of feet above ground though! My understanding is that the average albatross possesses nerves of steel and amazing reflexes! Or maybe it has something to do with aptitude and talent (g). When I was in the US Navy, I used to marvel at them. They'd follow in the ship's wake for hours, turning and wheeling, sometimes with their wing tips just inches from the water, though never flapping. Wonder, if they caught a wing tip by mistake, would all hell break loose, would they suffer a broken boom? bumper |
#9
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![]() flying_monkey wrote: ED: What's curl? Math Geek: Oh, that's just the divergence of the gradient. Get a better maths geek. Curl ain't div grad. Another maths geek. |
#10
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