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#41
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sliding wings?
wrote:
hi richard: could you possibly give me some numerical illustrations? I am not sure where your numbers are coming from (17.2?, 295?), but this is probably just my ignorance. obviously, going from 0 to 1 sqft of wing is a useful weight/lift tradeoff... :-) is your point that the current wing size (of any plane) is already the optimal weight/lift tradeoff? strange that better materials over the last 50 years would not have changed the optimum. regards, /iaw I'll give it a try, but you owe me lunch now! No, not trying to say that all wings are already optimal. Especally for all missions. Just that one must look carefully at proposed performance gains / weight increase. Write this down: "It's ALL about WEIGHT" Material gains over the last 100(!) years have been amazing. For instance, can you imagine a wooden 747 Think I'm kidding? Check out this 600 passenger design proposal by Bel Geddess, presented at the New Your Worlds Fair in 1940. And it's a SPAN LOADER, too! http://www.home.earthlink.net/~tp-1/ged.pdf the mystery numbers? Nothing mysterious here. It's just arithmetic. refer to page 25 of Aerodynamics for Naval Aviators Anybody have a link to this? It is an excellent starting point for basic aerodynamics. Going back to... L = Cl S q This is the basic lift equasion (well, one of many forms) Rearrange that equasion to solve for L, CL, S, or even q. Cl is the coeffecient of lift that we are looking at. S is Wing Surface Area is Sq Feet q (rho) is dynamic pressure in pounds per square foot. q = 1/2 density * velocity squared Density in Slugs per cubic ft. V in feet per second). using q = (sigma V^2)/295 (V in knots, TAS) 295 is a conversion factor that converts FPS to knots Greek leter Sigma is used for density ratio. That's ambient pressure / standard day pressure At sea level standard day, sigma is 1, and drops out. L = Cl (Sigma V^2 /295) S So if sigma is 1 then L = CL V^2 S / 295 then solving for V V = 17.2 Sqrt(L / Cl Sigma S) 17.2 is ~ the square root of 295 Simplified for stall speed at sea level... Vstall = 17.2 (WEIGHT / CLmax S) Since Lift = Weight Stall speed implies Maximum Coeffeceint of Lift for a given airfoil. We need as much lift as weight for straight and level flight, So L = W = L (are the same) Well, it's late and I'm bushed. I've read that over several times, and now it doesn't make sense to me either. We'll do lunch another day, ok? Richard |
#42
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sliding wings?
I couldn't find any links to an on-line copy of
"Aerodynamics for Naval Aviators". But google did turn up a couple hundred links to copies for sale. Prices range from about $10 to just under $25. |
#43
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sliding wings?
("Richard Lamb" wrote)
[snip] Material gains over the last 100(!) years have been amazing. For instance, can you imagine a wooden 747 Think I'm kidding? Check out this 600 passenger design proposal by Bel Geddess, presented at the New Your Worlds Fair in 1940. And it's a SPAN LOADER, too! http://www.home.earthlink.net/~tp-1/ged.pdf That's neat ...in a 1929 -1940 kind of way. Montblack |
#44
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sliding wings?
Montblack wrote:
("Richard Lamb" wrote) [snip] Material gains over the last 100(!) years have been amazing. For instance, can you imagine a wooden 747 Think I'm kidding? Check out this 600 passenger design proposal by Bel Geddess, presented at the New Your Worlds Fair in 1940. And it's a SPAN LOADER, too! http://www.home.earthlink.net/~tp-1/ged.pdf That's neat ...in a 1929 -1940 kind of way. Montblack I particularly enjoyed the side by side comparison of the creature comforts. Olde fashioned elegance New fangled jet ------------------------ --------------- Main Lounge 36 ft high 9 decks 2 decks 3 Kitchens 13 pantries Peanuts Library Bad movie writing rooms 2 public dining rooms The main dining room coverts into a dance floor for 100 couples orchestra platform 3 private dining rooms capable of feeding 40 people 4 deck tennis courts 6 shuffle board courts 6 quoits pitches library writing room 1 gym with dressing rooms and showers 12 chemical toilets 1 men's Solarium w/16 couches and a masseur 1 women’s Solarium w/16 couches and a masseuse 1 children’s playroom 1 doctors office with waiting room Barber shop hairdressers salon 2 bars Bar cart 1 store 1 huge promenade deck 1 Veranda Cafe seats 90 18 single state rooms 81 double staterooms 24 suites w/ baths 606 seats w/ fold-down tables - 32" pitch 179 sleeping rooms Air-conditioning Air-conditioning |
#45
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sliding wings?
"Richard Lamb" wrote I particularly enjoyed the side by side comparison of the creature comforts. Being a mechanical kind of guy, I particularly enjoyed the "5 minute inflight engine change capability," with the machine shop repairing the bad one, and returning it to spares, (one of 6 extra) ready for return to duty. Or how about sitting out on the sun deck for a while, during the 100 mph flight? It would be easy to get burned, with that wind chill factor, no? g -- Jim in NC |
#46
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sliding wings?
I will be happy to take you to lunch when you are in RI and I am in airport vicinity. I will even pay for the drink if you can answer the following simple question. For 100 points and the jackpot... ;-) An RV-10 has a span of about 32 ft, wing area of 148 sqft and a wing loading of 18.6 lb/sqft. It cruises at around 190mph (optimistically). It's stall speed is 57mph. Let's presume its wings were telescopic---which of course they are not. Let's presume that fully extended they are still what they are. Now presume in full flight, I could take off 1/3 of the wing. For your 100 points, how does the expected stall and cruise speeds change? [For extra credit, assume a reasonable weight increase. hmmm...how much does an empty aluminum wing structure weigh? I guess this could even be fabric---it would be used only during landing.] regards, /ivo |
#47
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sliding wings?
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#48
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sliding wings?
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#49
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sliding wings?
the german expression when one is not getting something is that one is
standing on the (phone) line, which is why nothing is coming in. so, I am still trying to figure out what you were computing. putting your posts together, if you instruct engineers, some examples with units would be helpful. (take this from someone who teaches financial economics for a living.) Vstall = 17.2 (WEIGHT / CLmax S) Since Lift = Weight I believe CLmax and S are both under the division, because more S should give me lower stall speed. Now, your recent post tells me that CLmax = 2.2 . hmmm, this would lead me to plug in 57mph = 50 knots =?=?= 17.2 * (2700 lbs / [2.2 * 112sqft]) (I don't know the units on 17.2 or 2.2.) so, the clock is still ticking... ;-). |
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