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#1
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Can someone ‘splain this to me? I have no idea if I have it right, or not.
As I understand it, maneuvering speed is the speed above which the aircraft may be damaged due to full control movements. Below that speed, the plane will stall before damage occurs. I also understand that maximum lift changes as the square of the speed, while stall speed changes as the square root of the weight. So, if I have an aircraft traveling at twice stall speed, it will have 4 g’s acceleration prior to stalling. If I double the weight, the stall speed increases by 1.41, so maneuvering speed also increases by 1.41 – assuming that the aircraft is rated a 4 g’s at both weights. Or, to put it conversely, the maneuvering speed varies inversely proportionately to the square root of the weight change – if I double the weight, the maneuvering speed increases by 41%. Do I have that right? So, assume I am flying at 1410 lbs. weight and traveling at 4 times stall speed. If I reduce weight to 1000 lbs., and pull back on the stick, won’t the aircraft stall with exactly the same load on the wings, although now 5.6 g’s? (4 * 1410 or 5640 lbs)? Does the issue for maneuvering speed now become the motor mounts, battery box, seats. etc? If I’m certain that the weak point is not these things, but the main airframe itself, can I use the maneuvering airspeed for maximum weight? Next - how about maximum structural cruising speed? |
#2
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In article ,
N114RW wrote: Can someone Œsplain this to me? I have no idea if I have it right, or not. As I understand it, maneuvering speed is the speed above which the aircraft may be damaged due to full control movements. Below that speed, the plane will stall before damage occurs. I also understand that maximum lift changes as the square of the speed, while stall speed changes as the square root of the weight. So, if I have an aircraft traveling at twice stall speed, it will have 4 g¹s acceleration prior to stalling. If I double the weight, the stall speed increases by 1.41, so maneuvering speed also increases by 1.41 * assuming that the aircraft is rated a 4 g¹s at both weights. Or, to put it conversely, the maneuvering speed varies inversely proportionately to the square root of the weight change * if I double the weight, the maneuvering speed increases by 41%. Do I have that right? No. At higher weights the airplane will stall at a lower G loading than at light weights, since the wing stalls at the same total lift generated. It takes more lift to carry the higher weight. Other structural components also carry load, such as engine mounts, tail components, seat brackets, etc. Those components may actually be the determinant for the max G loading, rather than the wing. |
#3
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On May 16, 2:06 pm, N114RW wrote:
Can someone 'splain this to me? I have no idea if I have it right, or not. As I understand it, maneuvering speed is the speed above which the aircraft may be damaged due to full control movements. Below that speed, the plane will stall before damage occurs. I also understand that maximum lift changes as the square of the speed, while stall speed changes as the square root of the weight. So, if I have an aircraft traveling at twice stall speed, it will have 4 g's acceleration prior to stalling. If I double the weight, the stall speed increases by 1.41, so maneuvering speed also increases by 1.41 - assuming that the aircraft is rated a 4 g's at both weights. Or, to put it conversely, the maneuvering speed varies inversely proportionately to the square root of the weight change - if I double the weight, the maneuvering speed increases by 41%. Do I have that right? So, assume I am flying at 1410 lbs. weight and traveling at 4 times stall speed. If I reduce weight to 1000 lbs., and pull back on the stick, won't the aircraft stall with exactly the same load on the wings, although now 5.6 g's? (4 * 1410 or 5640 lbs)? Does the issue for maneuvering speed now become the motor mounts, battery box, seats. etc? If I'm certain that the weak point is not these things, but the main airframe itself, can I use the maneuvering airspeed for maximum weight? Next - how about maximum structural cruising speed? The maneuvering speed (Va) is dependent on weight and aircraft design structural strength. The Va goes down as weight decreases because it will respond more readily to a full control input. Full-up elevator, say, will result in a brief upward climb before the stall, and a lightly loaded airplane will rise more than a heavier one. That upward path reduces the angle of attack and so the thing doesn't stall as soon as ti would if at gross. If we make that full-up application at quoted Va when lightly loaded, we might overstress the airplane just because it won't stall soon enough.Stalling unloads things and allows the airplane to follow a less radical chnge in flightpath, reducing the load on everything from the seats to the battery box. Engine mounts are much stronger than the rest of the airplane. It's a requirement for crashworthiness, I think. Many airplanes will fail the tail before the wing; the Bonanza and 210 come to mind. Lots of those have come apart in the air when their rich but ignorant pilots flew into IMC and lost control, spiralled out of the cloud and pulled up hard when the trees appeared. The stabilizer breaks, the airplane flops forward over onto its back, and the wings fail in negative g loading. I can't bring myself to stress an airplane at Va. I work on these things and know how light tthat structure is. Too many years working on other, much heavier machinery, I suppose. Dan |
#4
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N114RW wrote:
Can someone ‘splain this to me? I have no idea if I have it right, or not. As I understand it, maneuvering speed is the speed above which the aircraft may be damaged due to full control movements. Below that speed, the plane will stall before damage occurs. I also understand that maximum lift changes as the square of the speed, while stall speed changes as the square root of the weight. So, if I have an aircraft traveling at twice stall speed, it will have 4 g’s acceleration prior to stalling. If I double the weight, the stall speed increases by 1.41, so maneuvering speed also increases by 1.41 – assuming that the aircraft is rated a 4 g’s at both weights. Or, to put it conversely, the maneuvering speed varies inversely proportionately to the square root of the weight change – if I double the weight, the maneuvering speed increases by 41%. Do I have that right? So, assume I am flying at 1410 lbs. weight and traveling at 4 times stall speed. If I reduce weight to 1000 lbs., and pull back on the stick, won’t the aircraft stall with exactly the same load on the wings, although now 5.6 g’s? (4 * 1410 or 5640 lbs)? Does the issue for maneuvering speed now become the motor mounts, battery box, seats. etc? If I’m certain that the weak point is not these things, but the main airframe itself, can I use the maneuvering airspeed for maximum weight? Next - how about maximum structural cruising speed? V_A: i suppose there has been a change of the certification specification (FAR-23 or CS-23 in europe). while you can find manoevring speeds depending on the actual weight of the aircraft in older airplanes' manuals, current certification specs (paragraph 335(c) in either one) define V_A a fixed value: "(1) V_A may not be less than V_S*sqrt(n) where -- (i) V_S is a computed stalling speed with flaps retracted at the design weight, normally based on the maximum airplane normal force coefficients, CNA; and (ii) n is the limit maneuvering load factor used in design" the designer of an airplane then has to show , that the airplane structure can take all loads prescribed by the regulations at this speed and all allowed combinations of weight, CG and weight distribution (e.g. max. zero fuel weight if fuel is carried in the wings). usually, aprupt full deflections of controll surfaces at speeds above V_A can resut in damage of the aircraft. of course, the designer may allow full deflections at higher speed (some aerobatic aricrafts?); refer to the POH if in doubt. V_C: this is the speed where the designer has to show that the airplane is capable of taking gusts of a vertical speed of 50fps (15.24m/s), which can result in higher g loadings than the limit manoevring load factor choosen (usually 3.8 for normal category aircraft or 5.3 for gliders). also here, sufficient strength of the structure has to be shown within the entire range of weight, payload distribution and CG range. greetings from germany uli ..... |
#5
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On May 16, 8:06 pm, N114RW wrote:
... Does the issue for maneuvering speed now become the motor mounts, battery box, seats. etc? If I'm certain that the weak point is not these things, but the main airframe itself, can I use the maneuvering airspeed for maximum weight? Even ignoring flutter, what about damage to elements of the control system itself like hinges, horns, pulleys, bellcranks, etc? -- FF |
#6
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![]() "Orval Fairbairn" wrote in message news ![]() | N114RW wrote: | | Can someone Osplain this to me? I have no idea if I have it right, or not. | | As I understand it, maneuvering speed is the speed above which the | aircraft may be damaged due to full control movements. Below that | speed, the plane will stall before damage occurs. I also understand | that maximum lift changes as the square of the speed, while stall speed | changes as the square root of the weight. | | So, if I have an aircraft traveling at twice stall speed, it will have 4 | g¹s acceleration prior to stalling. If I double the weight, the stall | speed increases by 1.41, so maneuvering speed also increases by 1.41 * | assuming that the aircraft is rated a 4 g¹s at both weights. | Or, to put it conversely, the maneuvering speed varies inversely | proportionately to the square root of the weight change * if I double | the weight, the maneuvering speed increases by 41%. | | | Do I have that right? | | | No. At higher weights the airplane will stall at a lower G loading than | at light weights, since the wing stalls at the same total lift generated. | | It takes more lift to carry the higher weight. Other structural | components also carry load, such as engine mounts, tail components, seat | brackets, etc. Those components may actually be the determinant for the | max G loading, rather than the wing. | It has been along time, but if my memory is correct, Full deflection is part of the equation, but wind shear, or gusts, play a part too. Here is an article that may help: http://www.flyingmag.com/article.asp...print_pag e=y From paragraph seven-- "Va is a calculated airspeed based on the actual gross weight of the airplane and the wing's response to a 50-foot per second wind gust, or movement of the elevator. There are certification limits for the loadings caused by the gusts of turbulence, for maneuvering with the flight controls, and the combination of gusts and maneuvering. Va is at the corner of the combined gust and maneuvering limit. What we were taught, and believed, about not being able to break the airplane with the controls when flying at or below Va is mostly true when it comes to the elevator, but the elevator may break." And from paragraph eight-- "The loads on an airplane are complicated because gusts are not symmetrical, and because the flight controls exert their own bending and twisting loads when they are deflected. That's why each element of the airframe and its flight controls have their own design limit loads. When controls are moved in combination, and there is turbulence, the calculation of the loads on the airframe become very complex and Va doesn't offer structural immunity in every situation." -- Jarhead ----== Posted via Newsfeeds.Com - Unlimited-Unrestricted-Secure Usenet News==---- http://www.newsfeeds.com The #1 Newsgroup Service in the World! 120,000+ Newsgroups ----= East and West-Coast Server Farms - Total Privacy via Encryption =---- |
#7
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On May 17, 7:55 am, wrote:
On May 16, 8:06 pm, N114RW wrote: ... Does the issue for maneuvering speed now become the motor mounts, battery box, seats. etc? If I'm certain that the weak point is not these things, but the main airframe itself, can I use the maneuvering airspeed for maximum weight? Even ignoring flutter, what about damage to elements of the control system itself like hinges, horns, pulleys, bellcranks, etc? All of that stuff has to meet minimum strength requirements. FAR 23 has it all buried there somewhere. It's all pretty strong. Dan |
#8
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On May 17, 6:03 pm, wrote:
On May 17, 7:55 am, wrote: On May 16, 8:06 pm, N114RW wrote: ... Does the issue for maneuvering speed now become the motor mounts, battery box, seats. etc? If I'm certain that the weak point is not these things, but the main airframe itself, can I use the maneuvering airspeed for maximum weight? Even ignoring flutter, what about damage to elements of the control system itself like hinges, horns, pulleys, bellcranks, etc? All of that stuff has to meet minimum strength requirements. FAR 23 has it all buried there somewhere. It's all pretty strong. I should hope so. But IIUC, the question was, WHEN something breaks, what breaks first? The elevator departing the aircraft is one possibility, yes? -- FF |
#9
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#10
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Orval Fairbairn wrote:
Does the issue for maneuvering speed now become the motor mounts, battery box, seats. etc? If I'm certain that the weak point is not these things, but the main airframe itself, can I use the maneuvering airspeed for maximum weight? Even ignoring flutter, what about damage to elements of the control system itself like hinges, horns, pulleys, bellcranks, etc? All of that stuff has to meet minimum strength requirements. FAR 23 has it all buried there somewhere. It's all pretty strong. I should hope so. But IIUC, the question was, WHEN something breaks, what breaks first? The elevator departing the aircraft is one possibility, yes? It really doesn't matter! If any critical part fails, the rest goes with it. -=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=- BINGO, Orval. However, I doubt that your answer is going the satisfy those that would beat this subject to death. ;-) P.S. Anybody know how many angels can dance on the head of a pin? - Barnyard BOb - |
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