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#1
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Which basically amounts to the same thing, doesn't it? You're still going to
have to have sufficient altitude to nose over to gain airspeed either way or can you recover more easily once the VRS is halted and the rotor blades are flying in relatively clean air again? Hmm, no, not really. I'm just suggesting another way to skin a cat. It would be possible to get into SWP in a helicopter and not having the luxury of forwad flight...confined area for instance. Granted, if one were in that position, it would be about as hairy as it gets, but it is possible. And in that case I'd sure want to at least try the auto angle before I deliberately flew into something. :^) I'd doubt there are many who have been in that position, and I've certainly never heard anyone telling that tale. As you noted it's going to take clean air to get out of the situation. I don't really know what would happen if one were forced to auto out of SWP...I have the sneaking suspcion that it would be a hail Mary collective pull at the bottom. It seems to me that if one got into established SWP in a confined area, did a vertical auto to get out of it, and then pulled power to stop the descent again, SWP would be reestablished and it would all be for naught. That's why I'd think it would be necessary to auto, hold what you got, and then pull like heck at the bottom. But, mind you, that's just thinking out loud. The important thing about SWP is to recognize the conditions necessary to get into it and then avoid those conditions like the plague. And it's always seemed to me the easiest way to avoid it is to control your rate of descent. One thing I was wondering, when I pushed cyclic to get out of the VRS, I found that my cyclic control authority was almost gone. The model was very sluggish in response. Same in the Bell 47's we did the demos in. Come to think of it, cutting power and entering an autorotation as you suggested above, would have negated that problem. It's just not something that would have occured to me in the heat of the moment. And it's really easy for me to sit at this computer at my cluttered desk and think about what I'd do if put in that situation. I'd like to think that I'd react in a proper manner, but that "heat of the moment" you mentioned above can sure make things trying. One of the old guys that taught me to fly used to say "anyone can be taught to fly. It is not a difficult thing to accomplish. It's knowing what to do when things go to worms that makes a true pilot." I tend to agree with statement wholeheartedly. Stephen Austin Austin Ag Aviation Charleston, Missouri |
#2
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And it's really easy for me to sit at this computer at my cluttered desk and
think about what I'd do if put in that situation. I'd like to think that I'd react in a proper manner, but that "heat of the moment" you mentioned above can sure make things trying. One of the old guys that taught me to fly used to say "anyone can be taught to fly. It is not a difficult thing to accomplish. It's knowing what to do when things go to worms that makes a true pilot." I tend to agree with statement wholeheartedly. Stephen Austin You'll get no arguments from me on that one. One thing about the "heat of the moment" from my POV as an RC pilot. Regardless of what happens to the model, I know I'm going home, alive and well! I'll have a bit of a pain in my wallet after buying the parts to fix the model but that'll be the extent of my injuries. I can only imagine what goes through your mind, knowing your life is on the line. It certainly increases the "incentive" factor for you 1:1 scale pilots. Fly Safe, Steve R. |
#3
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![]() Stephen, think about it this way: For a helo to hover, it needs to generate a thrust which is equivalent to the weight of the helicopter (the rotor needs to move the same weight of air as the weight of the helicopter). If gross weight is increased, the thrust must increase, and since the area of the is not increased, the velocity of the air must. What has occured is an increase in the disc loading, which can also be accomplished by changing the size of the rotor. So the velocity of the down wash is directly linked to weight & disc loading. You can use a simple formula to calculate the velocity of your own downwash. Yes, but that downwash is not able to continue unabated. Immediately on leaving the disc it is compressed against surrounding air which slows it considerably. Your assertion was that for a large helicopter to get into SWP it would take "considerably higher" speed than a brisk walk down the stairs. Yet, in all my training, I have never heard any other reference used. Please define "considerably higher". You mention a simple formula for calculating downwash velocity yet you didn't post it. I'd be interested in knowing this too. Stephen Austin Austin Ag Aviation Charleston, Missouri |
#4
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"Michael McNulty" wrote in message ...
"Stephen Austin" wrote in message ... snip Yes, but that downwash is not able to continue unabated. Immediately on leaving the disc it is compressed against surrounding air which slows it considerably. Wrong. In hover the downwash actually doubles in speed as gets leaves the plane of the disc, due to wake contraction. This is a basic fact of helicopter aerodynamics. Your assertion was that for a large helicopter to get into SWP it would take "considerably higher" speed than a brisk walk down the stairs. Yet, in all my training, I have never heard any other reference used. Please define "considerably higher". You mention a simple formula for calculating downwash velocity yet you didn't post it. I'd be interested in knowing this too. Here's a simplified example for an AS-350b2: Main Rotor Radius: r = 17.5 (ft) Gross Weight: gwt = 4961 (lbs) Disc Loading: DL = gwt/pi*r^2 = 4961/3.1415*17.5*17.5 = 5.16 (lbs/sqft) Air Density: rho = 0.002377 (standard day sea level) Downwash Velocity: v = (DL*2/rho)^1/2 = (5.16*2/0.002377)^1/2 = 65.87 (fps) v = v*3600/5280 = 44.9 (mph) Which is considerably faster than a speed I can attain walking. |
#5
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Here's a simplified example for an AS-350b2:
Main Rotor Radius: r = 17.5 (ft) Gross Weight: gwt = 4961 (lbs) Disc Loading: DL = gwt/pi*r^2 = 4961/3.1415*17.5*17.5 = 5.16 (lbs/sqft) Air Density: rho = 0.002377 (standard day sea level) Downwash Velocity: v = (DL*2/rho)^1/2 = (5.16*2/0.002377)^1/2 = 65.87 (fps) v = v*3600/5280 = 44.9 (mph) Which is considerably faster than a speed I can attain walking. So are you telling me that you believe that it will take a 44.9 mph descent before an A-Star will get into SWP? I'm sorry, no offense, but I find that hard to believe. I've got a little A-Star time, but I never entered SWP with it. I do remember during my checkout though that the IP was adamant that standard precautions against it (SWP) be maintained. Heck, if what you're saying is true it would be pretty much impossible to get into SWP in any aircraft. The 3rd rule of thumb in the 1-2-3 SWP is a greater than 300 feet per minute descent. I've always heard 4 miles per hour is a pretty average walking speed. 4 mph = 21,120 ft/hr / 60 = 352 feet per minute. Which is a speed that is not considerably faster than I can attain walking. Stephen Austin Austin Ag Aviation Charleston, Missouri |
#6
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I've read through this exchange with interest and I am, of course,
obliged to say that the Chapter on Vortex Ring State in my book, Fatal Traps For Helicopter Pilots addresses this quite extensively and gives some Accident Report excerpts in Case Studies (see www.fataltraps.com). But, in response to the very first message posted, I would have to say that in any helicopter I would expect VRS to be demonstrated at nothing less than 4000' ASL and a full briefing to be given before the event - aside from recovery the most important thing to learn from the demonstration is recognition of the early signs of onset - it should be stressed that these can vary greatly depending on the make & model of helicopter. I doubt that entry to VRS was an intentional one on the part of the Instructor (who was, after all, the Pilot in Command)... if it was intended, it was poor practise indeed. I note with interest the mention of the fact that the rotor thrust must equal the weight of the helicopter. I was fascinated with a display with a model helicopter I once saw on a Science program on TV. They weighed the model on a scale and then hovered it over the same scale (which had a large plate placed on it and reset to zero). Sure enough, the weight of the downwash onto the plate was exactly that of the model. With enough decimal points you could actually see the figure steadily decreasing with fuel burn-off. I'm not saying I ever doubted the principle, but practical demonstrations (safe ones) are always interesting and valuable. As a newcomer to this site, thanks all for your input, makes for interesting reading. Greg Whyte |
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