![]() |
If this is your first visit, be sure to check out the FAQ by clicking the link above. You may have to register before you can post: click the register link above to proceed. To start viewing messages, select the forum that you want to visit from the selection below. |
|
|
|
Thread Tools | Display Modes |
|
#1
|
|||
|
|||
![]()
Martin Hellman wrote:
Something that is rarely said when MacCready speed to fly is discussed (including texts on soaring!) is that there is a major assumption in the math behind it: that you can stop at any point and immediately find a thermal of the strength indicated in the MacCready window. Wouldn't that make soaring easy -- and probably a bit boring. There was an interesting article in Soaring Magazine about a year ago which talked about related issues. The best and most complete discussion of this issue is still Helut Reichmann's Book "Cross Country Soaring". Stefan |
#2
|
|||
|
|||
![]()
On Mon, 29 Sep 2003 19:51:14 +0200, Stefan
wrote: Martin Hellman wrote: Something that is rarely said when MacCready speed to fly is discussed (including texts on soaring!) is that there is a major assumption in the math behind it: that you can stop at any point and immediately find a thermal of the strength indicated in the MacCready window. Wouldn't that make soaring easy -- and probably a bit boring. There was an interesting article in Soaring Magazine about a year ago which talked about related issues. The best and most complete discussion of this issue is still Helut Reichmann's Book "Cross Country Soaring". Stefan However we will no doubt reinvent the wheel here. The problem isn't whether to fly Macready speed, it is what to set the "expected lift strength" to and Reichmann covers this nicely. Mike Borgelt |
#3
|
|||
|
|||
![]() "Martin Hellman" wrote in message Snip a lot of good stuff________________ There was an interesting article in Soaring Magazine about a year ago which talked about related issues. Sorry I don't have the date, but if memory serves me it's by a Biz School prof from Chicago. He argued that you should use a lower setting when close to the ground because you have less time to find a thermal and will almost surely have to settle for a weaker one. Once you're high, you have more time to be picky and can use a setting close to or even equal to the maximal thermal strength of the day. Snip some more good stuff_____________________ The prof is John Cochrane and his articles are he http://www-gsb.uchicago.edu/fac/john...s/soaring.html I like his point that the M value is basically an optimism setting. If you are optimistic about your situation and the weather ahead, set a high M value. If you are less optimistic, set a lower M value. That pretty much takes care of all situations. Bill Daniels |
#4
|
|||
|
|||
![]()
A few points that might be worth adding:
1) The application of MacCready theory optimizes your speed over a cross-country course if you fly at the speed indicated for the expected rate of climb 2) MacCready flight optimizes time at the expense of height. If you are low or trying to clear a mountain ridge, it isn't appropriate to fly as fast as indicated. If you slow down, you will lose less height (often even when in sink). John Cochrane has given a good description of the trade-off betweeen speed and height. 3) It probably doesn't pay to follow the guidance of an audio speed-to-fly vario too aggressively - flying at a more constant speed may often be more efficient. and, most important...... 4) My experience has shown that people grossly overestimate the achieved climb rate on a cross-country flight. Here in Arizona, days with memorable 8 to 10 knot thermals rarely produce more than a 5-knot flight average and 2.5 to 4 knot days are more common. If you climb in a rare 10-knot thermal on a day with a 4-knot average and set your MacCready setting to 10, you'll be in trouble in a hurry! A good flight computer that will give you the climb average for a flight will keep you honest! Mike the Strike ASW 20 WA "JJ Sinclair" wrote in message ... I fly a lot in the mountains and find MacCready speed-to-fly information, completely worthless. Let me explain; Before crossing a ridge, I will fly slower (below MC), so that I'm assured of making the next ridge. After crossing the ridge, I may fly faster than MacCready. If I set the proper MC setting in my computer. I am constantly bombarded with WRONG information coming from the computer audio. For the last few flights, I have tried something new. I turned OFF the computer audio (B-100) and turned on the back-up vario (B-40), Now I have audio only when going UP and nothing when going down. I locked the computer in cruse mode and if I need to know what MacCready thinks about the speed I should be flying, all I have to do is look at the speed-to-fly needle. One more tid-bit, I had radio interference (breaking squelch) when I installed the B-100 in my Genesis. I found that the cable to the LCD display was real sensitive to triggering the interference. When I would bring the radio antenna cable close to the LCD cable, It would break squelch. I completely solved the problem by keeping these two cables 6 inches apart. I also found the NMEA cable from the Cambridge GPS would trigger the radio squelch, if it was closer than 6 inches to the LCD cable. Cheers, JJ Sinclair |
#5
|
|||
|
|||
![]()
On Mon, 29 Sep 2003 21:18:08 GMT, "Michael Stringfellow"
wrote: A few points that might be worth adding: 1) The application of MacCready theory optimizes your speed over a cross-country course if you fly at the speed indicated for the expected rate of climb "expected" rate of climb says a lot. It isn't necessarily the rate of climb of the whole next thermal. 2) MacCready flight optimizes time at the expense of height. If you are low or trying to clear a mountain ridge, it isn't appropriate to fly as fast as indicated. If you slow down, you will lose less height (often even when in sink). John Cochrane has given a good description of the trade-off betweeen speed and height. Speed to fly theory assumes you *will* get the next thermal before you hit the ground. 3) It probably doesn't pay to follow the guidance of an audio speed-to-fly vario too aggressively - flying at a more constant speed may often be more efficient. Which is why the speed to fly command should be damped considerably compared to the vario. This is in line with now 20 year old German research. It has also been shown that it isn't necessary to fly at the exact speed to get most of the benefit. Severe dolphining is detrimental and likely to make you sick. and, most important...... 4) My experience has shown that people grossly overestimate the achieved climb rate on a cross-country flight. Here in Arizona, days with memorable 8 to 10 knot thermals rarely produce more than a 5-knot flight average and 2.5 to 4 knot days are more common. If you climb in a rare 10-knot thermal on a day with a 4-knot average and set your MacCready setting to 10, you'll be in trouble in a hurry! A good flight computer that will give you the climb average for a flight will keep you honest! Mike the Strike Anyone who has been around soaring for a while will know that when the pilot says" it was a ten knot thermal" he means "the vario once indicated 10 knots during the climb". This is extended to the day: "there were ten knot thermals that day" means that "in one thermal that day the vario momentarily read 10 knots" Maybe we aren't so different from sport fishermen. The things that John Cochrane mentions in his Macready paper were all discussed at greater length 30 or more years ago by Anthony Edwards - the" Armchair Pilot" in Sailplane and Gliding. We are in danger of reinventing the wheel. Mike Borgelt |
#6
|
|||
|
|||
![]() "Michael Stringfellow" wrote in message ink.net... 2) MacCready flight optimizes time at the expense of height. If you are low or trying to clear a mountain ridge, it isn't appropriate to fly as fast as indicated. If you slow down, you will lose less height (often even when in sink). John Cochrane has given a good description of the trade-off betweeen speed and height. Clearing a mountain ridge is simply a final glide exercise. You should fly as fast as indicated assuming you have set yourself up for a proper final glide with appropriate risk factors applied. And if the air is lively, MC speed to fly works quite nicely. I was always amazed at how many pilots in competitions could not or would not perform a reasonable final glide calculation, and then fly it. I started doing it with a homemade whiz wheel and found I could beat 50% of regional competitors on *any* final glide (not to say the same the 50% wouldn't beat me during almost any other contest task element). When the GPS computers came online, I could consistently hit the airport on a final glide flying strict MC and GPS calc'd final glide by just giving myself a 500' cushion at the airport. That seemed to beyond the capability of at least 80% of regional competitors and a shocking number of national's competitors. Amazing! Yes, a lot of reinventing the wheel going on. Just read Reichmann for a good foundation. |
#7
|
|||
|
|||
![]()
Here is another fly to throw into the ointment. It
is not uncommon in the Rocky Mountains to be forced to leave strong thermals due to FL180. So how would you set a MC when you are departing thermals before they weaken? At 01:42 30 September 2003, Greg Arnold wrote: 'Mike Borgelt' wrote in message .. . On Mon, 29 Sep 2003 16:40:28 -0700, 'Greg Arnold' wrote: Further, I believe that you want to use the average climb rate at the point where you leave the thermal, not the average climb rate for the entire thermal. Only because that should be the same as the expected average at the bottom of the *next* thermal. Right, the point being that the climb rate in the middle of a thermal is irrelevant. The only time you don't base Speed to fly settings on the *next* thermal is when leaving the final glide thermal - then you should use the rate of climb in the last circle or so. Mike Borgelt |
#8
|
|||
|
|||
![]()
Obviously I'm not as good as some people here at knowing
exactly how strong the next thermal's going to be... ;-) At 21:06 02 October 2003, Greg Arnold wrote: Neither is more important than the other in determining cruise speed. Unless they are different, in which case the next one controls cruise speed. Of course if they are the same, I might as well say the next one controls instead of the current one. If you want to assign some control over cruise speed to the current thermal provided it's the same as the next one, I don't see any reason to argue, as we agree on what the pilot does, but it seems odd to me to put it that way. I think of it as leaving the current thermal when I can get to something as good or better, and cruising at the M-speed that matches the climb rate of the next one. If it's stronger, I run faster. In that case, haven't you stayed in the current thermal too long? If I think it will be weaker, I run slower. In that case, shouldn't you stay in the current thermal longer? Todd Pattist - 'WH' Ventus C (Remove DONTSPAMME from address to email reply.) |
|
Thread Tools | |
Display Modes | |
|
|
![]() |
||||
Thread | Thread Starter | Forum | Replies | Last Post |
Reno Air Races -- 2600 Miles in 2 Days! | Jay Honeck | Piloting | 88 | September 25th 04 03:48 PM |
Crossing the Rocky Mountains | RD | Piloting | 16 | January 9th 04 09:15 PM |
Across Nevada and Part Way Back (long) | Marry Daniel or David Grah | Soaring | 18 | July 30th 03 08:52 PM |