I have to admit I feel really depressed by the whole situation, to the extent that my sleep is affected. That is pretty pathetic on a global scale, since the people of, say, Haiti, have more to be depressed about, but what to do – this is what I do and what defines me, so when it is “broken” it is a small wonder that it affects me.
It has often been said that when you are racing Serial Class wings, in Serial Class comps, mistakes are very expensive since you can’t really catch up again once you get left behind. So far, this has been based more or less exclusively on empirical “evidence”, i.e. pilots who have tried to do it have failed, and most haven’t really been able to nail why. Now the number one Number Cruncher among us, Tom Payne, has actually gone through the hassle of crunching the numbers, and has come up with a mathematical explanation that looks like it holds – I am, with his permission, publishing Tom’s writings, and his graphs, here below.
This has important implications for competitions, since it means the Serial Class initiative rewards gaggle flying even more than what was already the case. I don’t think that is a good development, as it will lead to larger, more congested gaggles, to even more tasks being decided in the final glide, and in the second order it will put more emphasis on top speed in the EN D designs we’re going to see in the future. In the mean time it also gives an advantage to heavy pilots, and pilot who don’t mind tweaking their speed systems (at the expense of fairness). Further, gliders designed with top speed as their overruling parameter do NOT belong in the EN D class – that class should be much more about good, predictable behaviour at all times, coupled with plenty of usable performance.
I have this horror vision of our sport turning into something like the pro road cycling; if you aren’t cheating (doped, in their case) you don’t need to bother showing up. On that note I’d also like to emphasize that the more rules we add, the more we benefit the cheaters – the “by-the-rule” crowd will either be corrupted, or go away.
I believe anyone scientifically minded could take the .kml files from the Superfinal last week and get even further proof of this theory; when I was watching it certainly didn’t look like anyone going alone had any success – this isn’t purely down to Serial vs. Open Class, but the trend is there. Pilots who are known and respected for their independent nature (how about Yassen, or André Rainsford?) did terribly in the comp, although André is adamant that this was just because he flew like a plonker – he doesn’t realise that the odds were stacked against him. Please note that I’m not saying the winners were the followers, I think Petsch is a great pilot and I’m really happy for him, and I know from eye-witness accounts that Josh actually flew the gaggle less than most, so you CAN beat the odds, but as always with odds, the odds are you won’t…
So back to Tom’s text, and his graphs, if I can work out how to add them here:
“Hi All,
We’ve talked about this before, but I finally sat down and did the maths. We all know from experience that it’s harder to catch up when racing Serial Class, and I argued that this made Serial Class racing more about gaggle flying and less about leading out and trying different options. Here’s the proof.
The first figure is the polar curves that I’m using. They’re estimated but hopefully not too inaccurate, and I’m treating the EnZo as a speed-limited R11 with only about 0.1 less glide performance.
The second figure shows the speed to fly for different thermal strengths, assuming no wind and no sink between the thermals. What is very obvious is that as soon as the thermal strength is about 2.3m/s then Mantra M4 and EnZo pilots should be flying at full speed. In contrast, R11 pilots should only push full speed once the thermals are 4m/s or stronger. In practice, and assuming good racing conditions, this means almost every glide in Serial/EnZo racing should be done pulley-to-pulley.
Figure three shows the theoretical maximum speeds around the course (assuming pure climb-and-glide) for the different classes. This is purely a function of the thermal strength and the glider’s polar curve. Once the speed to fly is full speed then you can only get around the course by climbing better (you can’t gain time on the glides because everybody is flying full speed).
Figure four demonstrates why it’s harder to catch up on Serial Class/EnZo wings than on Open Class wings. Assume that by flying through the gaggles your average climb rate is 50% better than the lead gaggle’s, e.g. if the lead gaggle are getting 2m/s climbs then you’re getting 3m/s, etc. The time it takes you to catch them is directly proportional to the absolute difference in speeds. Figure four shows this difference in speeds for different thermal strengths.
To put this better into context, figure five shows the time taken in minutes to catch up one kilometre, assuming you’re climbing 50% better than the lead gaggle. It clearly shows that it’s easier to catch up on Open Class gliders, especially in strong conditions.
This means that the penalty for trying something and it not working out is much greater on Serial Class/EnZo gliders. This is a strong incentive to stay in the gaggle on Serial Class/EnZo wings.
Finally, I look at the options for the leaders. The shortest distance between turnpoints is of course a straight line, and taking a non-direct line is only worthwhile if you can find stronger lift that allows you to fly at a higher speed such that the extra speed more than compensates for the extra distance that you fly. Say it’s 10km to the next turnpoint, and there is stronger lift that is not on the direct course line. If I have to fly an extra 1km to go via that stronger lift then my course speed has to be at least 1/10 = 10% higher than those taking the direct line. The faster I can fly relative to the speed of the straight line route, the further off the straight line that I can explore and the more options I have. See how Ulli beat Stephan Morgenthaler in the penultimate task of the Superfinal for an example.
Assume that you can find climbs that are 50% better than those on the direct line. Figure 6 shows how much extra area you can cover. What this demonstrates is that Open Class racing maintains a wide choice of options even in strong conditions, whereas Serial Class/EnZo racing has both fewer options, especially in good conditions. The inflection points in the graphs correspond to the thermal strengths at which speed to fly is full bar.
Take-home points from the analysis for people wanting to do well in Serial Class/EnZo competitions are:
- You can still catch up and explore different options in weak conditions,
- Once the thermal strength is 2.3m/s, fly full bar,
- Mistakes are expensive – fly conservatively,
- As the thermals get stronger, it is less and less worthwhile to deviate from the straight line to the next turnpoint – don’t stray too far from the straight line,
- Skills to work on are climbing well, working the gaggle, and flying at full speed. Decision making is much less important,
Regards,
Tom
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