Mike
The V11 version that set the world record had a design displacement of 95kg. It was 7.2m long and had almost round sections.
I raced my own V11 in the 2008 Murray Marathon:
It was not until the V14 version that I trialed the flat bottom. It was only 6m long and the hull was 3kg lighter. For same power input it was around 0.5kph faster than my V11. At design stage I expected it to be imperceptibly slower based on the drag calculation but I assumed the same weight. There was also weight saving by using a carbon drive frame. And further drag reduction by use of dipping rudders. Under real race conditions I averaged almost 1kph faster in the 2012 MM. It was also fitted with the first folding prop that mostly overcame weed issues.
The V11 and V14 version were produced with the 7 parameter hull optimising function while I am using the 32 parameter hull function on the V16 series. There are a couple of benefits with the 32 parameter function. It will produce variable side flare to increase volume in the middle without increasing maximum beam. It will produce a transom at higher speed to length rather than the constraint of the canoe stern using the 7 parameter function.
Few people realise that a 3 panel flared section does not have much more wetted surface than a round section. The lowest wetted surface is with a flare angle of 28 degrees and the wetted surface increase is only 5% more than a semi-circular section. So a hull with flared ends and near vertical mid sections gets benefit of reduced wetted surface as well as reduced maximum beam. A good portion of the V16 hulls end up with deck at constant beam despite the chine being a continuous curve in the horizontal plane. The wave drag is a function of the maximum beam squared so there is a significant benefit in keeping it low from the perspective of wave making.
Rick
Rick
And yet a V-series pedal boat is the world 24-hour record holder:
http://www.openwaterbike.com/news/rick-willoughby-releases-v15-design-document
Is it possible that the Savitsky research isn't fully applicable to extremely light slender hulls with very low D/L ratios? Especially with this particular geometry?
I ask because I honestly don't know. I can't say whether or not the theory is wrong, but it's also hard to argue with actual success.
- Mike