Chris Gallienne wrote:
Camber in both the jiblets and main is by angled shelf foot - given that I have designed it using DelftShip, this gives me nice computer-generated panel patterns as part of the process.
Hi Chris,
You're breaking new ground....zero degree rise...double ellipse shape...short, flat yard...jiblets on all panels. Good stuff.
I'm curious, does the DelftShip app account for the catenary shape the sail takes? See my JPGs in Tech Forum illustrations. Taking off from Arne's hanging chain (which forms a catenary) method and Slieve's suggestion to put some hollow in the profile (pg 62). I web-searched for a way to model a catenary to get the profile I actually needed to start with to get the profile I wanted to end up with (or close).
I've been using this site:
http://www.had2know.com/academics/catenary-equation-shape-hanging-chain.html
which takes as input the distance between battens, the locations of the ends of the chain (both close to zero I used 0.0001) and the total length of hanging chain (or sail cloth in this case). The app returns a y=f(x) formula for the (x,y) coordinates and the max depth of the curve (the "camber").
You can check the output by plotting the points from the formula to check the shape. Also you can sum the distance along the path to check how close the math model came to the length you gave it.
I found that the max depth of the catenary curve, i.e. the "true" camber at that location on the profile were very different from what I expected (Slieve's profile on pg. 18 and 60). Entry and exit angles and max camber were different. Would they be different in the real world. Unknown. Assumes the math model replicates the real world. Assumes sail cloth between battens, inflated by wind pressure marks out a catenary.
At this point I'm modeling at 1/5 scale in a spreadsheet. It won't cost me too much to buy some Odyssey 3, have 3 jiblet sub-panels cut out from dxf files then sew the sub-panels together.
robert self