NavList:
A Community Devoted to the Preservation and Practice of Celestial Navigation and Other Methods of Traditional Wayfinding
From: UNK
Date: 2014 Jun 13, 10:28 -0700
Hi Francis,
So close! I have been lurking in respect to the re-created cylyndrical slide rules and hoping that I'd see a Sine or Cosine scale along with the equivalent "D" scale from a 10" slide rule.
I saw your "Fuller Scale", it seemd to approach "1" at both ends of the Fuller scale, and I thought my wish had been granted for a 31 foot slide rule.
Alas, it's just close. So far I haven't been able to figure how it is so close without being 100%. I know that the Sine and Fuller scales would be wrapped around different size cylinders so I took the centerline of both and took the distance from the bottom edge of the sine scale to 14_12 and to 22_50.3. I then tried all combinations of measuring up and down to the centerline mark on the Fuller scale and I can't get the correct numbers.
Sine 14_12 by calculator is .2453. Sine 22_50.3 by calculator is .3881.
On the Fuller scale I get 2456 and 3893. Those are respectively 5 mm and 7 mm off of the correct readings.
I tried the same along one edge with 37_00 and got 6032. By calculator Sine 37_00 is .6018 or about 10 mm off. All reading are off to the same side. It's almost like i should index off one side of a tapered pointer and read off the other side.
Do you know what the Fuller scale represents?
Best regards, Noell