RE: [Cal_Boats] Re: Looking for headstay length on Cal T/2

RE: [Cal_Boats] Re: Looking for headstay length on Cal T/2

2 messages2006-02-24 17:39 UTCthrough 2006-02-25 15:19

RE: [Cal_Boats] Re: Looking for headstay length on Cal T/2

Husar Charlie2006-02-24 17:39 UTC
In the site http://www.baconsails.com/ Under measuring, I is presented as the mast height. If that is the case, then the forestay length (FL), according to Mr. Pythagorus, is: FL = sqrt((I^2)+J^2)) so on a T/2 Tall Stick we have FL = sqrt((37^2)+(12^2)) FL = 38'10" (approx) Cheers Charlie From: Ca… [at] yahoogroups.com [mailto:Ca… [at] yahoogroups.com] On Behalf Of Chris Sent: Friday, February 24, 2006 11:36 AM To: Ca… [at] yahoogroups.com Subject: [Cal_Boats] Re: Looking for headstay length on Cal T/2 Dave, Thanks!! Yes exactly what I wanted to know. Thanks also to the others for posting the I, J, and P dimensions. Although, after a good bit of web researching, I think I'm more confused than when I started as to what I, J, and P mean. It doesn't seem that any of these clearly refer to the length of the headstay, nor can one calculate that length from using I J or P. Or am I missing something? from CrusingDirect site: ( http://www.cruisingdirect.com/PEIJ.htm ) "I: A dimension from the headsail halyard hoist to the sidestay termination (chainplate) or sheer line of the boat. " So, when you folks quote the I dimension, I'm guessing its using this definition? Then there are also definitions that seem to describe it as the height of the genoa halyard (which equals the forestay length).. ...hmmnn, is it just me, or is this confusing and contradictory? Or do I need to use the old Sin=O/H Cos=A/H Tan=O/A rules to figure this out? Chris Floyd Some sites which added to my confusion on this: http://www.endeavourowners.com/dscsn/info/rigdata.html http://dan.pfeiffer.net/boat/ratios.htm --- In Ca… [at] yahoogroups.com, "Dave Leasia" <telephone_dr@...> wrote: > The original manual for my 1972 27' pop-top lists the headstay as: > 5/32" 1 x 9 x 35' 9 3/4", marine eye and 5/16" RH stud Yahoo! Groups Links

Re: Looking for headstay length on Cal T/2

Chris2006-02-25 15:19
oops, yeah.. pythagorean.. right triangle! doh! :-P Except on the T/2 its not the tall mast, so its just: sqrt(34.5^2 + 12^12) = 36'6" (approx)... which is still off by ~8" according to the forestay specs... hmmn.. Maybe this is because the above number includes the shroud adjuster / toggles etc, whereas the forestay length is just from thimble to thimble? -Chris Floyd according to Mr. Pythagorus, is: > > FL = sqrt((I^2)+J^2)) > > so on a T/2 Tall Stick we have FL = sqrt((37^2)+(12^2)) > FL = 38'10" (approx)