ds797
Member
Ok so the basic principle is hull speed is around 1.37 x sqrt LWL (ft)
eg 36ft LWL = 1.37 x 6 = 8.2 knots (sounds about right for a 40-45ft boat (which would have a 36ft LWL).
Now I know we can have planing racy boats such as Ker, Mills, J/111 etc.... but...
If the LWL is the key performance indication, which is to do with displacement wave forms on the hull, then why would one boat be faster than another?
Ok, so SA: DISP ratio comes into it, so a heavy boat with a small rig will be smaller than a light boat with lots of sail..... IN LIGHT WINDS.....
But once "powered up", lets say 15-20kts wind, surely virtually any two boats with the same LWL *should * perform the same?
So why is it that a (say) Warrior 40, is slower than (say) a Starlight 39, which is also slower than (say) an Elan 40?
I have a few ideas, but seeing this is the Racing, Tech, and DESIGN forum.... lets open the discussion?!
Thanks!
eg 36ft LWL = 1.37 x 6 = 8.2 knots (sounds about right for a 40-45ft boat (which would have a 36ft LWL).
Now I know we can have planing racy boats such as Ker, Mills, J/111 etc.... but...
If the LWL is the key performance indication, which is to do with displacement wave forms on the hull, then why would one boat be faster than another?
Ok, so SA: DISP ratio comes into it, so a heavy boat with a small rig will be smaller than a light boat with lots of sail..... IN LIGHT WINDS.....
But once "powered up", lets say 15-20kts wind, surely virtually any two boats with the same LWL *should * perform the same?
So why is it that a (say) Warrior 40, is slower than (say) a Starlight 39, which is also slower than (say) an Elan 40?
I have a few ideas, but seeing this is the Racing, Tech, and DESIGN forum.... lets open the discussion?!
Thanks!