NavList:
A Community Devoted to the Preservation and Practice of Celestial Navigation and Other Methods of Traditional Wayfinding
From: Francis Upchurch
Date: 2014 Jun 10, 23:05 -0700
Oh dear. Is it time to put my beloved Bygrave away? Cant wait to here more details of the Bygrave maths.Chichester said he preferred the Bygrave when flying single handed, because he made mistakes with log tables. (Perhaps he did not have Haversines?) But, could someone explain the main difference/advantages/disadvantages of the versine method (Vers ZD=Vers LHAxCos Latx Cos Dec+Vers(Lat+/-Dec) and the Haversine method? My versine method (Reeds Astro Nav Tables) uses tables of natural and log versines and log cos (total 11 pages).Does not need sines.
Versine method
log vers LHA 9.9019
log cos Lat 9.9177
log cos Dec 9.9642
add 29.7838
Nat Vers of 9.7838= 0.6081
Lat-Dec=11013' Nat vers=0.0191. Add= 0.6272=68°6'. =ZD. 90°-68°6'= 21°54'
Not a lot in it I would say? quicker for me than reduction tables and I understand what we are doing.
Please correct me and explain the advantages of the Haversine over the versine. (I do not have haversines but do have versines! Where do I get haversines?)
Bygrave. H=360°-LHA=78°21', co-lat=55°50', y(w)=64031', X=colat+y(w)=120°21', Y=180°-X=59°39', > Az =76°24'> Hc 21°54'
No contest! Took a fraction of the time and no mistakes from looking up 4 figure logs etc. And I've got Az (OK done hundreds of Bygrave LOPs and only a couple of Versines!)
I'll stick to my Bygrave!
