Fer J. de Vries wrote:There is a more general formula in case you can't measure these hours. I got it from Soler's book, page 395: Suppose that you have the angle z1 for hour H1 and z2 for hour H2, let's define P = cotg(H1) Q = cotg(H2) p = cotg(z1) q = cotg(z2) A = (p-q) / (P-Q) B = (Pq - pQ) / (P-Q) Then you can get (and check!) the substylar angle from tan(zSS / 2) = 2B / (A^2 + B^2 - 1) and from it tan(LAT) = sqrt( B/tan(zSS) ) sin(DEC) = B/tan(LAT) = sqrt( B*tan(zSS) ) These formulae are complete general so it's worthwhile taking the effort to type them into a spreadsheet. Regards Anselmo |
- Re: Reverse Engineer Oldest SGS Anselmo P�rez Serrada
- Re: Reverse Engineer Oldest SGS Alexei Pace
- Re: Reverse Engineer Oldest SGS Fer J. de Vries
- Re: Reverse Engineer Oldest SGS Anselmo P�rez Serrada
- Re: OOOPS! Reverse Engineer Oldest SGS Anselmo P�rez Serrada
- Re: Reverse Engineer Oldest SGS John Carmichael
- Re: Reverse Engineer Oldest SGS Dave Bell
- Re: Reverse Engineer Oldest SGS Mac Oglesby
- Re: Reverse Engineer Oldest SGS Fer J. de Vries
- Re: Reverse Engineer Oldest SGS Gianni Ferrari
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