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We all know that we need just two points to draw a
stright line (like the solar time ones), five points to draw an
hyperbola (like the datelines) but...
Which is the minimum number of
points (ie., of dates) we need to draw an analemma (in a flat dial) within a
worst-case precision of, say, 1 minute of
time?
I am trying to solve this question using Bezier
curves to approximate the analemmae and brute-force to find
the best solution, but it is not so easy to find a
general one (for any position of the dial)...
Any suggestion? Or maybe my question is
useless because the classical twelve zodiacal dates make a
good balance 'generality vs. precision'?
[ 41.63 N 4.73 W]
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- On Bezier Curves and analemmae Anselmo P�rez Serrada
- Re: On Bezier Curves and analemmae F.W.Maes
- Re: On Bezier Curves and analemmae Th. Taudin-Chabot
- Re: On Bezier Curves and analemmae Dave Bell
- Re: On Bezier Curves and analemma... John Carmichael
- Re: On Bezier Curves and ana... Chris Lusby.Taylor
- RE: On Bezier Curves and ana... Roger Bailey
- Re: On Bezier Curves and analemmae Anselmo P�rez Serrada
- Re: On Bezier Curves and analemmae Dave Bell
- How many points we need to draw an hyperb... Anselmo P�rez Serrada
- Re: On Bezier Curves and analemmae Anselmo P�rez Serrada
