I have been playing a bit with the equations for a bifilar dial trying to reproduce the bifilar polar dial that I saw in your web. There you say that the transversal gnomon is a piece of hyperbola, but I have found that it is really a piece of ellipse (there are more solutions, but none is an hyperbolic arc). I suppose my calculations are wrong but I can't find the mistake in them. Can you please provide me more information about this topic? Do you know the exact equation for this curve? Hartelijke bedankt, Anselmo P. Serrada -
- Seeking any sundial enthusiasts in Turkey, (Istanbu... Mr. D. Hunt
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- On analemmatics Anselmo Pérez Serrada
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- Re: Seeking any sundial enthusiasts in Turkey,... Mr. D. Hunt
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- Re: Seeking any sundial enthusiasts in... Willy Leenders
- Re: Seeking any sundial enthusiasts in... Anselmo Pérez Serrada
- Re: Seeking any sundial enthusiast... Frans W. Maes
- On bifilar polar sundial Anselmo Pérez Serrada
- Re: On bifilar polar sund... fer j. de vries
- Re: On bifilar polar sund... Frans W. Maes
- RE: On bifilar polar ... Jose Luis Diaz
- Re: On bifilar polar ... Frans W. Maes
- Re: On bifilar polar ... Willy Leenders
- RE: On bifilar polar ... Roger Bailey
- Re: On bifilar polar ... Willy Leenders
- Re: On bifilar polar ... Willy Leenders
- Re: On bifilar polar ... fer j. de vries
- RE: On bifilar polar ... Jose Luis Diaz
