Re: conference & Compendium topics

1999-10-15 Thread john hoy
On Wed, 13 Oct 1999, John Carmichael wrote: > I saw a lot of dialing hobbiests with paper, plastic or wooden sundials. > Maybe I'm old fashioned, but I really think that sundials should be built to > last. I think it is a pity that more of the wonderful designs that we saw > aren't being built ou

RE: conference & Compendium topics

1999-10-15 Thread mblackwell
> As for the above hour line formula, maybe the best way to teach the > beginner its solution would be to pick an example latitude and print the > pages of Natural Logrithrimic Functions from a typical trig table that have > the desired values. That way, the beginner could see how to use the tabl

Re: conference & Compendium topics

1999-10-15 Thread Sonderegger
-Ursprüngliche Nachricht- Von: John Carmichael <[EMAIL PROTECTED]> An: sundial@rrz.uni-koeln.de Datum: Mittwoch, 13. Oktober 1999 19:15 Betreff: conference & Compendium topics .. > >First, I noticed that several people complained that the Compendium >contained too much higher mathe

Re: conference & Compendium topics

1999-10-15 Thread John Carmichael
Dear Roger & All: Roger wrote: >Don't forget the quote from my old trig teacher, "All knowledge comes up >through a pencil." The best way to learn sundial trig is to do what you and >I have done. Work it through. Reading equations or hearing a lecture just >doesn't do it! That is why it is impor

Re: conference & Compendium topics

1999-10-15 Thread Luke Coletti
Hi Roger, A very nice derivation can be found in "A Choice of Sundials", by Winthrop W. Dolan, pg. 20-21. For those seeking a more intuitive approach, the graphic, inside the book's dust jacket, of a horizontal plane "embedded" within the celestial sphere gives a marvelous description of

Re: conference & Compendium topics

1999-10-15 Thread Warren Thom
Hi All, To me the question is not more or less math, but how can certain concepts best be shown or learned. Fer de Vries had a set of steps to construct that helped me understand the eot. His hemispherium is also a construction that everyone should do. The math, like C=2(pi)r, has reasons b

Re: conference & Compendium topics

1999-10-14 Thread Roger Bailey
Hi John, At 09:15 AM 10/13/99 -0700, John Carmichael wrote: > >First, someone could write an article or series of articles on basic >beginning trigonometry as it applies to dialing. Don't forget the quote from my old trig teacher, "All knowledge comes up through a pencil." The best way to learn

Re: conference & Compendium topics

1999-10-14 Thread John Schilke
Dear John and the List, I can only second the sentiments in your posting: the NASS Conference was a true delight. It was a joy to attend, to meet you and all the old and new friends, and to learn so much!! As a one-time mathematician, I revel in the mathematical articles, but

Re: conference & Compendium topics

1999-10-13 Thread John Carmichael
Hello Bill: Yes exactly. I had forgotten about your excellent Compendium article, "Doing it with Style". I remember it very well now. It is exactly the type of article that beginners need. Your Trig Review In a Capsule is particularly well done and easy to understand. I think that with all ar

Re: conference & Compendium topics

1999-10-13 Thread Jack Aubert
At 09:15 AM 10/13/99 -0700, John Carmichael wrote: Snip >First, someone could write an article or series of articles on basic >beginning trigonometry as it applies to dialing. Snip.. >I see a definite need for more articles, written by >craftsmen and artists, on the practical aspects of sun