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- From: Tim.ONeill@english.utas.edu.au (Tim O'Neill)
- Subject: Portable Sundials (Was Re: "period" wristwatches)
- Message-ID: <1992Nov16.022117.11356@newsroom.utas.edu.au>
- Sender: news@newsroom.utas.edu.au
- Organization: University of Tasmania (Australia)
- References: <BxCxqq.2L4@agora.rain.com> <Yf0b7ze00iUzQ1dLEp@andrew.cmu.edu> <BRANDON.92Nov13135040@gauss.math.brown.edu>
- Date: Mon, 16 Nov 1992 02:21:17 GMT
- Lines: 23
-
- In article <BRANDON.92Nov13135040@gauss.math.brown.edu>, brandon@gauss.math.brown.edu (Joshua Brandon) writes:
-
- > What an incredibly cool idea! Can you give us more information? Plans?
- > (if it wouldn't cut into your proposed business too much.) References?
- > Dates and places? (Are they period for Charles V Spain?)
- >
- > In particular, how does the scale on the ring work? You line the dot up on
- > the month, and the string points to the time?
-
- The ring is etched on the inside with a calibrated scale, which has to be calculated
- for your latitude beforehand. When the ring is held up to the sun the light shines
- through the pinhole in the top of the ring and onto the appropriate hour
- calibration. Portable dials which can be used in any latitude (such as adjustable
- equinoctial dials)are also fairly easy to make and were widely used in the medieval
- period. For details on how to calculate and construct these and many other dials
- check out Albert Waugh's 'Sundials: Theior Theory and Construction' (Dover
- Books: New York, 1973). Mr Waugh gives both geometrical and mathmatical
- calculations for dial construction, but he is no medievalist, so do some research to
- see if the dial which takes your fancy was used in your period of interest.
-
- Tim O'Neill
- Tasmanian Devil
- calcualte and make th
-