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Wow, this is a very interesting type of
sundial!
In a sort-of similar manner, would this also
work:
Instead of a -line- for the gnomon, the reading is
taken from a point along the line--perhaps a bead or thicker part of the gnomon,
though probably more accurately, even the tip of the gnomon's shadow
itself.
Then, for each hour the actual figure-8 of the
analemma is put right onto the dial plate itself (warped, of course, to account
for the type of dial plate). Concentric circles could show exactly the
path the bead's (or tip of gnomon's) shadow will follow. So then, when the
shadow is low on the dialplate, the reading comes from the bottom of the
analemma, and progressively higher as the shadow migrates upwards through the
year. Of course, since there is nearly always TWO possible marks for each
hour, either the two S-halfs of the figure 8 could be somehow marked as to the
time of year, or else two BEADS could be used, and the two S-halves would be
placed on separate dial plates--Thus for one half of the year, read from one
bead and plate, and for the other half, read from the other.
I think it MIGHT work at low latitudes, also, if
the bead was suspended above the dial plate.
I don't know all the sundialing terms or
equations yet, but in my mind this works. If it makes sense to anybody, am
i on the right track?
Oh yes, one other thing--for a great math tutorial
(aside from the one that is provided by one sundial website, somebody
mentioned), from Algebra to Trigonometry and more, I have found www.gcse.com to be very good. I've been
re-learning forgotten math from their site recently. The only problem with
their site is that they use extensive _javascript_ing, so I don't suppose everyone
would be able to visit. I am not sure the top level of math taught there,
though.
Have a great day!
ryan weh
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