Jeff Adkins wrote:
> 
> 
> Hi,
> 
> I'm new to the list too.  But I'll attempt to answer your questions.
> My responses are preceded by --
> 
> Jeff Adkins
> [EMAIL PROTECTED]
> 
> rodandkellyheil wrote:
> 
>       Secondly, how does one construct a gnomon for an equitorial
>      sundial which adjusts for the equation of time?
> 
>      -- I don't think anyone tackled this, so here goes.
>      Since the equation of time causes the sun's apparent
>      rotation around the gnomon to vary in angular speed, there
>      isn't anything you can do to the gnomon to compensate for
>      that in a standard equatorial design.  I assume you are
>      attempting to make the sundials' display of local solar time
>      begin to approximate standard time like on your watch; i.e.
>      you could set your watch with it.
> 
>      There are two ways (at least) to compensate for the equation
>      of time:  One is to make an absolutely perfect dial with 15
>      degree increments (offset properly for your position within
>      the time zone), and simply subtract or add the equation of
>      time values from what the clock displays.  Another is to
>      make the equatorial dial moveable--with a small index mark
>      labeled with positions corresponding to the equation of time
>      on various dates, say one for every month or every two
>      weeks.  The sundial instructions would then read:
> 
>      "Rotate the dial clockwise or counterclockwise until the
>      index mark matches the date.  Then the clock will read the
>      corrected time."
>       The pattern of dates will resemble a squashed analemma of
>      the correct size in relationship to the circle--for example,
>      a 15 minute offset would be 15 minutes*360 degrees/(24 hours
>      x 60 minutes) or a little less than 4 degrees.
>


Hello all,

This answer to the question if a gnomon could be made for an equatorial
sundial which adjust for the equation of time isn't fully correct,
because such a gnomon can be made.

One solution is a solid body shaped as the half of the EoT curve mounted
to the gnomon, one for each half year.

The other is a plate in which the EoT curve is cut out.
For this solution see 
Compendium, bulletin of NASS, vol. 5, no. 4 dec. 1998

Happy dialling, Fer.
  

-- 
Fer J. de Vries
[EMAIL PROTECTED]
http://www.iaehv.nl/users/ferdv/
lat. 51:30 N    long. 5:30 E

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