Dear Willy

 

I’m not sure I agree with you.  I think the empirical method automaticly
corrects for the longitude shift.  If you mark the shadow’s location using a
watch on a day when the EOT is zero, then the longitude correction is there.
The sundial will be marking watch time when the EOT is zero.  The longitude
correction will be “built in”.

 

I look at it this way.  My sundials that I make are all corrected for
longitude when I make them.  If I were to erase all the hourlines on one of
them, I could recreate the erased lines by using the empirical method
without making further corrections for longitude.

 

I think I am correct in this. But I’ve been wrong on many things in the past
so I’m willing to listen to someone tell me why I am wrong.

 

Respectfully,

 

John 

  _____  

From: Willy Leenders [mailto:[EMAIL PROTECTED] 
Sent: Thursday, June 21, 2007 1:17 PM
To: John Carmichael
Cc: 'Andrew Corl'; 'Sundial List'
Subject: Re: Direct South Dial

 

Hi John,



 

Using your empirical method, not only the equation of time must be zero, you
have to take in account the correction for longitude.

 

Willy Leenders

Hasselt in Flanders (Belgium)

 

Op 21-jun-07, om 21:24 heeft John Carmichael het volgende geschreven:





Hello Andrew:

 

There is an easy way to mark the hourlines on a satellite dish or any
surface for that matter, without using any formulas or math.  Use what some
call the “empirical method”.  This method is useful for oddly shaped
surfaces.

 

1. Position the dish in the direction that you want it to face. (Due south
or even slightly away from south.  It doesn’t matter.)

2. Attach your gnomon so that the shadow casting edge points directly at the
north celestial pole (You’ll probably attach it at the center of the dish,
and you will probably be using a rod gnomon, but it could be attached
anywhere.  It doesn’t matter).

3. On a sunny day, when the Equation of Time is zero (the next date this
occurs is September 1st), using an accurate time source, mark where the
gnomon’s shadow falls on the dish at the times you want to indicate (hours,
½ hours, ¼ hours, whatever).

4. Done!

 

Your sundial will now indicate solar time adjusted for longitude.  

 

You can mark your sundial in the same fashion on any day of the year if you
take into consideration the Equation of Time value for the date that you do
it.

 

Real easy!

 

John L. Carmichael

Sundial Sculptures

925 E. Foothills Dr.

Tucson AZ 85718-4716

USA

Tel: 520-6961709

Email: [EMAIL PROTECTED]

 

 

My Websites:

(business) Sundial Sculptures: http://www.sundialsculptures.com
<http://www.sundialsculptures.com/>  

(educational): Earth & Sky Equatorial Sundial:
http://advanceassociates.com/Sundials/Earth-Sky_Dial/  

(educational) My Painted Wall Sundial:
http://www.advanceassociates.com/WallDial 

(educational) Painted Wall Sundials:
http://advanceassociates.com/WallDial/PWS_Home.html 

(educational) Stained Glass Sundials: http://www.stainedglasssundials.com
<http://www.stainedglasssundials.com/>  

(educational) Sundial Cupolas, Towers & Chimneys:
http://StainedGlassSundials.com/CupolaSundial/index.html

  _____  

From: [EMAIL PROTECTED] [mailto:[EMAIL PROTECTED] On
Behalf Of Andrew Corl
Sent: Thursday, June 21, 2007 10:27 AM
To: Sundial List
Subject: Direct South Dial

 

Greetings all,

 

Several months ago I bought a house and the previous owners left me with one
of those 12" diameter satellite dishes.  I have no need or want of Direct TV
or satellite TV.

 

I was sitting there thinking one day that it would make a really nice direct
south facing sundial.  My house already faces a little east of south anyway,
and the location where the dish is gets direct sunlight almost all year
round.

 

My questions is this:  Do I need to make any adjustment in the calculations
of the hour lines for the shape of the dish?  If so what is the formula?

 

I am going to install a simple style using a metal road about a half inch in
diameter.  I want this sundial to tell solar time not necessarily actual
time.  Though one day I may install an equation of time underneat the dial .

  

  _____  

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