The analemma program

The Analemma Program is a feature of the Astronomical League. where an analemma is that figure-8 in the Pacific Ocean on sufficiently old globes. So, what does that represent?

That figure 8 traces the daily path of the Sun in 24-hour snapshots the Local Mean Noon. On any given meridian, such as your location, the sun arrives at close, but not precisely at 24-hour intervals every day. The effect is called the Equation of Time and is plotted as the longitudinal component of the analemma, added to the latitudinal position of the noon sun.

This paper is part of my Commonplace book.

Preparation

My device is a small box, large enough to serve as an "in-basket" or hold the accumulation of 8.5 x 11" papers. The gnomon is a letter "I" from the art supply store with its upper wings clipped.

A little arithmetic. The paper at 11", will have to accomodate the longest shadow of the year,

For the record, my site:

The diary

August 2014

September 2014

[emchrono]: http://www.emeraldsequoia.com/ "Emerald Sequoia"

October 2014

November 2014

December 2014

The Analysis

I'm now reducing the data, from date, horz, and vert in `reading.rdb` in my Dropbox `commonplace/analemma` with a local script in `analib`, to produce `azEl.rdb` with date, azmu, and elev. Some of the assumptions are in the readings: "obs 0" has the height of the gnomon's aperture. I expect to model and solve for:

  1. site latitude
  2. equation of time
  3. effective height of the aperture,
  4. the azimuth bias of the box on the patio
  5. azimuth deviation (from the bias), and
  6. elevation deviation (from the latitude and height of the aperture.)

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