# Difference between revisions of "Solar Arduino tracker"

Line 47: | Line 47: | ||

[http://klaus.e175.net/solarpositioning Klaus Brunner]. It was also a valuable help for debugging | [http://klaus.e175.net/solarpositioning Klaus Brunner]. It was also a valuable help for debugging | ||

the Arduino implementation. | the Arduino implementation. | ||

+ | |||

--[[User:Hannes.hassler|Hannes.hassler]] 13:36, 3 March 2011 (CET) | --[[User:Hannes.hassler|Hannes.hassler]] 13:36, 3 March 2011 (CET) |

## Revision as of 14:37, 3 March 2011

German version Sonnenstandsberechner (für sun tracker devices)

# General considerations

For calculating the solar position with a microcontroller (on a fixed geographic place)
you have to solve two problems:
The controller needs a time device (typically a battery buffered chip like in a PC)
and it needs a reasonably simple algorithm to calculate solar azimuth and
elevation from date, time and geographic position (longitude and latitude).
An algorithm which works on a PC might have problems on a microcontroller.
For instance, on Arduino you must take into account that
*double* data type has the same precision as float (IEEE 23 bit mantissa)

## Get the Time

To get Greenwich Time (aka UT) I use a DS1307 chip. Following the description of http://www.glacialwanderer.com/hobbyrobotics/?p=12 it worked immediately. Did not find any 2.2K resistors, 4.7K ones are just as fine. I have taken the code from that site and tucked the complexity into an Arduino libary (DS1307.h)

## Calculate Azimuth and Elevation

The formulas for exact calculation of solar azimuth and elevation
are very involved. However, for practical
purposes like sun tracking of a heliostat there are
simpler ones available.
Widely used formulas for solar tracking are the one from the so called
PSA-algorithm.
It has been made avaible from *Plataforma Solar de Almeria* (Spain)
and you can download it here as C++ code.
There are adaptions neccessary for Arduino, though.
The formulas for calculating the Juliand Day
are not working properly on Arduino due to reduced double precision.
Therefore, I have adapted them, expecting only Julians dates starting from 1.Jan. 2000.
These calculations I have put into another library (Helios.h)

## SPA Algorithm

A much more accurate solar algorithm seems to be from Reda, I.; Andreas, A. (2003):
*Solar Position Algorithm for Solar Radiation Applications. NREL Report No. TP-560-34302, *
*Revised January 2008. The algorithm is supposed to work for the years -2000 to 6000, *
*with uncertainties of +/-0.0003 degrees.*
In this paper methods have been worked out according to the book from
*Jean Meeus: Astronomical Algorithms, Willmann-Bell, Richmond 2000 (2nd ed., 2nd printing)*
a widely accepted text book for astronomic calculations.
The calculations are, however, very extensive; for Arduino I chose the simpler PSA.
Implementations and references for both algorithms I found thanks to the code from
Klaus Brunner. It was also a valuable help for debugging
the Arduino implementation.

--Hannes.hassler 13:36, 3 March 2011 (CET)