Astronomical algorithm: Difference between revisions

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* [[Jean Meeus|Meeus, Jean]]
* [[Jean Meeus|Meeus, Jean]]
* [[Transformation from spherical coordinates to rectangular coordinates]]
* [[Transformation from spherical coordinates to rectangular coordinates]]
* [https://web.archive.org/web/20070105005127/http://www.sunlit-design.com:80/products/thesunapi/documentation/funcref.php?indexref=4 An implementation of Astronomical Algorithms. Calculate MJD, Equation of Time and Solar Declination in Excel, CAD or your other programs.] The Sun API is free and extremely accurate. For Windows Computers.
* [https://web.archive.org/web/20070105005127/http://www.sunlit-design.com/products/thesunapi/documentation/funcref.php?indexref=4 An implementation of Astronomical Algorithms. Calculate MJD, Equation of Time and Solar Declination in Excel, CAD or your other programs.] The Sun API is free and extremely accurate. For Windows Computers.
* [http://www.astronomyapi.com astronomy API] An API to the Universe
* [http://www.astronomyapi.com astronomy API] An API to the Universe



Revision as of 02:36, 11 July 2017

Astronomical algorithms are the algorithms used to calculate ephemerides, calendars, and positions (as in celestial navigation or satellite navigation). Examples of large and complex astronomical algorithms are those used to calculate the position of the Moon. A simple example is the calculation of the Julian day.

Numerical model of solar system discusses a generalized approach to local astronomical modeling. The variations séculaires des orbites planétaires describes an often used model.

See also