Article ID: CBB000651413

Eclipse Prediction and the Length of the Saros in Babylonian Astronomy (2005)

unapi

The Saros cycle of 223 synodic months played an important role in Late Babylonian astronomy. It was used to predict the dates of future eclipse possibilities together with the times of those eclipses and underpinned the development of mathematical lunar theories. The excess length of the Saros over a whole number of days varies due to solar and lunar anomaly between about 6 and 9 h. We here investigate two functions which model the length of the Saros found in Babylonian sources: a simple zigzag function with an 18-year period presented on the tablet BM 45861 and a function which varies with the month of the year constructed from rules found on the important procedure text TU 11. These functions are shown to model nature very well and to be closely related. We further conclude that these functions are the likely source of the Saros lengths used to calculate the times of predicted eclipses and were probably known by at latest the mid-sixth-century BC.

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Authors & Contributors
Steele, John M.
Gautschy, Rita
Williams, Clemency J.
Verderame, Lorenzo
Stern, Sacha
Stephenson, F. Richard
Journals
Journal for the History of Astronomy
Archive for History of Exact Sciences
Journal of Skyscape Archaeology
Centaurus: International Magazine of the History of Mathematics, Science, and Technology
Annals of Science: The History of Science and Technology
Aestimatio: Critical Reviews in the History of Science
Publishers
Hempen Verlag
Oxbow
Mimesis
Johns Hopkins University Press
Aleteiia
Brown University
Concepts
Astronomy
Eclipses; transits; occultations; conjunctions
Astronomical chronology
Cosmology
Astrology
Calendars
Time Periods
Ancient
Places
Mesopotamia
Middle and Near East
Greece
India
Egypt
Assyria
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