One of the mysteries of the English language finally explained.
A period of 19 years (235 lunar months), after which the new and full moons return to the same day of the year. It was the basis of the ancient Greek calendar, and is still used for calculating movable feasts such as Easter.
- ‘Astronomers call this 19-year period the Metonic cycle, after the mathematician Meton who lived in Athens in the fifth century B.C., although there is evidence that the Babylonians knew of the synchrony earlier.’
- ‘Under the Julian calendar, the phases of the moon and hence the dates of Easter repeated roughly every 19 years, a period known as the Metonic cycle after the Greek astronomer Meton.’
- ‘The present Jewish calendar uses the 19-year Metonic cycle made up of 12 common years and 7 leap years.’
- ‘The date of Easter, which is based on the Jewish festival of Passover, is still calculated using the Metonic cycle (via the golden number).’
- ‘In particular some used an 84-year cycle, consisting of 4 Metonic cycles plus an 8-year addition.’
Named after Metōn, an Athenian astronomer of the 5th century BC.
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