A lunisolar calendar is a calendar in many cultures whose date indicates both the moon phase and the time of the solar year. If the solar year is defined as a tropical year, then a lunisolar calendar will give an indication of the season; if it is taken as a sidereal year, then the calendar will predict the constellation near which the full moon may occur. Usually there is an additional requirement that the year have a whole number of months. In this case ordinary years consist of twelve months but every second or third year is an embolismic year, which adds a thirteenth intercalary, embolismic, or leap month.
The Hebrew, Jain, Buddhist, Hindu, Kurdish and Bengali calendars, as well as the traditional Chinese, Tibetan, Japanese, Vietnamese, Mongolian and Korean calendars (in the East Asian cultural sphere), plus the ancient Hellenic, Coligny, and Babylonian calendars are all lunisolar. Also, some of the ancient pre-Islamic calendars in South Arabia followed a lunisolar system. The Chinese, Coligny and Hebrew lunisolar calendars track more or less the tropical year whereas the Buddhist and Hindu lunisolar calendars track the sidereal year. Therefore, the first three give an idea of the seasons whereas the last two give an idea of the position among the constellations of the full moon. The Tibetan calendar was influenced by both the Chinese and Hindu calendars. The Germanic peoples also used a lunisolar calendar before their conversion to Christianity.
The Islamic calendar is lunar, but not a lunisolar calendar because its date is not related to the sun. The civil versions of the Julian and Gregorian calendars are solar, because their dates do not indicate the moon phase — however, both the Gregorian and Julian calendars include undated lunar calendars that allow them to calculate the Christian celebration of Easter, so both are lunisolar calendars in that respect.
Lunisolar calendars with uncounted time
An alternative way of dealing with the fact that a solar year does not contain an integer number of months is by including uncounted time in the year that does not belong to any month. Some Coast Salish peoples used a calendar of this kind. For instance, the Chehalis began their count of lunar months from the arrival of spawning chinook salmon (in Gregorian calendar October), and counted 10 months, leaving an uncounted period until the next chinook salmon run.
Gregorian lunisolar calendar
The Gregorian calendar has a lunisolar calendar, which is used to determine the date of Easter. The rules are in the Computus.
- Hebrew calendar
- Jain calendar
- Hindu calendar
- Computus Easter rule for Julian and Gregorian calendars.
- Calendar reform
- Islamic calendar
- Rune calendar
- Solunar theory
- Thai calendar
- F.C. De Blois, "TAʾRĪKH": I.1.iv. "Pre-Islamic and agricultural calendars of the Arabian peninsula", The Encyclopaedia of Islam, 2nd edition, X:260.
- The modern Hebrew calendar, since it is based on rules rather than observations, does not exactly track the tropical year, and in fact the average Hebrew year of ~365.2468 days is intermediate between the tropical year (~365.2422 days) and the sidereal year (~365.2564 days)
- Suttles, Wayne P. Musqueam Reference Grammar, UBC Press, 2004, p. 517.
- Dershowitz, Nachum; Reingold, Edward M. (2008), Calendrical Calculations, Cambridge: Cambridge University Press, ISBN 9780521885409
- Introduction to Calendars, US Naval Observatory, Astronomical Applications Department.
- Lunisolar calendar year 2014 (by Serge Bièvre)
- Lunisolar Calendar
- Calendar studies
- Model of lunisolar calendar based on observation of the sun and moon position