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The Chinese Calendar - Introduction
In the English-speaking world we use the Gregorian calendar, a 1582 modification (named after Pope Gregory XIII) of the "Julian" calendar established by Julius Caesar in ancient Rome. Although many other calendars have existed through history, and others are used in large parts of the world today, the Gregorian calendar, complete with months derived from their Latin names and with its peculiar "rump" month of February, is now the international standard.
China uses two calendars, one lunar and the other the Gregorian, often referred to as yin and yang calendars, respectively, or as the "agricultural calendar" and the "national calendar." There is also a traditional Chinese solar calendar, different from the Gregorian calendar, as we shall see.
With one exception, all traditional Chinese festivals are based on the lunar calendar. So traditionally were markets, court sessions, temple fairs, and all private agreements to meet to do business.
On the other hand, a solar calendar, with the year anchored to the solstices and equinoxes, more realistically reflects our experience with seasons, and facilitates discussing longer-term historical phenomena (like how old people are, or when the mortgage will need to be paid off).
By the middle of the 2nd millennium BC, Chinese observers had concluded that the solar year was pretty nearly 365.25 days long. (The actual length is a hair shorter, which is why in the international Gregorian calendar, although we create a Leap Year by adding February 29 in years equally divisible by 4, we skip Leap Year in centennial years, unless they are equally divisible by 400.)
Each cycle of the moon is very close to 29.5 days long. To accommodate the half day, some Chinese months are 29 days long and some 30 days long. That part was easy. The hard part came (as in all calendars) in trying to make lunations fit the length of the solar year:
1 year = 365 daysIn other words, there are (365.25 / 29.5 = ) 12.3813559322 lunar months per year. That is not a very felicitous number if you want to make a calendar that fits the movement of both celestial bodies. (In our own calendar we ignore this problem and let the moon go through its phases without regard to the days of our artificial "months.")
12 lunar months = 29.5 x 12 = 354 days (11 days short per year)
Since each solar year is about a third of a lunar month longer than 12 lunar months, one could imagine reducing the error by adding an extra month each third year:
3 years = 365.25 x 3 days = 1,095.75 daysThat is still a relatively large error. The problem was partially solved, probably by about the Spring & Autumn Period (770-476 BC) by using a cycle of 19 years, in seven of which intercalary months were inserted:
37 months = 29.5 x 37 = 1091.5 days
difference = 4.25 days in three years, 1.4167 days per year)
19 years = 365.25 days = 6,939.75 days (6,935 if one ignores the quarter days)This still involved an error of 7.25 days in 19 years, or over a third of a day per year.
19 years x 12 months = 228 months, plus 7 intercalary months = 235 months
235 months x 29.5 days = 6,932.5 days
The Chinese solar calendar is based on the movement of the sun over 24 named points 15 degrees apart on the 360-degree solar ecliptic. (The points are usually called "solar terms" in English. The names of the terms are given at the bottom of this page. Each of them falls within a day or two of the same date in the Gregorian calendar each year.)
Solar movement over the ecliptic is such that the points are 15.2 days apart (total 364.8 days). Now here is the ingenious part: It takes the sun (15.2 x 2 =) 30.4 days to move from one solar term, across the next, and land on the one after that. That is slightly longer than a lunar month. Therefore, whereas most lunar months will contain two solar points, a few lunar months will contain only one. This triggers the insertion of an immediate additional, "intercalary" lunar month (rùnyuè 閏月).
Lunar months are numbered rather than named. Although the intercalary month receives the same number as the preceding month (preceded by the character rùn 閏), no festivals associated with that month are repeated. Indeed, intercalary months have a reputation for being rather dreary, since there are no festivals at all associated with them, and some people even think of them as being generally times of bad luck.)
The effect of inserting the intercalary months based on the error between the lunar and the solar cycles is to provide a constant correction for the misfit between the two calendars. This device has kept the lunar calendar reasonably well linked both to the phases of the moon and to the real solar year for something over two millennia.
Perhaps because of its associations with the workings of the cosmos, calculation of the calendar was an imperial government prerogative until the XXth century, and working it out for yourself and publishing your own calendar was considered an act of treason.
Qīng 清 dynasty, guāngxù 光緒 reign, 29th year, 6th month 11th day (= 1903 July 24)(Since all reign names begin on lunar new year, a month or two after solar new year, Chinese reign years do not perfectly correspond with Western years, although the error is small enough that it is easily ignored most of the time.)
In Taiwan the convention of using "reign names" continues, and dates are normally given in years since the founding of the Republic of China, although the numbers change on Western new year. (AD 2000 is ROC 89.)
In addition to solar and lunar calendars, Chinese tradition provides for the continuous numbering of years, months, and days using a never-ending cycle of 60 two-character terms, each made of one of the "Heaven Stems" or "Earth Branches." This numbering naturally blocks years into cycles of sixty, which are continuously numbered, beginning from 2397 BC. These designations are not actually used for calendrical purposes, but figure in calculations of the "astrological" qualities of each day.
⇒ The Chinese Calendar - A Short Introduction
⇐ Chinese Calendar - History and Traditions
✍: David K. Jordan
2021-10-19, 2766🔥, 0💬
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