Babylonian astronomy

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Halley's comet in 164 BC
.

Babylonian astronomy was the study or recording of

celestial objects during the early history of Mesopotamia. The numbering system used, sexagesimal, was based on sixty, as opposed to ten in the modern decimal system. This system simplified the calculating and recording of unusually great and small numbers.[1]

During the 8th and 7th centuries BC, Babylonian astronomers developed a new

Hellenistic Period
. The Babylonians used the sexagesimal system to trace the planets transits, by dividing the 360 degree sky into 30 degrees, they assigned 12 zodiacal signs to the stars along the ecliptic.

Only fragments of Babylonian astronomy have survived, consisting largely of contemporary clay tablets containing

ephemerides and procedure texts, hence current knowledge of Babylonian planetary theory is in a fragmentary state.[3] Nevertheless, the surviving fragments show that Babylonian astronomy was the first "successful attempt at giving a refined mathematical description of astronomical phenomena" and that "all subsequent varieties of scientific astronomy, in the Hellenistic world, in India, in Islam, and in the West … depend upon Babylonian astronomy in decisive and fundamental ways."[4]

Old Babylonian astronomy

An object labelled the ivory prism was recovered from the ruins of

celestial bodies and constellations.[5]

Babylonian astronomers developed zodiacal signs. They are made up of the division of the sky into three sets of thirty degrees and the constellations that inhabit each sector.[6]

The MUL.APIN contains catalogues of stars and constellations as well as schemes for predicting heliacal risings and settings of the planets, and lengths of daylight as measured by a water clock, gnomon, shadows, and intercalations. The Babylonian GU text arranges stars in 'strings' that lie along declination circles and thus measure right-ascensions or time intervals, and also employs the stars of the zenith, which are also separated by given right-ascensional differences.[7][8][9]

Planetary theory

The Babylonians were the first civilization known to possess a functional theory of the planets.

Neo-Assyrian period in the 7th century BC,[11] comprises a list of omens and their relationships with various celestial phenomena including the motions of the planets.[12]

Cosmology

In contrast to the

Babylonian mythology, very little is known about the cosmology and world view of the ancient Babylonian astrologers and astronomers.[6] This is largely due to the current fragmentary state of Babylonian planetary theory,[13] and also due to Babylonian astronomy and cosmology largely being separate endeavors. Nevertheless, traces of cosmology can be found in Babylonian literature and mythology.[14]

Omens

It was a common Mesopotamian belief that

Akkadians as “namburbu”, meaning roughly, “[the evil] loosening”. The god Ea was the one believed to send the omens. Concerning the severity of omens, eclipses were seen as the most dangerous.[16]

The Enuma Anu Enlil is a series of cuneiform tablets that gives insight on different sky omens Babylonian astronomers observed.[17] Celestial bodies such as the Sun and Moon were given significant power as omens. Reports from Nineveh and Babylon, circa 2500-670 B.C., show lunar omens observed by the Mesopotamians. "When the moon disappears, evil will befall the land. When the moon disappears out of its reckoning, an eclipse will take place".[18]

Astrolabes

The astrolabes (not to be mistaken for the later astronomical measurement device of the same name) are one of the earliest documented cuneiform tablets that discuss astronomy and date back to the Old Babylonian Kingdom. They are a list of thirty-six stars connected with the months in a year,[6] generally considered to be written between 1800 and 1100 B.C. No complete texts have been found, but there is a modern compilation by Pinches, assembled from texts housed in the British Museum that is considered excellent by other historians who specialize in Babylonian astronomy. Two other texts concerning the astrolabes that should be mentioned are the Brussels and Berlin compilations. They offer similar information to the Pinches anthology, but do contain some differing information from each other.[19]

The thirty-six stars that make up the astrolabes are believed to be derived from the astronomical traditions from three Mesopotamian city-states,

Ea, Anu, and Enlil, an astronomical system contained and discussed in the MUL.APIN.[19]

MUL.APIN

Mul.apin cuneiform tablet

MUL.APIN is a collection of two cuneiform tablets (Tablet 1 and Tablet 2) that document aspects of Babylonian astronomy such as the movement of

eclipses.[20] Each tablet is also split into smaller sections called Lists. It was comprised in the general time frame of the astrolabes and Enuma Anu Enlil, evidenced by similar themes, mathematical principles, and occurrences.[21]

Tablet 1 houses information that closely parallels information contained in astrolabe B. The similarities between Tablet 1 and astrolabe B show that the authors were inspired by the same source for at least some of the information. There are six lists of stars on this tablet that relate to sixty constellations in charted paths of the three groups of Babylonian star paths, Ea, Anu, and Enlil. There are also additions to the paths of both Anu and Enlil that are not found in astrolabe B.[21]

Relationship of calendar, mathematics and astronomy

The exploration of the Sun, Moon, and other celestial bodies affected the development of Mesopotamian culture. The study of the sky led to the development of a calendar and advanced mathematics in these societies. The Babylonians were not the first complex society to develop a calendar globally and nearby in North Africa, the Egyptians developed a calendar of their own. The Egyptian calendar was solar based, while the Babylonian calendar was lunar based. A potential blend between the two that has been noted by some historians is the adoption of a crude leap year by the Babylonians after the Egyptians developed one. The Babylonian leap year shares no similarities with the leap year practiced today. It involved the addition of a thirteenth month as a means to re-calibrate the calendar to better match the growing season.[22]

Babylonian priests were the ones responsible for developing new forms of mathematics and did so to better calculate the movements of celestial bodies. One such priest, Nabu-rimanni, is the first documented Babylonian astronomer. He was a priest for the moon god and is credited with writing lunar and eclipse computation tables as well as other elaborate mathematical calculations. The computation tables are organized in seventeen or eighteen tables that document the orbiting speeds of planets and the Moon. His work was later recounted by astronomers during the Seleucid dynasty.[22]

Aurorae

A team of scientists at the University of Tsukuba studied Assyrian cuneiform tablets, reporting unusual red skies which might be aurorae incidents, caused by geomagnetic storms between 680 and 650 BC.[23]

Neo-Babylonian astronomy

Neo-Babylonian astronomy refers to the astronomy developed by

Saros cycle of lunar eclipses.[24]

Arithmetical and geometrical methods

Though there is a lack of surviving material on Babylonian planetary theory,

cuneiform tablets in the British Museum, dated between 350 and 50 BC, demonstrates that Babylonian astronomers sometimes used geometrical methods, prefiguring the methods of the Oxford Calculators, to describe the motion of Jupiter over time in an abstract mathematical space.[28]

Aside from occasional interactions between the two, Babylonian astronomy was largely independent from Babylonian cosmology.[14] Whereas Greek astronomers expressed "prejudice in favor of circles or spheres rotating with uniform motion", such a preference did not exist for Babylonian astronomers.[29]

Contributions made by the Chaldean astronomers during this period include the discovery of

aphelion.[30]

Heliocentric astronomy

The only surviving planetary model from among the Chaldean astronomers is that of the Hellenistic

reasoning, though it is not known what arguments he used.[32]

According to

Earth's atmosphere. He noted that the tides varied in time and strength in different parts of the world. According to Strabo (1.1.9), Seleucus was the first to state that the tides are due to the attraction of the Moon, and that the height of the tides depends on the Moon's position relative to the Sun.[35]

According to Bartel Leendert van der Waerden, Seleucus may have proved the heliocentric theory by determining the constants of a geometric model for the heliocentric theory and by developing methods to compute planetary positions using this model. He may have used trigonometric methods that were available in his time, as he was a contemporary of Hipparchus.[32]

None of his original writings or Greek translations have survived, though a fragment of his work has survived only in

Muhammad ibn Zakariya al-Razi (865-925).[36]

Babylonian influence on Hellenistic astronomy

Many of the works of ancient

Otto Neugebauer in the Astronomical Cuneiform Texts (ACT). Herodotus writes that the Greeks learned such aspects of astronomy as the gnomon and the idea of the day being split into two halves of twelve from the Babylonians.[19] Other sources point to Greek pardegms, a stone with 365-366 holes carved into it to represent the days in a year, from the Babylonians as well.[5]

Influence on Hipparchus and Ptolemy

In 1900, Franz Xaver Kugler demonstrated that Ptolemy had stated in his

ephemerides, specifically the collection of texts nowadays called "System B" (sometimes attributed to Kidinnu). Apparently Hipparchus only confirmed the validity of the periods he learned from the Chaldeans by his newer observations. Later Greek knowledge of this specific Babylonian theory is confirmed by 2nd-century papyrus, which contains 32 lines of a single column of calculations for the Moon using this same "System B", but written in Greek on papyrus rather than in cuneiform on clay tablets.[37]

Means of transmission

Historians have found evidence that Athens during the late 5th century may have been aware of Babylonian astronomy. astronomers, or astronomical concepts and practices through the documentation by Xenophon of Socrates telling his students to study astronomy to the extent of being able to tell the time of night from the stars. This skill is referenced in the poem of Aratos, which discusses telling the time of night from the zodiacal signs.[5]

See also

References

Citations

  1. ^ Friberg 2019.
  2. ^ Brown 2000, p. 5–6,.
  3. ^ Aaboe 1958, p. 209.
  4. ^ Aaboe 1974, p. 21.
  5. ^ a b c Van der Waerden 1951.
  6. ^ a b c Rochberg-Halton 1983.
  7. ^ Pingree 1998.
  8. ^ Rochberg 2004.
  9. ^ a b Evans 1998, p. 296–297.
  10. ^ Holden 2006, p. 1.
  11. .
  12. ^ Lambert 1987, p. 93.
  13. ^ a b Aaboe 1958.
  14. ^ a b Rochberg 2002, p. 679.
  15. ^ Hunger & Pingree 1999.
  16. ^ Hunger & Pingree 1999, p. 1–33.
  17. ^ Hunger & Pingree 1999, p. 12–20.
  18. ^ Thompson, R. Campbell (1904). The Reports of the Magicians and Astrologers of Nineveh and Babylon. New York: D. Appleton & Company. pp. 451–460.
  19. ^ a b c Van der Waerden 1949.
  20. S2CID 222450259
    .
  21. ^ a b Hunger & Pingree 1999, p. 57–65.
  22. ^ a b Olmstead 1938.
  23. ^ Hayakawa et al. 2019.
  24. ^ Aaboe et al. 1991.
  25. ^ Sarton 1955.
  26. ^ Brown 2000.
  27. ^ Aaboe 2001, p. 40–62.
  28. ^ Ossendrijver 2016.
  29. ^ Pingree 1992, p. 557.
  30. ^ Leverington 2003, p. 6–7.
  31. ^ Sarton 1955, p. 169.
  32. ^ a b c Van der Waerden 1987.
  33. .
  34. .
  35. ^ Van der Waerden 1987, p. 527.
  36. .
  37. ^ Aaboe 2001, p. 62–65.

Sources

Further reading

  • Jones, Alexander. "The Adaptation of Babylonian Methods in Greek Numerical Astronomy." Isis, 82(1991): 441-453; reprinted in Michael Shank, ed. The Scientific Enterprise in Antiquity and the Middle Ages. Chicago: Univ. of Chicago Pr., 2000.
  • Neugebauer, Otto. Astronomical Cuneiform Texts. 3 volumes. London:1956; 2nd edition, New York: Springer, 1983. (Commonly abbreviated as ACT).
  • Toomer, G. J. "Hipparchus and Babylonian Astronomy." In A Scientific Humanist: Studies in Memory of Abraham Sachs, ed. Erle Leichty, Maria deJ. Ellis, and Pamela Gerardi, pp. 353–362. Philadelphia: Occasional Publications of the Samuel Noah Kramer Fund 9, 1988.