Guo Shoujing (, 1231–1316),
courtesy name Ruosi (), was a Chinese
astronomer,
hydraulic engineer,
mathematician, and politician of the
Yuan dynasty. The later
Johann Adam Schall von Bell (1591–1666) was so impressed with the preserved astronomical instruments of Guo that he called him "the
Tycho Brahe of China."
Jamal ad-Din cooperated with him.
Early life
In 1231, in Xingtai,
Hebei province, China, Guo Shoujing was born into a poor family.
[O'Connor.] He was raised primarily by his paternal grandfather, Guo Yong, who was famous throughout China for his expertise in a wide variety of topics, ranging from the study of the
Five Classics to
astronomy,
mathematics
Mathematics is an area of knowledge that includes the topics of numbers, formulas and related structures, shapes and the spaces in which they are contained, and quantities and their changes. These topics are represented in modern mathematics ...
, and
hydraulics. Guo Shoujing was a
child prodigy
A child prodigy is defined in psychology research literature as a person under the age of ten who produces meaningful output in some domain at the level of an adult expert. The term is also applied more broadly to young people who are extraor ...
, showing exceptional intellectual promise. By his teens, he obtained a
blueprint for a
water clock which his grandfather was working on, and realized its principles of operation. He improved the design of a type of water clock called a lotus
clepsydra
Clepsydra may refer to:
* Clepsydra, an alternative name for a water clock.
* In ancient Greece, a device (now called a water thief) for drawing liquids from vats too large to pour, which utilized the principles of air pressure to transport the ...
, a water clock with a bowl shaped like a
lotus flower on the top into which the water dripped. After he had mastered the construction of such water clocks, he began to study mathematics at the age of 16. From mathematics, he began to understand
hydraulics, as well as astronomy.
Career
At 20, Guo became a hydraulic engineer. In 1251, as a government official, he helped repair a bridge over the
Dahuoquan River.
Kublai realized the importance of hydraulic engineering, irrigation, and water transport, which he believed could help alleviate uprisings within the empire, and sent
Liu Bingzhong
Liu Bingzhong (; 1216–1274), or Liu Kan () was a Yuan dynasty court adviser and architect. He was born in Ruizhou (Rui prefecture), during the Jin dynasty (1115–1234), Jin dynasty. In 1233, he entered the Jin's bureaucracy. He still was an of ...
and his student Guo to look at these aspects in the area between Dadu (now Beijing or Peking) and the Yellow River. To provide Dadu with a new supply of water, Guo had a 30 km channel built to bring water from the Baifu spring in the Shenshan Mountain to Dadu, which required connecting the water supply across different river basins, canals with sluices to control the water level. The Grand Canal, which linked the river systems of the Yangtze, the Huai, and the Huang since the early 7th century, was repaired and extended to Dadu in 1292–93 with the use of
corvée (unpaid labor). After the success of this project, Kublai Khan sent Guo off to manage similar projects in other parts of the empire. He became the chief advisor of hydraulics, mathematics, and astronomy for Kublai Khan.
Guo began to construct astronomical observation devices. He has been credited with inventing the gnomon, the square table, the abridged or simplified armilla, and a water powered armillary sphere called the Ling Long Yi. The gnomon is used to measure the angle of the sun, determine the seasons, and is the basis of the sundial, but Guo Shoujing revised this device to become much more accurate and improved the ability to tell time more precisely. The square table was used to measure the
azimuth of celestial bodies by the equal altitude method and could also be used as
protractor. The abridged or simplified armilla was used to measure the angle of the sun, as well as the position of any celestial body. The Ling Long Yi is similar to an abridged armilla except larger, more complex, and more accurate.
[Shea.] Kublai Khan, after observing Guo's mastery of astronomy, ordered that he, Zhang, and Wang Xun make a more accurate calendar. They built 27 observatories throughout China in order to gain thorough observations for their calculations. In 1280, Guo completed the calendar, calculating a year to be 365.2425 days, just 26 seconds off the year's current measurement. In 1283, Guo was promoted to director of the
Observatory
An observatory is a location used for observing terrestrial, marine, or celestial events. Astronomy, climatology/meteorology, geophysical, oceanography and volcanology are examples of disciplines for which observatories have been constructed. His ...
in
Beijing and, in 1292, he became the head of the Water Works Bureau. Throughout his life he also did extensive work with
spherical trigonometry. After Kublai Khan's death, Guo continued to be an advisor to Kublai's successors, working on hydraulics and astronomy.
Personal life
Death
His year of death is variously reported as 1314
or 1316.
Analysis of his contributions
Guo Shoujing was a major influence in the development of science in China. The tools he invented for astronomy allowed him to calculate an accurate length for the year, which allowed
Chinese culture to set up a whole new system of exact dates and times, allowing for increasingly accurate recording of history and a sense of continuity throughout the country. The calendar stabilized the Chinese culture allowing subsequent dynasties to rule more effectively. Through his work in astronomy, he was also able to more accurately establish the location of
celestial bodies
An astronomical object, celestial object, stellar object or heavenly body is a naturally occurring physical entity, association, or structure that exists in the observable universe. In astronomy, the terms ''object'' and ''body'' are often us ...
and the angles of the
Sun relative to
Earth. He invented a tool which could be used as an astrological
compass, helping people find
north using the
stars instead of
magnets.
Within the field of hydraulics, even at a young age, Guo was revolutionizing old inventions. His work on clocks, irrigation, reservoirs, and equilibrium stations within other machines allowed for a more effective or accurate result. The watches he perfected through his work in hydraulics allowed for an extremely accurate reading of the time. For irrigation, he provided hydraulics systems which distributed water equally and swiftly, which allowed communities to trade more effectively, and therefore prosper. His most memorable engineering feat is the man-made
Kunming Lake in Beijing, which provided water for all of the surrounding area of Beijing and allowed for the best grain transport system in the country. His work with other such reservoirs allowed people in inner China access to water for planting, drinking, and trading. Guo's work in mathematics was regarded as the most highly knowledgeable in China for 400 years. Guo worked on spherical trigonometry, using a system of approximation to find arc lengths and angles. He stated that pi was equal to 3, leading to a complex sequence of equations which came up with an answer more accurate than the answer that would have resulted if he did the same sequence of equations, but instead having pi equal to 3.1415.
As people began to add onto his work, the authenticity of his work was questioned. Some believe that he took Middle Eastern mathematical and theoretical ideas and used them as his own, taking all the credit. However, he never left China which would have made it more difficult for him to access others' ideas. Otherwise, Guo was highly regarded throughout history, by many cultures, as a precursor of the
Gregorian calendar as well as the man who perfected irrigation techniques in the new millennium. Many historians regard him as the most prominent Chinese astronomer, engineer, and mathematician of all time.
His calendar would be used for the next 363 years, the longest period during which a calendar would be used in Chinese history.
[Asiapac Editorial (2004), 132] He also used mathematical functions in his work relating to spherical trigonometry,
[Needham, Volume 3, 109.][Ho, 105.] building upon the knowledge of
Shen Kuo
Shen Kuo (; 1031–1095) or Shen Gua, courtesy name Cunzhong (存中) and pseudonym Mengqi (now usually given as Mengxi) Weng (夢溪翁),Yao (2003), 544. was a Chinese polymathic scientist and statesman of the Song dynasty (960–1279). Shen wa ...
's (1031–1095)
earlier work in trigonometry.
[Needham, Volume 3, 110.] It is debated amongst scholars whether or not his work in trigonometry was based entirely on the work of Shen, or whether it was partially influenced by
Islamic mathematics
Mathematics during the Golden Age of Islam, especially during the 9th and 10th centuries, was built on Greek mathematics (Euclid, Archimedes, Apollonius) and Indian mathematics (Aryabhata, Brahmagupta). Important progress was made, such as full ...
which was largely accepted at Kublai's court.
Sal Restivo asserts that Guo Shoujing's work in trigonometry was directly influenced by Shen's work. An important work in trigonometry in China would not be printed again until the collaborative efforts of
Xu Guangqi and his Italian Jesuit associate
Matteo Ricci
Matteo Ricci, SJ (; la, Mattheus Riccius; 6 October 1552 – 11 May 1610), was an Italians, Italian Society of Jesus, Jesuit Priesthood in the Catholic Church, priest and one of the founding figures of the Jesuit China missions. He create ...
in 1607, during the late
Ming Dynasty.
Influence
Guo Shoujing was cited by
Tang Shunzhi 唐順之 (1507–1560)
[Ching-ch'uan hsien-sheng wen-chi (1573), 6.36b–40a, 7.15a–18a. in Elman, ''Classicism, Politics, and Kinship'', 78] as an example of solid practical scholarship, anticipating the rise of the
Changzhou School of Thought Changzhou School of Thought () was the Changzhou-centered influential school of scholarship that existed during the late Ming and Qing dynasties in China. Scholars of this school are best known for their contribution to the New Text Confucianism.
...
and spread of the "evidential learning".
Asteroid
2012 Guo Shou-Jing
2012 Guo Shou-Jing, provisional designation , is a carbonaceous asteroid and Florian interloper from the inner regions of the asteroid belt, approximately 13 kilometers in diameter. It was discovered on 9 October 1964, by astronomers at the Purpl ...
is named after him, as is the
Large Sky Area Multi-Object Fibre Spectroscopic Telescope near Beijing.
See also
*
History of Beijing
References
Citations
Sources
* Asiapac Editorial. (2004). ''Origins of Chinese Science and Technology''. Translated by Yang Liping and Y.N. Han. Singapore: Asiapac Books Pte. Ltd. .
* Engelfriet, Peter M. (1998). ''Euclid in China: The Genesis of the First Translation of Euclid's Elements in 1607 & Its Reception Up to 1723''. Leiden: Koninklijke Brill. .
* Ho, Peng Yoke. (2000). ''Li, Qi, and Shu: An Introduction to Science and Civilization in China''. Mineola: Dover Publications. .
* Needham, Joseph (1986). ''Science and Civilization in China: Volume 3, Mathematics and the Sciences of the Heavens and the Earth''. Taipei: Caves Books, Ltd.
* Restivo, Sal. (1992). ''Mathematics in Society and History: Sociological Inquiries''. Dordrecht: Kluwer Academic Publishers. .
* O'Connor, J. J., and E. F. Robertson. "Guo Shoujing." School of Mathematics and Statistics. Dec. 2003. University of St. Andrews, Scotland. 7 Dec. 2008
.
* "China." Encyclopædia Britannica. 2008. Encyclopædia Britannica Online School Edition. 24 Nov. 2008 .
* Kleeman, Terry, and Tracy Barrett, eds. The Ancient Chinese World. New York, NY: Oxford UP, Incorporated, 2005.
* Shea, Marilyn. "Guo Shoujing - 郭守敬." China Experience. May 2007. University of Maine at Farmington. 15 Nov. 2008 .
* "China." Encyclopædia Britannica. 2008. Encyclopædia Britannica Online School Edition. 24 Nov. 2008 .
External links
*
Article on the Shoushi calendar from the National University of Singapore
by J J O'Connor and E F Robertson at St Andrews University
{{DEFAULTSORT:Guo, Shoujing
1231 births
1314 deaths
1316 deaths
13th-century Chinese astronomers
13th-century Chinese mathematicians
14th-century Chinese astronomers
14th-century Chinese mathematicians
Engineers from Hebei
Hydraulic engineers
Mathematicians from Hebei
Mongol Empire scholars
Politicians from Xingtai
Scientists from Hebei
Yuan dynasty politicians