Global InformationPhilippe de La Hire information
Philippe de La Hire | |
|---|---|
 Philippe de La Hire | |
| Born | 18 March 1640 Paris |
| Died | 21 April 1718 (aged 78) |
| Nationality | French |
| Scientific career | |
| Fields | Mathematics, astronomy, architecture |
Philippe de La Hire (or Lahire, La Hyre or Phillipe de La Hire) (18 March 1640 – 21 April 1718)[1] was a French painter, mathematician, astronomer, and architect.[2] According to Bernard le Bovier de Fontenelle he was an "academy unto himself".
He was born in Paris, the son of Laurent de La Hire, a distinguished artist and Marguerite Coquin.[3] In 1660, he moved to Venice for four years to study painting.[2] Upon his return to Paris, he became a disciple of Girard Desargues from whom he learned geometrical perspective[2] and was received as a master painter on 4 August 1670.[1] His paintings have sometimes been confused with those of his son, Jean Nicolas de La Hire, who was a doctor but also a painter.[1]
He also began to study science and showed an aptitude for mathematics. He was taught by the French Jesuit theologian, mathematician, physicist and controversialist Honoré Fabri and became part of a circle formed by Fabri which included Giovanni Domenico Cassini, Claude François Milliet Dechales, Christiaan Huygens and his brother Constantijn, Gottfried Leibniz, René Descartes and Marin Mersenne.[4] He became a member of French Academy of Sciences in 1678, upon the death of Jacques Buot, and subsequently became active as an astronomer, calculating tables of the movements of the Sun, Moon, and planets and designing contrivances for aiming aerial telescopes.[5] From 1679–1682 he made several observations and measurements of the French coastline,[6] and in 1683 aided in mapping France by extending the Paris meridian to the north.[7] In 1683 La Hire assumed the chair of mathematics at the Collège Royal. From 1687 onwards he taught at the Académie d’architecture.
La Hire wrote on graphical methods, 1673; on conic sections, 1685; a treatise on epicycloids, 1694; one on roulettes, 1702; and, lastly, another on conchoids, 1708. His works on conic sections and epicycloids were based on the teaching of Desargues, of whom he was the favourite pupil. He also translated the essay of Manuel Moschopulus on magic squares, and collected many of the theorems on them which were previously known; this was published in 1705. He also published a set of astronomical tables in 1702. La Hire's work also extended to descriptive zoology, the study of respiration, and physiological optics.
Two of his sons were also notable for their scientific achievements: Gabriel-Philippe de La Hire, (1677–1719), mathematician, and Jean-Nicolas de La Hire (1685–1727), botanist.
Mons La Hire, a mountain on the Moon, is named for him.
On 19 December 1699, he presented ‘Expériences et observations sur les corps qui frottent l’un contre l’autre’ (Experiments and observations on bodies that slide against each other) at the Académie Royale des Sciences in Paris, where he proposed what are now commonly known as Amontons’ laws of friction after Guillaume Amontons.[8]
- ^ a b c "LA HIRE, Philippe de." Benezit Dictionary of Artists. Oxford Art Online (subscription required). Oxford University Press, accessed May 29, 2016.
- ^ a b c Chareix 2008, p. 662.
- ^ Hockey, Thomas (2009). The Biographical Encyclopedia of Astronomers. Springer Publishing. ISBN 978-0-387-31022-0. Retrieved August 22, 2012.
- ^ "Introduction to Jesuit Geometers by Joseph F. MacDonnell - Chapter 4 Influence on Other Geometers". Archived from the original on 2021-11-30. Retrieved 2009-05-12.
- ^ "Méthode pour se servir des grands verres de lunette sans tuyau pendant la nuit". In: Mém. de l'Acad., 1715
- ^ "La Hire and the map of France · Philippe de la Hire, the Constant Study · Bibliothèque numérique - Observatoire de Paris".
- ^ "La Hire and the Paris meridian · Philippe de la Hire, the Constant Study · Bibliothèque numérique - Observatoire de Paris".
- ^ Hutchings, Ian M (December 2021). "A note on Guillaume Amontons and the laws of friction". Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology. 235 (12): 2530–2536. doi:10.1177/13506501211039385. ISSN 1350-6501. S2CID 238729534.