François Daviet de Foncenex explained

François Daviet
Birth Place:Thonon, Duchy of Savoy, Kingdom of Sardinia
Death Place:Casale, Piedmont, today in Italy
Field:Mathematics
Politics
Work Institutions:Sardinian Army
Alma Mater:Royal Military Academy of the Theory and Practice of Artillery
Known For:Dimensional analysis

François Daviet (1734-1799) was a military officer and mathematician from Savoy in the 18th century.The family name is sometimes also reported in original sources as Daviet de Foncenex, probably from the original village of the family.

Life and work

Little is known about his life.[1] Born in Savoy, he studied in the Accademia di Torino under the professorship of Lagrange, two years younger than him. In 1759 he was named member of the Accademia delle Scienze di Torino. He was appointed lieutenant in the army of the Kingdom of Sardinia (the king of Sardinia was the ruler of the Duchy of Savoy) and after some promotions in the army, he was governor of Sassari (1790–91) and of Villefranche-sur-Mer. In 1792 he participated in the wars against French revolutionary army, and he was judged by treason and imprisoned for one year.

Daviet published in the years 1759-1760 two important papers in the journal of the Academy, Miscellanea Taurinensis:[2] the first one (1759) about imaginary numbers is titled Mémoire sur les logarithmes des quantités négatives[3] and has an extension titled Éclaircissements sur les quantités imaginaires; more important is the second one, titled Sur les principes fondamentaux de la méchanique (1761).[4] In four sections (law of inertia, composition of forces, equilibrium and law of the lever) he tried to establish the a priori fundamental laws of mechanics.[5]

In 1789 he published a paper: Récit d'une foudre ascendante éclatée sur la tour du fanal de Villefranche.

Finally, in 1799, the academy published an ensemble of many of his works, named Principes fondamentaux de la méchanique.

Bibliography

External links

Notes and References

  1. All the biographical data are from, page 402.
  2. , page 126.
  3. , page 285.
  4. , pages 127-135.
  5. , pages 398-399.