File:Duhem Statique ch 2 fig 7.jpg

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Description
English: Fig. 7: Another diagram showing the derivation of the magnitude of the circumvolubile (torque) from the product of the shortest distance of the line of force that pulls a lever arm to the fulcrum and the weight. From this, Da Vinci derived the moment of force about an axis within a single plane. From the figure, one can distinguish what leads to the correct value of the moment of an oblique lever arm: the product of the weight and the speed with which the weight lowers rather than the product of the weight and the speed with which the extremity of the lever arm turns.
Date
Source Les Origines de la Statique (1905-1906)
Author
Pierre Duhem  (1861–1916)  wikidata:Q314172 s:en:Author:Pierre Duhem q:en:Pierre Duhem
 
Pierre Duhem
Alternative names
pseudonym: Ch. Clérice; Pierre Maurice Marie Duhem; Pierre Maurice Duhem
Description French philosopher, physicist, university teacher, chemist, mathematician and philosopher of science
Date of birth/death 10 June 1861 Edit this at Wikidata 14 September 1916 Edit this at Wikidata
Location of birth/death 2nd arrondissement of Paris Edit this at Wikidata Cabrespine Edit this at Wikidata
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creator QS:P170,Q314172
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Public domain in the United States because both published before 1923 and public domain in its home country in 1996, so not eligible for United States URAA restoration of copyright. The author died in 1916, so works by this author are also in the public domain in countries and areas where the copyright term is the author's life plus 80 years or less. Works by this author may also be in the public domain in countries and areas with longer native copyright terms that apply the rule of the shorter term to foreign works. Its home country was France, which followed the Berne Convention (70 years beyond the life of the author) beginning before 1996.

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current11:20, 8 July 2010Thumbnail for version as of 11:20, 8 July 20101,195 × 716 (36 KB)ResidentScholar~commonswiki{{Information |Description={{en|1=Fig. 7: Another diagram showing the derivation of the magnitude of the circumvolubile (torque) from the product of the shortest distance of the line of force that pulls a lever arm to the fulcrum and the weight. From th

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