Vilain, Christiane (Author)
This work intends to focus on Galileo’s study of what is now called ‘‘centrifugal force,’’ within the framework of the Second Day of his Dialogo written in 1632, rather than on the previously published commentaries on the topic. Galileo proposes three geometrical demonstrations in order to prove that gravity will always overcome centrifugal force, and that the potential rotation of the Earth, whatever its speed, cannot in any case project objects beyond it. Each of these demonstrations must consequently contain an error and it has seemed to us that the first one had not been understood up until now. Our analysis offers an opportunity to return to Galileo’s geometrical representation of dynamical questions; actually, we get an insight into the sophistication of Galileo’s practices more than into his mistakes. Our second point, concerning the historiography of the problem, shows an evolution from anachronic critics to more contextual considerations, in the course of the second half of the twentieth century.
...More
Article
Schmit, Christophe;
(2014)
Rapports entre équilibre et dynamique au tournant des 17e et 18e siècles
(/p/isis/citation/CBB001202411/)
Article
De Groot, Jean;
(2009)
Modes of Explanation in the Aristotelian “Mechanical Problems”
(/p/isis/citation/CBB000932570/)
Chapter
Sarnowsky, Jürgen;
(2008)
Concepts of Impetus and the History of Mechanics
(/p/isis/citation/CBB000760474/)
Book
Lawrence Sklar;
(2012)
Philosophy and the Foundations of Dynamics
(/p/isis/citation/CBB161764648/)
Article
Clutton-Brock, Martin;
Topper, David;
(2011)
The Plausibility of Galileo's Tidal Theory
(/p/isis/citation/CBB001230540/)
Article
Hartmut Hecht;
(2016)
Gottfried Wilhelm Leibniz and the Origin of the Principle of Least Action – a Never Ending Story
(/p/isis/citation/CBB198666566/)
Article
Maierù, Luigi;
(2004)
Mécanique et géométrie dans les écrits de mécanique de John Wallis: Le calcul du centre de gravité
(/p/isis/citation/CBB000500319/)
Article
Drake, Stillman;
(1980)
Newton's apple and Galileo's Dialogue
(/p/isis/citation/CBB000003185/)
Article
Naylor, Ronald H.;
(1980)
The role of experiment in Galileo's early work on the law of fall
(/p/isis/citation/CBB000006204/)
Article
Drake, Stillman;
(1974)
Galileo's work on free fall in 1604
(/p/isis/citation/CBB000010866/)
Chapter
Raffaele Pisano;
(2009)
Il ruolo della scienza archimedea nei lavori di meccanica di Galilei e Torrricelli
(/p/isis/citation/CBB275411101/)
Chapter
Teichmann, Jürgen;
(1996)
Der freie Fall bei Galilei: Messtechnik und Messmythos
(/p/isis/citation/CBB000078750/)
Article
Adler, Carl G.;
Coulter, Byron L.;
(1978)
Galileo and the Tower of Pisa experiment
(/p/isis/citation/CBB000020825/)
Article
Sardelis, Dimitris A.;
(1981)
The law of free fall: Myth and historical reality
(/p/isis/citation/CBB000008219/)
Article
Gendler, Tamar Szabó;
(1998)
Galileo and the indispensability of scientific thought experiment
(/p/isis/citation/CBB000081568/)
Article
Drake, Stillman;
(1989)
Galileo's gravitational units
(/p/isis/citation/CBB000044132/)
Article
Goosens, William K.;
(1980)
Galileo's response to the tower argument
(/p/isis/citation/CBB000007922/)
Article
Daniel Garber;
(2019)
La dynamique de Leibniz est-elle compatible avec sa monadologie ?
(/p/isis/citation/CBB392397811/)
Article
Mathieu Gibier;
(2019)
Dynamique et pneumatique : Leibniz face aux expériences paradoxales de Huygens
(/p/isis/citation/CBB962675218/)
Book
Richard S. Westfall;
(1971)
Force in Newton's Physics: The Science of Dynamics in the Seventeenth Century
(/p/isis/citation/CBB031385847/)
Be the first to comment!