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  • Euler y los absolutos

    José E. Marquina
    41-0
    2015-01-01
    Abstract:
    This work seeks to discuss the arguments posed by Leonhard Euler (1707-1783) in favour of considering space, time and movement as absolute concepts as opposed to relational ones. To this end, points made by Euler concerning this topic are analyzed in four of his works: Mechanica Sive Motus Scientia Analytice (1737), Reflexions sur l'espace et le temps (1748), Lettres a una princesse d'Allemagne sur divers sujets de physique \& de philosophie (written between 1760 and 1762), and Theoria Motus Corporum Solidorum Seu Rigidorum (1765).
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  • Euler y la Mecánica

    José E. Marquina
    77-83
    2019-01-21
    Abstract:

    En este trabajo se presentan las principales aportaciones de Leonhard Euler a la mecánica, que van desde la invaluable transcripción de la mecánica newtoniana al lenguaje del cálculo diferencial e integral, hasta su peculiar interpretación, en términos de la impenetrabilidad, de la Tercera Ley de Newton, pasando por su profunda valoración del concepto de inercia y su aportación relativa a plantear la Segunda Ley de Newton en coordenadas cartesianas.

     

    In this work it is presented the Leonhard Euler more important contributions to mechanics, from the invaluable transcriptions of the newtonian mechanics to integral and diferential calculus, up to his peculiar interpretation of the Newton’s Third Law in terms of the impenetrability, going through his profound evaluation about the inertia concept and his great idea to pose the Newton’s Second Law in cartesians coordinates.

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    DOI: https://doi.org/10.31349/RevMexFisE.65.77
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