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Titlebook: Exploring the Limits of Preclassical Mechanics; A Study of Conceptua Peter Damerow,Gideon Freudenthal,Jürgen Renn Book 2004Latest edition S

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Introduction,cs: the free fall of bodies and the composition of motions and forces. The choice of these two topics is not arbitrary, for the theorems developed to account for them were the cornerstones of all studies of motion of the time, whether they already formed part of classical mechanics or still preceded its establishment.
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Concept and Inference: Descartes and Beeckman on the Fall of Bodies,ieval ways of thought. The subject of the law is the relation between the space traversed by a falling body and the time elapsed. The law states that under certain conditions the spaces traversed measured from rest are proportional to the squares of the times elapsed.
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Conservation and Contrariety: The Logical Foundations of Cartesian Physics,; for it explicitly introduces the logical presuppositions necessary for a system of causal explanations of physical phenomena using equations. While it is true that Descartes himself takes very little advantage of the possibilities created by the introduction of these prerequisites (there is, for i
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,Proofs and Paradoxes: Free Fall and Projectile Motion in Galileo’s Physics, classical theory as it emerged in the contributions of Newton and others, but, following this widespread interpretation, Galileo did take the first decisive steps: he criticized and overcame the traditional Aristotelian world picture, he introduced the experimental method, he concentrated on a syst
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Epilogue,t an essential part of it. In the three studies presented here, we have tried to illuminate some aspects of these origins, in particular, the question of what it means for classical mechanics to originate. However, contrary to the widespread view that at least Galileo crossed the borderline between
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Documents,ave adopted its rendering as far as possible. Almost every adopted translation has undergone some significant changes, which are not indicated individually. The extensive quotations from Galileo’s . (Drabkin) and . (Drake) have, however, been taken over largely unchanged.
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