94 Klaas Van Berkel for Early Modern Scholars, Isaac Beeckman Is

Total Page:16

File Type:pdf, Size:1020Kb

94 Klaas Van Berkel for Early Modern Scholars, Isaac Beeckman Is 94 Early Science and Medicine 21 (2016) 94-96 book reviews Klaas van Berkel Isaac Beeckman on Matter and Motion. Mechanical Philosophy in the Making (Baltimore, The Johns Hopkins University Press, 2013), 265 pp., $39.95, ISBN 978 1 421 409 368. For early modern scholars, Isaac Beeckman is mostly known as Descartes’ friend, and as the one who renewed Descartes’ interest in natural philosophy through a fortuitous encounter in the Dutch city of Breda in 1618. But, most of the time, Beeckman is not considered as a very thoughtful and original phi- losopher or scientist, but rather as the match that lit the genius of the French philosopher. With this book, Klaas van Berkel successfully manages to change this picture. This publication is a translation into English and a revised version of Van Berkel’s 1983 PhD dissertation, which was initially written in Dutch (Isaac Beeckman (1588–1637) en de mechanisering van het wereldbeeld, Amster- dam, Rodopi, 1983). It makes the ideas and precise information on the Dutch philosopher that Van Berkel had uncovered more than 30 years ago accessible to a wider readership. The first three chapters compose a biography of Beeckman, the last four are a more systematic study of Beeckman’s ideas from the perspective of the his- tory of philosophy and science, with a particular focus on his mechanism. The first part offers a wonderfully lively biography, which is so rich in detail that it would be impossible to fully do justice to it here. One follows Isaac Beeckman from his birth in 1588 in Zeeland, through the various steps of his education (including mathematics with the Leiden Professor Rudolph Snelli- us, theology, philosophy, and medicine) in the Low Countries and France, to his appointments as school teacher and his exchanges with Descartes, Gas- sendi, and Mersenne, eventually to his death in 1637 in Dordrecht. It is an ex- tremely enjoyable contextual portrait of the Dutch natural philosopher, offering a pleasurable read for the interested reader and a mine of information about the Dutch context of the first half of the seventeenth century for early modern scholars. Van Berkel has indeed managed to convey, in a way similar to seventeenth-century Dutch paintings, an animated portrait that articulates the profusion of details of everyday life in small cities of the Low Countries, the intellectual endeavors and emotional episodes of Isaac Beeckman’s life, and its institutional setting. It is remarkable that Van Berkel never falls into mere anecdote, but this biography supports the historical and philosophical account he intends to give of Beeckman’s thought. Therefore the book’s subtitle (“Me- chanical Philosophy in the Making”) does not only refer to a conceptual genetic reconstruction of Beeckman’s philosophy. Rather the making of mech- anism implies that natural philosophy is also an activity with social, cultural, ISSN 1383-7427 (print version) ISSN 1573-3823 (online version) ESM 1 © koninklijke brill nv, leiden, 2016 | doi Early10.1163/15733823-00211p10 Science and Medicine 21 (2016) 94-96 book reviews 95 religious, and technical dimensions. Klaas van Berkel has fully succeeded in accounting for all those dimensions through Beeckman’s biography. Mechani- cal philosophy here results from the integration of diverse experiences made through a lifetime, and especially from the conjunction of artisanal skills and speculative knowledge. The second part of the book is devoted to the study of Beeckman’s mechan- ical philosophy. The principles of Beeckman’s mechanism derive from a theory of matter grounded in atomism and a theory of motion based on inertia (for circular as well as rectilinear motion). Contrary to other atomists of the period like Giordano Bruno or Pierre Gassendi, Beeckman conceived a purely mecha- nist atomism in which all physical processes occur by contact of passive chunks of matter. However groundbreaking his approach was in this respect, Beeck- man never tried to account for the phenomena in an experimental way or to confirm the corpuscular explanations he had devised. Instead he was content with producing corpuscular explanations that could account for phenomena and were faithful to his methodological principles, namely the appeal to “a combination of mathematics and physics” (77), and the possibility for the hu- man mind to visually represent those explanations. But Beeckman’s physico- mathematics did not amount to a “mathematization of nature” in the Galilean way, but rather to the application of mechanical properties to bodies repre- sented according to their geometrical figures. Even if he did make numerous observations, when it came to account for phenomena, his mechanical expla- nations remained mostly speculative. Since, according to Van Berkel, Beeckman was the first to propose an en- tirely mechanical philosophy (developed mainly from 1612 to 1618) and had no model to follow on that path, it remains to explain how Beeckman came to formulate this conception of nature and causation. In chapter 6, Van Berkel offers a synthesis of Beeckman’s sources, that is, first of all, his readings, in particular Lucretius, who may have offered some confirmation for Beeckman’s own atomist ideas, Simon Stevin for his works on mechanics and his use of il- lustrations, and Peter Ramus for the visual dimension involved in thinking; but secondly, his religious convictions, according to which God had created nature in such a way that it was entirely understandable; and thirdly, his background as a craftsman, which led him to see the world as a machine. Regarding the latter, Beeckman, a teacher at a Latin school with significant bookish erudition, was also trained in candle and water conduit making. Van Berkel’s interpretation of the genesis of Beeckman’s ideas is therefore a con- vincing paradigm of what scholars like Edgar Zilsel, Pamela Smith, or Pamela Long have tried to demonstrate, namely that the Scientific Revolution might be seen as arising from a conjunction of craftsmanship and more abstract Early Science and Medicine 21 (2016) 94-96.
Recommended publications
  • Evangelische Theologische Faculteit, Leuven ISAAC BEECKMAN
    Evangelische Theologische Faculteit, Leuven ISAAC BEECKMAN (1588-1637) AND THE RISE OF MODERN SCIENCE: AN EXPLORATION OF BEECKMAN’S THEOLOGICAL THOUGHT IN THE CONTEXT OF HIS MECHANICAL PHILOSOPHY A Thesis Submitted in Partial Fulfilment of the Requirements for the degree of Master of Arts in Theology and Religious Studies in the Department of Historical Theology Advisors: Prof. Dr. Antoon Vos and Drs. Matthias Mangold by Ben Van Acker Leuven, Belgium July 2019 CONTENTS PREFACE ............................................................................................................................................ V ABSTRACT .......................................................................................................................................... VII INTRODUCTION ..................................................................................................................................... 1 The Discovery of Beeckman’s Journal 1 Religion and the Rise of Modern Science 4 Science from the Perspective of University Thought 5 Methodology 7 CHAPTER 1. BEECKMAN’S LIFE, FAITH AND EDUCATION ............................................................. 10 Introduction 10 The Birth of a Craftsman, Theologian and Natural Philosopher 10 The Christian Faith of a Natural Scientist 17 Beeckman’s Academic Training 26 Theology in the Time of Early and High Orthodoxy 31 Summary 36 CHAPTER 2. GOD’S BOOK OF NATURE AND ITS MECHANICAL WORKING ................................. 38 Introduction 38 The Author, the Book of Nature and Its Readers
    [Show full text]
  • THE INVENTION of ATOMIST ICONOGRAPHY 1. Introductory
    THE INVENTION OF ATOMIST ICONOGRAPHY Christoph Lüthy Center for Medieval and Renaissance Natural Philosophy University of Nijmegen1 1. Introductory Puzzlement For centuries now, particles of matter have invariably been depicted as globules. These glob- ules, representing very different entities of distant orders of magnitudes, have in turn be used as pictorial building blocks for a host of more complex structures such as atomic nuclei, mole- cules, crystals, gases, material surfaces, electrical currents or the double helixes of DNA. May- be it is because of the unsurpassable simplicity of the spherical form that the ubiquity of this type of representation appears to us so deceitfully self-explanatory. But in truth, the spherical shape of these various units of matter deserves nothing if not raised eyebrows. Fig. 1a: Giordano Bruno: De triplici minimo et mensura, Frankfurt, 1591. 1 Research for this contribution was made possible by a fellowship at the Max-Planck-Institut für Wissenschafts- geschichte (Berlin) and by the Netherlands Organization for Scientific Research (NWO), grant 200-22-295. This article is based on a 1997 lecture. Christoph Lüthy Fig. 1b: Robert Hooke, Micrographia, London, 1665. Fig. 1c: Christian Huygens: Traité de la lumière, Leyden, 1690. Fig. 1d: William Wollaston: Philosophical Transactions of the Royal Society, 1813. Fig. 1: How many theories can be illustrated by a single image? How is it to be explained that the same type of illustrations should have survived unperturbed the most profound conceptual changes in matter theory? One needn’t agree with the Kuhnian notion that revolutionary breaks dissect the conceptual evolution of science into incommensu- rable segments to feel that there is something puzzling about pictures that are capable of illus- 2 THE INVENTION OF ATOMIST ICONOGRAPHY trating diverging “world views” over a four-hundred year period.2 For the matter theories illustrated by the nearly identical images of fig.
    [Show full text]
  • The Birth of Scientific Publishing — Descartes in the Netherlands
    A Century of Science Publishing E.H. Fredriksson (Ed.) IOS Press, Chapter The Birth of Scientific Publishing — Descartes in the Netherlands Jean Galard Cultural Department, Musée du Louvre, Paris, France René Descartes (–) occupies an eminent place at a crucial moment in the history of thought. He played a decisive role when the medieval scholastic tra- dition was supplanted by the modern scientific mind. His personal contribution to the attainments of science was perhaps modest (most of his theories were soon out- dated). But he incarnated a new attitude of the mind towards the world; he for- mulated a new method; he furnished the essential bases for the future development of knowledge. His books, which were all written in the Netherlands, are examples of the spectacular birth of scientific publications. However, by a noteworthy paradox, they were directed against the cult of the Book. Descartes, like Galileo, relied on observation, on direct experience, aided by reasoning, at a time when intellectual authority was incarnated by the canonical books, those of Aristotle. The Cartesian moment in the history of thought is marked by a refusal of opinions conveyed by ancient books. It was the moment of the true re-foundation of thought, indepen- dent of bookish culture. An anecdote illustrates it well. A gentleman went to visit Descartes at Egmond, in Holland, where the philosopher resided from , and asked him for the books of physics that he used. Descartes declared that he would willingly show them to him: he took his visitor in a courtyard, behind his dwelling, and showed the body of a calf that he was about to dissect.
    [Show full text]
  • Quaestiones Infinitiae
    Quaestiones Infinitiae PUBLICATIONS OF THE DEPARTMENT OF PHILOSOPHY AND RELIGIOUS STUDIES UTRECHT UNIVERSITY VOLUME LXXII Copyright © 2013 by R.O. Buning All rights reserved Cover illustrations, above: Reneri’s signature from his letter to De Wilhem of 22 October 1631 (courtesy of Universiteitsbibliotheek Leiden). Below: Rembrandt Harmensz. van Rijn, Portrait of a Scholar (1631), The State Hermitage Museum, St. Petersburg, Russia/Wikimedia Commons, http://commons.wikimedia.org /wiki/File:Rembrandt_Harmenszoon_van_Rijn_-_A_Scholar.JPG. Cover design: R.O. Buning This publication has been typeset in the “Brill” typeface. © 2011 by Koninklijke Brill NV, Leiden, The Netherlands. All rights reserved. http://www.brill.com/brill-typeface Printed by Wöhrmann Printing Service, Zutphen ISBN 978-94-6103-036-8 Henricus Reneri (1593-1639) Descartes’ Quartermaster in Aristotelian Territory Henricus Reneri (1593-1639) Descartes’ kwartiermaker in aristotelisch territorium (met een samenvatting in het Nederlands) Proefschrift ter verkrijging van de graad van doctor aan de Universiteit Utrecht op gezag van de rector magnificus, prof. dr. G.J. van der Zwaan, ingevolge het besluit van het college voor promoties in het openbaar te verdedigen op dinsdag 12 november 2013 des middags te 12.45 uur door Robin Onno Buning geboren op 7 juni 1977 te Nijmegen Promotor: Prof. dr. Th.H.M. Verbeek The research for this dissertation has been conducted within the project “Descartes and his Network,” which was made possible by the Netherlands Organization for Scientific Research (NWO) under grant number 360-20-140. Contents Acknowledgements ix Abbreviations xi Introduction 1 Chapter 1. Biography I: A Promising Philosopher 13 1.1. Birth and Early Youth (1593-1611) 13 1.2.
    [Show full text]
  • El Encuentro Entre René Descartes E Isaac Beeckman (1618-1619)
    El encuentro entre René Descartes e Isaac Beeckman (1618-1619): El tratado hidrostático * (The Meeting between René Descartes and Isaac Beeckman (1618-1619): The Hydrostatic Treatise) Jorge MORENO Recibido: 04.10.2012 Versión final: 17.05.2013 BIBLID [0495-4548 (2014) 29: 79; pp. 149-166] DOI: 10.1387/theoria.6646 RESUMEN: El tratado hidrostático fue uno de los primeros textos de Descartes, fruto de su decisivo encuentro con Isaac Beeckman. En este artículo, analizaremos cómo fue concebido y los motivos que llevaron a Descartes a cuestionar alguno de los aspectos fundamentales de la física matemática de Beeckman. Este episodio está ín- timamente relacionado con la independencia de las disciplinas matemáticas y su aplicación a cuestiones propias de la filosofía natural. Palabras clave: Beeckman; Descartes; física matemática; atomismo; continuo; paradoja hidrostática; neumática. ABSTRACT: Descartes’ hydrostatic treatise was one of his first text, fruit of his crucial meeting with Isaac Beeckman. In this article, we will analyse how it was conceived and the reasons which leaded Descartes to question some fundamental aspects of Beeckman’s Physico-mathematics. This subject is closely connected with the autonomy and implementation of mathematical sciences to typical matters of natural philosophy. Keywords: Beeckman; Descartes; Physico-mathematics; atomism; continuum; hydrostatic paradox; pneumatics. Descartes tenía 22 años cuando, a finales de 1618, llegó a Breda, por aquel entonces un enclave estratégico de la guerra de los treinta años, donde se alistó en el ejército, al- go que le permitiría viajar por el norte de Europa y que era compatible con su interés por las matemáticas y las artes mecánicas.
    [Show full text]
  • Beeckman, Descartes and the Force of Motion
    Beeckman, Descartes and the force of motion RICHARD ARTHUR DEPARTMENT OF PHILOSOPHY MCMASTER UNIVERSITY HAMILTON, ONTARIO L8S 4K1 CANADA. E-mail: [email protected] Abstract In this reassessment of Descartes’ debt to his mentor Isaac Beeckman, I argue that they share the same basic conception of motion: the force of a body's motion—understood as the force of persisting in that motion, shorn of any connotations of internal cause—is conserved through God's direct action, is proportional to the speed and magnitude of the body, and is gained or lost only through collisions. I contend that this constitutes a fully coherent ontology of motion, original with Beeckman and consistent with his atomism, which, notwithstanding Descartes' own profoundly original contributions to the theory of motion, is basic to all his further work in natural philosophy. Beeckman, Descartes and the force of motion 2 1. INTRODUCTION: DESCARTES’ CASTIGATION OF BEECKMAN In October 1629 René Descartes reacted with scorn and indignation to suggestions that he might have learned anything from his good friend Isaac Beeckman during their enthusiastic collaboration in Breda in 1618-19.1 Relations deteriorated, and a year later, in October 1630, Descartes wrote a long and vituperative letter to Beeckman that was clearly intended to be psychologically crushing, in which he scathingly disavowed any influence from Beeckman whatever.2 This has been interpreted by Klaas van Berkel as an attempt by Descartes, and a successful one too, to discourage Beeckman from his intention to
    [Show full text]
  • Libertus Fromondus' Escape from the Labyrinth of the Continuum
    LIBERTUS FROMONDUS’ ESCAPE FROM THE LABYRINTH OF THE CONTINUUM (1631) CARLA RITA PALMERINO* Abstract This article is concerned with a previously little studied work, the Labyrinthussivede compositionecontinuiliberunus(1631),in which Libertus Fromondus attacked the atom- istic theory, which at the time was finding supporters at the University of Louvain. I try to identify Fromondus’ sources and polemical targets, to summarise his mathematical and physical arguments against atomism, and to understand his nominalist solution to the prob- lem of the composition of the continuum. Moreover, I situate the Labyrinthusin the context of seventeenth-century theories of matter and motion and attempt to provide new evidence of Fromondus’ possible influence on Galileo and of his undeniable influence on Leibniz. Keywords: Libertus Fromondus – Galileo Galilei – Gottfried Wilhelm Leibniz – composition of the continuum – atomism 1. Introduction Between December 1628 and August 1629, Pierre Gassendi undertook an extended tour of the Low Countries, which had a profound impact on the develop- ment of his Epicurean project. Having originally planned to compose an apology of Epicurus’ life and ethical teaching, Gassendi left the Low Countries with the conviction that he would have to extend his study in order to cover the whole of Epicurean philosophy. The episode that contributed the most to this change of mind was probably his encounter in Dordrecht with Isaac Beeckman, whom Gas- sendi described in a letter as ‘the best philosopher I have ever met’.1 Also impor- tant was his sojourn at Louvain, where Gassendi was the guest of Erycius Pute- anus, the author of an EpicurisententiaealiquotaculeataeexSeneca(1609), which he had recently read.
    [Show full text]
  • Dressing for Altitude U.S
    Anybody who has watched many movies or Dennis R. Jenkins television shows has seen them—the ubiquitous About the Author silver suits worn by pilots as they explore the unknown. They are called pressure suits, and Dressing one can trace their lineage to Wiley Post or, Dressing perhaps, a bit earlier. There are two kinds of pressure suits: partial U.S. Aviation Pressure Suits–Wiley Post to Space Shuttle Pressure Suits–Wiley Post Aviation U.S. for Altitude pressure and full pressure. David Clark, once pointed out that these were not very good U.S. Aviation Pressure Suits–Wiley Post to Space Shuttle names, but they are the ones that stuck. In a partial-pressure suit, the counter-pressure is not as complete as in a full-pressure suit, but it Dennis R. Jenkins is placed so that shifts in body fl uids are kept One of the unsigned authors of an Air Force history of within reasonable limits. On the other hand, a the Wright Air Development Center wrote an epilogue full-pressure suit, which is an anthropomorphic that conveyed the awe associated with aviation pressure pressure vessel, creates an artifi cial environment suits during the mid-1950s. “The high point in the for the pilot. development of the altitude suit was reached on June for 17, 1954 when Maj. Arthur Murray rode the rocket- One type of pressure suit is not necessarily propelled X-1A to an altitude in excess of 90,000 feet. “better” than the other, and both partial-pressure When Murray reached the peak of his record setting and full-pressure suits are still in limited use fl ight, he was atop more than 97 percent of the atmo- around the world.
    [Show full text]
  • Lucretius and the History of Science
    8 MONTE JOHNSON AND CATHERINE WILSON Lucretius and the history of science The central aim of the DRN was to demolish religious belief and banish superstitious fear. To that end Lucretius, following Epicurus’ largely lost On Nature,1 referred the production of all effects to the motion and interaction of atoms and denied all providential regulation of the universe: ‘Nature is her own mistress and is exempt from the oppression of arrogant despots, accomplishing everything by herself spontaneously and independently and free from the jurisdiction of the gods’ (2.1090–2). By way of accomplishing its aim, the poem addressed a range of scientific subjects: nutrition, percep- tion and mental illness; cosmology, the seasons and eclipses; thunder, clouds, and the magnet; the emergence and evolution of animal and vegetable life; contagion, poisoning and plague. Reintroduced into a Christian culture in which metaphysics and natu- ral philosophy were dominated by a theory of providence and bolstered by Platonic-Aristotelian arguments against materialism, Lucretius’ poem pro- duced both fascination and alarm. The theses that reality consists exclusively of atoms and void, that atomic interactions are purposeless and reflect no plan, that there are no immaterial spirits, and that the gods do not care about humanity and produce no effects in the visible world were purged of some features and variously absorbed and reworked into the so-called ‘new philosophy’ of the seventeenth century. Thanks in large measure to their compelling presentation in Lucretius’
    [Show full text]
  • Das Volle Und Das Leere. Zur Geschichte Des Vakuums In
    07 Hartmut Böhme 23.07.2003 13:38 Uhr Seite 2 Hartmut Böhme stehen, um seinen wissenschaftshistorischen Kontext zu demonstrieren. Das Das Volle und das Leere Gemälde ist die präziseste Visualisierung der Newtonschen Welt, die man sich Zur Geschichte des Vakuums im Medium der Kunst denken kann, und zugleich eine Art Sentimentalisie- rung des metaphysischen Schauders, von dem das 17. Jahrhundert ange- sichts der Leere erfaßt war. 1. Einleitung: Zur technischen Bemeisterung der Luft Es war von größter kultureller und wissenschaftlicher Bedeutung, daß man 2. Leukipp und Demokrits Lehre von den Atomen und der Leere praktische Techniken der Nutzung und Bemeisterung der Luft erfand. Diese Entwicklung reichte von der antiken Pneumatik bis zur heutigen Entdeckung Am Anfang steht ein kühner Gedanke: die Welt sei aus unsichtbaren, unent- des Pneu als Bauprinzip aller organischen Formen, die ihrerseits technisch standenen und unvergänglichen, unteilbaren, qualitätslosen, ihrer Form nachgeahmt werden1.Die Erfindung von Schiff und Segel wird mythisch als nach indes verschiedenartigen Atomen gebildet. In einem anfangslosen, Tat von Kulturheroen gefeiert. Das Segel supplementiert erst und ersetzt unendlichen leeren Raum differenzieren sich durch Zusammenstöße, Wirbel, dann die Muskelkraft für die strömungsunabhängige Schiffsbewegung. Die Verhakungen, Häufungen, Verflechtungen, Stauungen vibrierende Massen Nutzung der Windenergie, auch durch die aus dem Orient stammenden aus Atomen. Aus ihnen konglomerieren in einem ungesteuerten Zufallspro- Windmühlen,
    [Show full text]
  • What to Do with Seventeenth-Century Natural Philosophy? a Taxonomic Problem1
    What To Do With Seventeenth-Century Natural Philosophy? A Taxonomic Problem1 Christoph Lüthy University of Nijmegen The issue at stake According to our history books, modern philosophy and modern science were both born in the seventeenth century. If this was merely a matter of temporal coincidence, there would be nothing remarkable about it. But the two phenomena appear to be connected: historians of philosophy and historians of science do not only look to the same time period for the birth date of their respective modern histories, but they often look to the same people and in some cases even to the same texts. What are the implications of this overlap?If the history of philosophy and the history of science could be so completely mapped upon each other as to appear as one identical enterprise, this would constitute a lesser prob- lem. It would then sufªce to explain how it came that two enterprises that today are quite distinct pursuits joined hands for a certain period. But the problem is much more vexing than that: while it is generally understood that the redeªnition of philosophy and the birth of modern scientiªc methods are linked phenomena, no one has ever taken them to constitute identical enterprises. At the same time, the type of link between the two 1. This essay deals mainly with the following two publications: 1) Daniel Garber and Michael Ayers, eds., Cambridge History of Seventeenth-Century Philosophy (1998), here abbre- viated as Cambridge History; 2) Jean-Pierre Schobinger, ed., Grundriss der Greschichte der Philosophie begründet von Friedrich Ueberweg.
    [Show full text]
  • René Descartes Kristina Beall
    Ouachita Baptist University Scholarly Commons @ Ouachita Department of Mathematics and Computer Math Class Publications Sciences 2017 René Descartes Kristina Beall Follow this and additional works at: https://scholarlycommons.obu.edu/math Part of the Mathematics Commons René Descartes Kristina Beall History of Mathematics September 29, 2017 Beall 2 Abstract: René Descartes is a mathematician, philosopher, scientist, and Christian, who made a profound impact on the world of mathematics and science. Descartes is known as the founder of analytical geometry. He was born in France in 1596. Descartes was raised by his grandmother until he went to Jesuit college of Le Fléche. Le Fléche was where Descartes was first exposed to mathematics and philosophy. After university, Descartes met Isaac Beeckman in 1618, while serving in the military. Isaac Beeckman was the main motivator for Descartes’ pursuit in mathematics. Descartes studied under Beeckman briefly. While corresponding with Beeckman, Descartes revealed the foundations of analytical geometry through his discovery that algebraic equations can be solved using a proportional compass and geometric shapes. In 1637, his only mathematical publication, Geometry, was published. Geometry was one of Descartes most important works ever published. The ideas in Geometry fueled research and insight in physics and philosophy and even contributed to Descartes’ proofs of God’s existence. The details of Descartes’ strong belief in God as the reason for everything are explained in his work, Meditations. Descartes’ proof of the existence of God guided all of his work. It was through his attempt to prove the existence of God that Descartes discovered his mathematical contributions and made his contributions to the development of Cartesian mathematics.
    [Show full text]