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Willem 's Gravesande

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Willem 's Gravesande
Willem Jacob 's Gravesande (1688–1742)
Born26 September 1688
's-Hertogenbosch, Duchy of Brabant
Died28 February 1742 (1742-03-01) (aged 53)
Leiden, Dutch Republic
NationalityDutch
Alma materLeiden University
Known forExperimental proof of
Scientific career
FieldsPhilosopher and mathematician
InstitutionsLeiden University
Doctoral advisorJohannes Voet
Doctoral studentsPieter van Musschenbroek, Jean Allamand

Willem Jacob 's Gravesande (26 September 1688 – 28 February 1742) was a Dutch mathematician and natural philosopher, chiefly remembered for developing experimental demonstrations of the laws of classical mechanics and the first experimental measurement of kinetic energy. As professor of mathematics, astronomy, and philosophy at Leiden University, he helped to propagate Isaac Newton's ideas in Continental Europe.

Life

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Portrait of Willem Jacob 's Gravesande. Etching by J. Houbraken, after a drawing by J. Wandelaar, 1725–1750.

Born in 's-Hertogenbosch, 's Gravesande studied law at Leiden University, where he defended a thesis on suicide and earned a doctorate in 1707. He then practised law in The Hague while also participating in intellectual discussions and cultivating his interest in the mathematical sciences. His Essai de perspective ("Essay on Perspective"), published in 1711, was praised by the influential Swiss mathematician Johann Bernoulli.[1] In The Hague, 's Gravesande also helped to establish the Journal littéraire ("Literary journal"), a learned periodical first published in 1713.[2]

In 1715, 's Gravesande visited London as part of a Dutch delegation sent to welcome the Hanoverian succession in Great Britain.[2] In London, 's Gravesande met both King George I and Isaac Newton, and was elected a Fellow of the Royal Society.[3] In 1717 he became professor of mathematics and astronomy in Leiden. From that position, he was instrumental in introducing Newton's work to the Netherlands. He also obtained the chairs of civil and military architecture in 1730 and philosophy in 1734.[2] As a philosopher, he opposed fatalists like Hobbes and Spinoza.

's Gravesande was married to Anna Sacrelaire in 1720. They had two sons, both of whom died in adolescence. In 1724, Peter the Great offered 's Gravesande a position in the new Imperial Saint Petersburg Academy of Sciences. In 1737 he received an offer from Frederick the Great to join the Prussian Academy of Sciences in Berlin. He declined both offers, opting to remain in Leiden.[2]

Mechanics

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Title page of a 1747 copy of vol. 1 of Gravesande's "Mathematical Elements of Natural Philosophy"

Gravesande's main scientific work is Physices elementa mathematica, experimentis confirmata, sive introductio ad philosophiam Newtonianam ("Mathematical Elements of Natural Philosophy, Confirmed by Experiments; or, an Introduction to Newtonian Philosophy"), published in Leiden in 1720. In that book, he laid the foundations for the teaching of Newtonian mechanics through experimental demonstrations. He presented his work before audiences that included Voltaire, Albrecht von Haller, and Émilie du Châtelet (the translator of Newton's Principia whose later commentary incorporated 's Gravesande's 1722 experimental discovery of kinetic energy). 's Gravesande's book was soon translated into English by John Theophilus Desaguliers, curator of experiments for the Royal Society.[4]

In 1721, 's Gravesande became involved in a public controversy over whether the German inventor Johann Bessler, known as Councillor Orffyreus, had created a genuine perpetual motion machine. 's Gravesande at first argued for the feasibility of perpetual motion based on the conservation of the scalar quantity mv (mass multiplied by speed), which he erroneously believed was implied by Newtonian mechanics.[5] However, in 1722 he published the results of a series of experiments in which brass balls were dropped from varying heights onto a soft clay surface. He found that two balls of the same size and different masses would make identical indentations when the heights they were dropped from were inversely proportional to their masses, from which he concluded that the correct expression for the "live force" of a body in motion (currently called "kinetic energy") is proportional to mv2.[6][5]

Even though those results invalidated his original argument for the feasibility of perpetual motion, 's Gravesande continued to defend Bessler's work, claiming that Bessler might have discovered some new "active principle" of nature that allowed his wheels to keep turning. Similar views were defended at the time by Gottfried Wilhelm Leibniz, Johann Bernoulli, and others, but the modern consensus is that Bessler was perpetrating a deliberate hoax.[5] Russian Tsar Peter the Great was interested in Bessler's wheel and sought 's Gravesande's advice on the subject.[7]

's Gravesande communicated his results on the impact of falling weights to Émilie du Châtelet. Similar observations were published in 1718 by Giovanni Poleni. The interpretation of 's Gravesande's and Poleni's results led to a controversy with Samuel Clarke and other Newtonians that became a part of the so-called "vis viva dispute" in the history of classical mechanics.[6]

's Gravesande's ring

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The ring of 's Gravesande

's Gravesande is also remembered for his invention of a simple experiment demonstrating thermal expansion, which has been used in physics education since. This is known today as "'s Gravesande's experiment" or "'s Gravesande's ring". The apparatus consists of a small metal ball on a chain or handle, and a metal ring on a stand. The ring is just big enough so that when the ring and ball are at the same temperature, the ball fits through the ring. However, if the ball is heated by dipping it into boiling water or playing the flame of a spirit lamp over it, the metal will expand, and the ball will no longer fit through the ring. When the ball has cooled down, it will fit through the ring again.

Works

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  • 1720 copy of Gravesande's "Mathematical Elements of Physicks, Prov’d by Experiments"
    1720 copy of Gravesande's "Mathematical Elements of Physicks, Prov’d by Experiments"
  • Title page of "Mathematical Elements of Physicks, Prov’d by Experiments"
    Title page of "Mathematical Elements of Physicks, Prov’d by Experiments"
  • Preface to "Mathematical Elements of Physicks, Prov’d by Experiments"
    Preface to "Mathematical Elements of Physicks, Prov’d by Experiments"
  • Table from "Mathematical Elements of Physicks, Prov’d by Experiments"
    Table from "Mathematical Elements of Physicks, Prov’d by Experiments"

See also

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References

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  1. ^ Google Books Knight, C. (1841). Penny cyclopaedia of the Society for the Diffusion of Useful Knowledge, Volumes 21–22. Page 331. Retrieved 6 October 2009
  2. ^ a b c d Albert van Helden, "Willem Jacob 's Gravesande, 1688–1742", in A History of Science in The Netherlands, eds. K. van Berkel, A. van Helden and L. Palm, (Leiden: Brill, 1999), pp. 450–453
  3. ^ "Library and Archive catalogue". Royal Society. Retrieved 28 February 2012.
  4. ^ "John Theophilus Desaguliers (1683–1744): popularising Newton", Isaac Newton and Newtonianism, Whipple Library, University of Cambridge
  5. ^ a b c Jenkins, Alejandro (2013). "The mechanical career of Councillor Orffyreus, confidence man". American Journal of Physics. 81 (6): 421–427. arXiv:1301.3097. Bibcode:2013AmJPh..81..421J. doi:10.1119/1.4798617. S2CID 118678318.
  6. ^ a b Iltis, Carolyn (2009). "The Leibnizian-Newtonian Debates: Natural Philosophy and Social Psychology". The British Journal for the History of Science. 6 (4): 343–377. doi:10.1017/S000708740001253X. S2CID 144194873.
  7. ^ Werrett, Simon (2010). "The Schumacher Affair: Reconfiguring Academic Expertise across Dynasties in Eighteenth-Century Russia". Osiris. 25: 104–126. doi:10.1086/657265. S2CID 145788508.

Further reading

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  • A. R. Hall, "'s Gravesande, Willem Jacob", in Dictionary of Scientific Biography, vol. V, (New York: 1972), pp. 509–11.
  • C. de Pater, "Experimental Physics", in Leiden University in the Seventeenth Century, An Exchange of Learning (Leiden: 1975), pp. 308–327.
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