Willem 's Gravesande

Willem 's Gravesande

Willem Jacob 's Gravesande (1688–1742)
Born 26 September 1688
's-Hertogenbosch, Netherlands
Died 28 February 1742
Leiden, Netherlands
Residence Netherlands
Nationality Netherlands
Fields Philosopher and mathematician
Institutions Leiden University
Alma mater Leiden University
Doctoral advisor John Theophilus Desaguliers
Herman Boerhaave
Doctoral students Pieter van Musschenbroek, Jean Allamand
Known for Experimental proof of E_k = \begin{matrix} \frac{1}{2} \end{matrix} mv^2
Influences Isaac Newton
Influenced Émilie du Châtelet

Willem Jacob 's Gravesande (26 September 1688 – 28 February 1742) was a Dutch philosopher and mathematician.

Contents

Life

Born in 's-Hertogenbosch, he studied law in Leiden and wrote a thesis on suicide. He was praised by John Bernoulli[1] when he published his book Essai de perspective. In 1715, he visited London and King George I. He became a member of the Royal Society. In 1717 he became professor in physics and astronomy in Leiden, and introduced the works of his friend Newton in the Netherlands. He opposed fatalists like Hobbes and Spinoza. In 1724, Peter the Great offered him a job in Saint Petersburg, but Willem Jacob did not accept.

His main work is Physices elementa mathematica, experimentis confirmata, sive introductio ad philosophiam Newtonianam or Mathematical Elements of Natural Philosophy, Confirm'd by Experiments (Leiden 1720), in which he laid the foundations for teaching physics. Voltaire and Albrecht von Haller were in his audience, Frederic the Great invited him in 1737 to come to Berlin.

His chief contribution to physics involved an experiment in which brass balls were dropped with varying velocity onto a soft clay surface. His results were that a ball with twice the velocity of another would leave an indentation four times as deep, that three times the velocity yielded nine times the depth, and so on. He shared these results with Émilie du Châtelet, who subsequently corrected Newton's formula E = mv to E = mv2. (Note that though we now add a factor of 1/2 to this formula to make it work with coherent systems of units, the formula as expressed is correct if you choose units to fit it.)

Works

References

  1. ^ Google Books Knight, C. (1841). Penny cyclopaedia of the Society for the Diffusion of Useful Knowledge, Volumes 21–22.  Page 331. Retrieved 2009-10-06

External links