Attempts have been made, principally founded on some remarks of Huygens, to show that Descartes had learned the principles of refraction from the manuscript of a treatise by Willebrord Snell, but the facts are uncertain; and, so far as Descartes founds his optics on any one, it is probably on the researches of Kepler.
He then returned to Balliol as a Snell exhibitioner; became vicar of High Ercall, Shropshire, in 1750; canon of Windsor, 1762; bishop of Carlisle, 1787 (and also dean of Windsor, 1788); bishop of Salisbury, 1791.
WILLEBRORD SNELL (1591-1626), commonly known as
In 1613 he succeeded his father Rudolph Snell (1546-1613) as professor of mathematics in the university of Leiden.
A new departure, however, was made by Willebrord Snell of Leiden in his Cyclometria, published in 1621.
For the purposes of the calculator a solution erring in excess was also required, and this Snell gave by slightly varying the former construction.
C. Huygens, in his De Circuli Magnitudine Inventa, 1654, proved the propositions of Snell, giving at the same time a number of other interesting theorems, for example, two inequalities which may be written as follows 8 - chd B }- 4 chd Bsin a (chd 0-sin >chd 8+3 (chd 0-sin 0).
As in the case of the process of 6 It is thus manifest that by his first construction Snell gave an approximate solution of two great problems of antiquity.
His third and only surviving son, George Robert Gleig (1796-1888), was educated at Glasgow University, whence he passed with a Snell exhibition to Balliol College, Oxford.
His parents were Presbyterians, but he early turned towards the Scottish Episcopal Church, and was confirmed in his first year at Oxford, having entered Balliol College in October 1830 as a Snell exhibitioner from the University of Glasgow.
In 1771, in the hope of gaining a Snell exhibition and proceeding to Oxford to study for the English Church, he went to Glasgow, where he attended the classes of Thomas Reid.
Snell, articles in the United Service Magazine (1906-1907).
Snell, and more recently by P. Picard.
Snell in 1618, as an appendix to his Observationes Hassiaceae.