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X.—Researches in Contact Electricity: Thesis for the Degree of Doctor of Science

Published online by Cambridge University Press:  06 July 2012

Extract

At the surface of separation of any two different substances in contact, there exists in general an electromotive force tending to maintain a certain difference of potential between them. This principle, established for metals by Volta in 1796, has been extended by later investigators to other substances, including liquids and gases. From these early researches of Volta, and the later more elaborate inquiries of Kohlrausch, Hankel, and Gerland, there have been deduced certain fundamental laws, which have been fully corroborated by the recent work of Clifton, and Ayrton and Perry. If, of a number of conductors set serially in contact, the difference of potential between each successive pair is quantitatively estimated and reckoned positive or negative, according as the first member of the pair is at a higher or lower potential than its successor, then the difference of potential between the first and last members of the chain is equal to the algebraic sum of the potential differences between the successive contiguous pairs.

Type
Research Article
Copyright
Copyright © Royal Society of Edinburgh 1883

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References

page 271 note * Annales de Chimie, vol. xl. p. 225 (1801)Google Scholar; also “Wiedemann's “Galvanismus,” vol. i. §§ 1–7 and 14.

page 271 note † Poggendorffs Annalen, vol. lxxxii. p. 1 (1851), and vol. lxxxviii. p. 465 (1853).

page 271 note ‡ Ibid., vol. cxv. p. 57 (1862), and vol. cxxvi. p. 286 (1865).

page 271 note § Ibid., vol. cxxxiii. p. 513 (1868).

page 271 note ║ Proceedings of the Royal Society (London), vol. xxvi. (1877)Google Scholar.

page 271 note ¶ Ibid., vols. xxvii. (1878), and xxviii. (1879).

page 272 note * See the papers of Kohlrausch, Hankel, Clifton, and Ayrton and Perry, cited above.

page 272 note † Transactions of the Royal Society of Edinburgh (1851).

page 272 note ‡ Ibid. (1870–71).

page 273 note * Electricity and Magnetism, vol. i. § 249.

page 273 note † Pogg. Ann., vol. cxxvi. p. 286 (1865)Google Scholar.