Series
Papers on mathematics, dynamics and mechanics
Catalogue reference: HY/6
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This record is about the Papers on mathematics, dynamics and mechanics dating from n.d..
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Full description and record details
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Reference (The unique identifier to the record described, used to order and refer to it)
- HY/6
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Title (The name of the record)
- Papers on mathematics, dynamics and mechanics
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Date (When the record was created)
- n.d.
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Description (What the record is about)
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This grouping of records covers Cavendish's work in mathematics, dynamics and mechanics including items relating to the Schiehallion Experiment and his thoughts on flying. They were examined by Dean George Peacock, English mathematician and Anglican cleric who founded the British algebra of logic, in the late 1840s/early 1850s.
It is difficult to date Henry Cavendish's work on mathematics, dynamics and mechanics. The explanation of physical phenomena by mathematical thought and reason was one of his permanent interests. Sir Joseph Larmor F.R.S. states that "if he had no other claim to renown he would be entitled to rank high amount the theoretical physicists of his period" (Thorpe 1921 Vol. II, p399). Larmor further considers that Cavendish's time and concentration of these wide-ranging studies, combined with his experiments in other scientific areas, "were amply sufficient to account for the strengthening of Cavendish's habits of reserve and isolation. He was a natural philosopher so profound and universal as to have no time to be anything else".
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Held by (Who holds the record)
- Devonshire Collection Archives, Chatsworth
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Former department reference (Former identifier given by the originating creator)
- Via and Vib
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Physical description (The amount and form of the record)
- 5 folders (104 items)
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Record URL
- https://beta.nationalarchives.gov.uk/catalogue/id/f219c7e5-aa95-45a9-b5ed-84af69b53c74/
Catalogue hierarchy
This record is held at Devonshire Collection Archives, Chatsworth
Within the fonds: HY
The papers of Henry Cavendish (1731-1810) natural philosopher
You are currently looking at the series: HY/6
Papers on mathematics, dynamics and mechanics