Unpublished paper, 'A new method of discovering the equations of caustics' by G H S [George Henry Sacheverell] Johnson
Reference number: AP/19/15
Date: 1835
Description
Johnson, Tutor of Queen's College Oxford, seeks a new method for calculating the polar equation of a caustic, using differential equations. Includes two diagrams of light rays being reflected in the text.
Subject: Mathematics / Geometry / Optics
Received 19 February 1835 by John George Children. Communicated by the Reverend Baden Powell.
Whilst the Royal Society declined to publish this paper in full, an abstract of the paper was published in volume 3 of Abstracts of the Papers Printed in the Philosophical Transactions of the Royal Society of London [later Proceedings of the Royal Society] as 'A new method of discovering the equations of caustics'.
- Reference number
- AP/19/15
- Earliest possible date
- 1835
- Physical description
- Ink on paper
- Page extent
- 20 pages
- Format
- Manuscript
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Citation
George Henry Sacheverell Johnson, Unpublished paper, 'A new method of discovering the equations of caustics' by G H S [George Henry Sacheverell] Johnson, 1835, AP/19/15, The Royal Society Archives, London, https://makingscience.royalsociety.org/items/ap_19_15/unpublished-paper-a-new-method-of-discovering-the-equations-of-caustics-by-g-h-s-george-henry-sacheverell-johnson, accessed on 04 December 2024
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A new method of discovering the equations of caustics External link, opens in new tab.
Date: 31st December 1837
DOI: 10.1098/rspl.1830.0192
Hierarchy
This item is part of:
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Archived papers: volume 19, scientific papers submitted the Royal Society unpublished or abstracted, 1833-1835
1835 Reference number: AP/19
Related Fellows
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Baden Powell
Communicator -
John George Children
Recipient
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Archived Papers
Dates: 1768-1989
The 'Archived Papers' collection is comprised of original manuscript scientific papers and letters submitted to the Royal Society which remained unpublished or were abstracted in the journal 'Proceedings of the Royal Society' published from 1830 onwards.View collection