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  1. Differential analyser - Wikipedia

    199 ^ Irwin, William (July 2009). "The Differential Analyser Explained". Auckland Meccano Guild. Archived from the original on 2018-11-24. Retrieved 2010-07-21.{{cite web}}: CS1 maint: bot: original URL status unknown (link) Archived
    299 ^ "Invention of the modern computer". Encyclopædia Britannica. www.britannica.com. Retrieved 2010-07-26.
    399 ^ John von Neumann, The Computer and the Brain, Part …

    199 ^ Irwin, William (July 2009). "The Differential Analyser Explained". Auckland Meccano Guild. Archived from the original on 2018-11-24. Retrieved 2010-07-21.{{cite web}}: CS1 maint: bot: original URL status unknown (link) Archived
    299 ^ "Invention of the modern computer". Encyclopædia Britannica. www.britannica.com. Retrieved 2010-07-26.
    399 ^ John von Neumann, The Computer and the Brain, Part 1, p.3, Yale University Press, The Silliman Memorial Lectures Series, 1958
    499 ^ Coriolis, Gaspard-Gustave (1836). "Note sur un moyen de tracer des courbes données par des équations différentielles". Journal de Mathématiques Pures et Appliquées. series I 1 (in French): 5–9.
    599 ^ Thomson, James (1876). "An Integrating Machine having a new Kinematic Principle". Proceedings of the Royal Society. 24 (164–170): 262–5. doi:10.1098/rspl.1875.0033. Reprinted in Thomson, James (1912). Joseph Larmor & James Thomson (ed.). Collected Papers in Physics and Engineering by James Thomson. Cambridge University Press. pp. xvii, 452–7. ISBN 0-404-06422-1.
    699 ^ Hartree, D.R. (September 1940). "The Bush Differential Analyser and its Implications". Nature. 146 (3697): 319. Bibcode:1940Natur.146..319H. doi:10.1038/146319a0. S2CID 40727987.. Lord Kelvin's descriptions: Thomson, William (1876). "Mechanical Integration of Linear Differential Equations of the Second Order with Variable Coefficients". Proceedings of the Royal Society. 24 (164–170): 269–71. doi:10.1098/rspl.1875.0035. S2CID 62694536. Thomson, …

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    The differential analyser is a mechanical analogue computer designed to solve differential equations by integration, using wheel-and-disc mechanisms to perform the integration. It was one of the first advanced computing devices to be used operationally. The original machines could not add, but then it was noticed that if the two wheels of a rear differential are turned, the drive shaft will compute the average of the left and right wheels. Addition and subtraction are then achieved by using a simple gear ratio of 1:2; the gear ratio provides multiplication by two, and multiplying the average of two values by two gives their sum. Multiplication is just a special case of integration, namely integrating a constant function.

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    Research on solutions for differential equations using mechanical devices, discounting planimeters, started at least as early as 1836, when the French physicist Gaspard-Gustave Coriolis designed a mechanical device to integrate differential equations of the first order.

    The first description of a device which could integrate differential equations of any order was published in 1876 by James Thomson, who was born in Belfast in 1822, but lived in Scotland from the age of 10. Though Thomson called his device an "integrating machine", it is his description of the device, together with the additional publication in 1876 of two further descriptions by his younger brother, Lord Kelvin, which represents the invention of the differential analyser.

    One of the earliest practical uses of Thomson's concepts was a tide-predicting machine built by Kelvin starting in 1872–3. On Lord Kelvin's advice, Thomson's integrating machine was later incorporated into a fire-control system for naval gunnery being developed by Arthur Pollen, resulting in an electrically driven, mechanical analogue computer, which was completed by about 1912. Italian mathematician Ernesto Pascal also developed integraphs for the mechanical integration of differential equations and published details in 1914.

    However, the first widely practical general-purpose differential analyser was constructed by Harold Locke Hazen and Vannevar Bush at MIT, 1928–1931, comprising six mechanical integrators. In the same year, Bush described this machine in a journal article as a "continuous integraph". When he published a further article on the device in 1931, he called it a "differential analyzer". In this article, Bush stated that "[the] present device incorporates the same basic idea of interconnection of integrating units as did [Lord Kelvin's]. In detail, however, there is little resemblance to the earlier model." According to his 1970 autobiography, Bush was "unaware of Kelvin’s work until after the first differential analyzer was operational." Claude Shannon was hired as a research assistant in 1936 to run the differential analyzer in Bush's lab.

    Douglas Hartree of Manchester University brought Bush's design to England, where he constructed his first "proof of concept" model with his student, Arthur Porter, during 1934. As a result of this, the university acquired a full scale machine incorporating four mechanical integrators in March 1935, which was built by Metropolitan-Vickers, and was, according to Hartree, "[the] first machine of its kind in operation outside the United States". During the next five years three more were added, at Cambridge University, Queen's University Belfast, and the Royal Aircraft Establishment in Farnborough. One of the integrators from this proof of concept is on display in the History of Computing section of the Science Museum in London, alongside a complete Manchester machine.

    In Norway, the locally built Oslo Analyser was finished during 1938, based on the same principles as the MIT machine. This machine had 12 integrators, and was the largest analyser built for a period of four years.

    In the United States, further differential analysers were built at the Ballistic Research Laboratory in Maryland and in the basement of the Moore School of Electrical Engineering at the University of Pennsylvania during the early 1940…

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    The model differential analyser built at Manchester University in 1934 by Douglas Hartree and Arthur Porter made extensive use of Meccano parts: this meant that the machine was less costly to build, and it proved "accurate enough for the solution of many scientific problems". A similar machine built by J.B. Bratt at Cambridge University in 1935 is now in the Museum of Transport and Technology (MOTAT) collection in Auckland, New Zealand. A memorandum written for the British military's Armament Research Department in 1944 describes how this machine had been modified during World War II for improved reliability and enhanced capability, and identifies its wartime applications as including research on the flow of heat, explosive detonations, and simulations of transmission lines.

    It has been estimated, by Garry Tee that "about 15 Meccano model Differential Analysers were built for serious work by scientists and researchers around the world".

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