differential analyzer
n.
A mechanical or electronic analog computer used to solve especially complicated differential equations.
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A mechanical or electronic analog computer used to solve especially complicated differential equations.
An analog calculator built in the 1930s by Vannevar Bush at MIT. Designed to solve differential equations, it was used in World War II to calculate ballistics tables that showed the trajectory of a projectile over distance. Containing more than a thousand gears, the machine took up an entire room. It was tediously programmed by physically changing the gears with a screwdriver and wrench, and the output was displayed as graphs. As the gears wore over time, the machine introduced inaccuracies, yet it was a remarkable breakthrough and the fastest computational tool of its kind. No more than a dozen Differential Analyzers were built.
| Although programmed with a screwdriver and wrench, Bush's Differential Analyzer was a breakthrough in its time. |
The noun has one meaning:
Meaning #1:
an analog computer designed to solve differential equations
The differential analyser was a mechanical analog 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.
Researches on solution of differential equations using mechanical devices started (discounting planimeters) 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 analyser was invented in 1876 by James Thomson, brother of Lord Kelvin. Mechanical integrators for differential equations were also designed by the italian mathematican Ernesto Pascal in 1913. A practical version of Thomson's differential analyzer was first constructed by H. W. Nieman and Vannevar Bush starting in 1927 at MIT. They published a full report on the device in 1931. D. R. Hartree of Manchester University brought the design to England, where he constructed his first model (with his student, Arthur Porter) in 1934. Over the next five years three more were added, at Cambridge University, Queen's University Belfast, and the Royal Aircraft Establishment in Farnborough. In the United States, differential analysers were built at Wright-Patterson Air Force Base and in the basement the Moore School of Electrical Engineering at the University of Pennsylvania in the early 1940s; the latter was used extensively in the assembly of artillery firing tables prior to the invention of the ENIAC, which, in many ways, was modeled after the differential analyser. Another was constructed some years later at the University of Toronto, but it appears it saw little or no use.
With Samuel H. Caldwell (one of the initial contributors in the early 1930s), Bush attempted an electrical, rather than mechanical variation (1945), but the digital computer built elsewhere showed much greater promise and the project ceased. The differential analyser was used in the development of the bouncing bomb, used to attack German hydroelectric dams during World War II.[1]
Differential analysers have also been used in the calculation of soil erosion by river control authorities. It was eventually rendered obsolete by electronic analog computers and later digital computers.
More recently, building differential analysers out of Meccano has become a popular project among serious Meccano hobbyists. An example on this is the Differential Analyzer built at Marshall University which is the only machine of its kind to be public in the United States or maybe even in the world. The use of this differential analyser is now also for educative purposes where the student not only solves a differential equation but becomes the calculator (one who calculates) and so understands better what a differential equation is.
A differential analyser is shown in operation in the the 1950 film Destination Moon, the 1951 film When Worlds Collide, and the 1956 film Earth vs. the Flying Saucers.
Variable Coefficients by William Thomson, Proceedings of the Royal Society, 24, 269-271 (1876).
with Variable Coefficients by William Thomson, Proceedings of the Royal Society, 24, 271-275 (1876).
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