Rockefeller Differential Analyser - meaning and definition. What is Rockefeller Differential Analyser
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What (who) is Rockefeller Differential Analyser - definition

MECHANICAL ANALOGUE COMPUTER DESIGNED TO SOLVE DIFFERENTIAL EQUATIONS BY INTEGRATION
Differential analyzer; Differential Analyzer; Bush differential analyzer; Bush differential analyser; UCLA Differential Analyzer
  • Early computer-and-plotter dating to 1944, solving complex equations again 70 years after.<ref name="KABATA"/>

Hope Aldrich Rockefeller         
AMERICAN NEWSPAPER PUBLISHER
Hope Rockefeller; Hope Rockefeller Aldrich
Hope Aldrich Rockefeller (born May 17, 1938) is an American newspaper publisher. She is the eldest daughter of philanthropist John Davison Rockefeller III (1906–1978) and Blanchette Ferry Hooker (1909–1992).
Rockefeller Differential Analyzer         
Wikipedia talk:Articles for creation/Rockefeller Differential Analyzer
Designed by Vannevar Bush after he became director of the Carnegie Institution for Science in Washington DC, the Rockefeller Differential Analyzer (RDA) was an all-electronic version of the Differential Analyzer, which Bush had built at the Massachusetts Institute of Technology between 1928 and 1931.V.
Alida Rockefeller Messinger         
AMERICAN PHILANTHROPIST
Alida R. Messinger; Alida Rockefeller; Alida Messinger
Alida Ferry Rockefeller Messinger (born 1948) is an American philanthropist and the youngest daughter of John Davison Rockefeller III.

Wikipedia

Differential analyser

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. A simple gear ratio of 1:2 then enables multiplication by two, so addition (and subtraction) are achieved. Multiplication is just a special case of integration, namely integrating a constant function.