Abstract

A method of simulating the operation of a digital differential analyser (d.d.a.) is presented. This technique enables the numerical solution of a differential equation to be generated with relative ease and economy. By using a trapezoidal integration scheme and simulating a parallel-organized digital differential analyser, computer processing time can be kept small. Results are given for representative equations and the figures amply demonstrate the considerable economies that can be achieved at acceptable accuracies.

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