SIMULATION OF ELLIPTIC EQUATIONS USING COMPUTER STRUCTURES.

The article considers the creation from a processor decision element of a computer structure intended to solve partial differential equations and, in particular, elliptic equations. It is shown that all the requirements involved are best met by an element that realizes the operator Z equals (A//1C//1 plus AC)/BD, where A//1, C//1, A, C, B, D are operators in turn. A processor put together from these elements makes it possible to automate the approximation procedure for the initial equation. The process of solving elliptic equations using a computer structure consisting of the proposed processors is investigated. The iteration method and the spatial scanning method are considered as simulation methods.