MATHEMATICAL MODELING OF DYNAMIC PROBLEMS METHOD OF BOUNDARY EQUATIONS.

Abstract

The article describes the process of mathematical modeling of the dynamic problem of the theory of elasticity by the method of boundary integral equations. As a result of applying successive approximation, a system of algebraic equations is obtained, which is solved by a step method. The developed algorithm makes it possible to study the stress-strain state of a two-dimensional problem of the theory of elasticity from various dynamic influences.