NUMERICAL SOLUTION OF NONSTATIONARY PROBLEMS OF THREE-DIMENTIONAL THEORY OF ELASTICITY USING METHOD OF INTEGRAL EQUATIONS ON A SINGLE PLANE WAVE

Abstract

An approach of the boundary integral equations method (BIEM) which enables to solve dynamic problems not only in an isotropic case but also in an anisotropic one is presented. A boundaryelement scheme of BIEM is based on a regular integral equation of the first kind (an integral equation on a plane wave). The result of the numerical computation of the 3-dimentional dynamic problem based on an integral equation on a plane wave is shown for the first time in scientific and technical literature.