Модель гладкого контакту об’ємного пружного включення довільної форми з безмежним тілом

Abstract

The problem of modeling the stress-strain state in an elastic isotropic solid which contains an inclusion of any shape is solved by the boundary element method. A system of six boundary integral equations for the case of sliding contact between the inclusion and the matrix is obtained. Stresses inside the inclusion for all-round compression of the matrix are calculated.