Construction of mathematical models for Reiner elastic materials

Author: Mariam Kokhreidze
Keywords: the Reiner elastic material, cusped prismatic shells
Annotation:

The present talk is devoted to construction, using I.Vekua’s dimension reduction method, for the Reiner elastic bodies, in the some sense linearized case. The shell-like domain Ω ⊂R^3 with both Lipschitz and Non-Lipschitz boundaries is occupied by the Reiner elastic material. In the N-th approximation initial-boundary value problems are posed. The peculiarities of settling the boundary conditions for cusped prismatic shells is discussed in the projection ω ⊂R^2 of Ω

Lecture files:

რაინერის დრეკადი მასალებისათვის იერარქიული მათემატიკური მოდელების აგება [ka]