HIERARCHICAL MODELS FOR POROUS ELASTIC AND VISCOELASTIC KELVIN-VOIGT PRISMATIC SHELLS

Author: George Jaiani
Keywords: hierarchical models, porous elastic and prismatic shell, viscoelastic Kelvin-Voigt material
Annotation:

The present paper is devoted to construction of hierarchical models for porous elastic and viscoelastic Kelvin-Voigt prismatic shells on the basis of linear theories. Governing systems are derived. In the N = 0 approximation, considering plates of a constant thickness, governing systems mathematically coincide with the governing systems of the plane strain corresponding to the basic 3D linear theories modulo a separate equation for the out of plane component of the displacement vector in our cases. The ways of investigation of BVPs and IBVPs, including the case of cusped prismatic shells, are indicated and some preliminary results are presented.

Lecture files:

HIERARCHICAL MODELS FOR POROUS ELASTIC AND VISCOELASTIC KELVIN-VOIGT PRISMATIC SHELLS [en]
ფოროვანი დრეკადი და ბლანტ–დრეკადი კელვინ–ფოიგტის პრიზმული გარსების იერარქიული მოდელები [ka]