Autori: I.D. Ghiba
Editorial: Archive of Mechanics, 61, p.407-421, 2009.
In this paper we study the deformation of right circular cylinders filled by a linear transversely isotropic porous material. We construct a solution of the relaxed Saint–Venant’s problem using the results established for anisotropic porous cylinders. Firstly, we decompose the relaxed Saint–Venant’s problem into two problems: extension–bending–torsion problem and flexure problem. Then, for each of them we give the exact expressions of the solutions.
Cuvinte cheie: transversely isotropic porous materials, relaxed Saint–Venant’s problem, circular cylinder