Paroni, Roberto (2006) Theory of linearly elastic residually stressed plates. Mathematics and Mechanics of Solids, Vol. 11 (2), p. 137-159. eISSN 1741-3028. Article.
Full text not available from this repository.
The equations of a plate for a linearly elastic monoclinic material with residual stress are here derived for the first time. By using techniques of (Ghe)-convergence we show that also in the case with residual stress the displacements are of Kirchhoff-Love type. An improvement of results of Man and Carlson on the exsistence of a solution for the three-dimensional problem of linear elasticity with residual stress is also obtained.
I documenti depositati in UnissResearch sono protetti dalle leggi che regolano il diritto d'autore
Repository Staff Only: item control page