Published Paper

Inserted: 15 jul 2020
Last Updated: 24 mar 2022

Journal: J. Convex Analysis
Volume: 28
Pages: 569-580
Year: 2021

Abstract:

We prove existence and uniqueness for solutions to equilibrium problems for free-standing, traction-free, non homogeneous crystals in the presence of plastic slips. Moreover we prove that this class of problems is closed under G-convergence of the operators. In particular the homogenization procedure, valid for elliptic systems in linear elasticity, depicts the macroscopic features of a composite material in the presence of plastic deformation.

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