TY  - GEN 
T1  - Quasistatic evolution of magnetoelastic thin films via dimension reduction
A1  - Kružík, Martin
A1  - Stefanelli, Ulisse
A1  - Zanini, Chiara
Y1  - 2014
N2  - A rate-independent model for the quasistatic evolution of a mag- netoelastic thin film is advanced and analyzed. Starting from the three-dimen- sional setting, we present an evolutionary Γ-convergence argument in order to pass to the limit in one of the material dimensions. By taking into account both conservative and dissipative actions, a nonlinear evolution system of rate- independent type is obtained. The existence of so-called energetic solutions to such system is proved via approximation.
M1  - Preprint project = NCMM
M1  - Preprint year = 2014
M1  - Preprint number = 15
M1  - Preprint ID = NCMM/2014/15
ER  -