Effective Theories for Incompressible Magnetoelastic Shallow Shells.

Authors

Emanuele Tasso, Tobias Unterberger

Published in

Milan journal of mathematics. Volume 94. Issue 1. Pages 195-224. Epub Apr 28, 2026.

Abstract

We characterize the asymptotic behaviour, in the sense of $\Gamma$ -convergence, of a thin magnetoelastic shallow shell. The compactness is achieved up to rigid motions. For deformations, it relies on an approximation by rigid movements, whereas for magnetizations it is based on a careful consideration of the geometry of the deformed domain. This result is a generalization of [1] by incorporating geometric effects due to vanishing curvature, which constitute the main novelty of the analysis.

PMID:
42405281
Bibliographic data and abstract were imported from PubMed on 06 Jul 2026.

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