3 papers
math.AP2024
Stability of moving Néel walls in ferromagnetic thin films
Antonio Capella, Christof Melcher, Lauro Morales +1
This paper studies moving 180-degree Néel walls in ferromagnetic thin films under the reduced model for the in-plane magnetization proposed by Capella, Melcher and Otto [5], in the…
math.AP2020
On the symmetric lamination convex and quasiconvex hull for the coplanar n-well problem in two dimensions
Antonio Capella, Lauro Morales
We study some particular cases of the -well problem in two-dimensional linear elasticity. Assuming that every well in belon…
math.AP2020
On the quasiconvex hull for a three-well problem in two dimensional linear elasticity
Antonio Capella, Lauro Morales
We provide quantitative inner and outer bounds for the symmetric quasiconvex hull on linear strains generated by three-well sets in $\mathbb{R}^{2\…