We study local minimizers of the micromagnetic energy in small ferromagnetic 3d convex particles for which we justify the Stoner–Wohlfarth approximation: given a uniformly convex shape Ω⊂R3, there exist δc>0 and C>0 such that for 01, p≠d) is constant.
Liouville type results for local minimizers of the micromagnetic energy / Alouges, F.; Di Fratta, G.; Merlet, B.. - In: CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS. - ISSN 0944-2669. - 53:3-4(2015), pp. 525-560. [10.1007/s00526-014-0757-2]
Liouville type results for local minimizers of the micromagnetic energy
Di Fratta G.;
2015
Abstract
We study local minimizers of the micromagnetic energy in small ferromagnetic 3d convex particles for which we justify the Stoner–Wohlfarth approximation: given a uniformly convex shape Ω⊂R3, there exist δc>0 and C>0 such that for 01, p≠d) is constant.File in questo prodotto:
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