[Zurück]

C. Carstensen, D. Praetorius:
"On Stabilized Models in Micromagnetics";
Computational Mechanics, 39 (2007), 5; S. 663 - 672.

The effective behaviour of stationary micromagnetic phenomena
is modelled by a convexified Landau-Lifshitz minimization problem
for thelimit of large and soft magnets $\Omega$, with no exchange
energy. The numerical simulation of the resulting minimization
problem has to overcome difficulties caused by the pointwise
side-constraint $|\m|\le1$ and the stray field energy on the
unbounded domain $\R^d$. A penalty method models the side-constraint
and the exterior Maxwell equation is recast via a nonlocal
integral operator $\PP$. This paper gives an overview of
the available results and implementational details.

http://dx.doi.org/10.1007/s00466-006-0105-2

http://www.anum.tuwien.ac.at/~dirk/download/published/ccdpr07_compmech.pdf