The effect of the spatial correlation length in Langevin micromagnetic simulations
V. Tsiantos, W. Scholz, D. Suess, T. Schrefl, J. Fidler
J.M.M.M. (2001) submitted to JEMS'01 Conf. Grenoble Aug. 2001, paper F-043.
Langevin micromagnetics treats finite temperature effects by adding a
thermal fluctuation field, Hth, to the effective field.
If combined with the finite element method or the finite difference method,
the spatial correlation length of the random field is usually taken to be
equal to the cell size of the computational grid. The influence of the
cell size has been studied for two different systems: a system close to
equilibrium and a system which exhibits thermal activated switching.
The results suggest that the calculated properties are independent of the
cell size if the cell size is smaller than the thermal exchange length.
Below this a critical length the magnetization is uniform.
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Oct. 5, 2001