A numerical micromagnetic technique is used to simulate magnetization
processes in two-dimensional thin metallic platelets. The platelets ar
e modeled as an array of interacting polycrystalline grains. The techn
ique assumes a triangular discretization at the subgrain level with th
e magnetization varying linearly over each triangle. The coupling betw
een the grains has a profound effect on the;magnetic structure of the
platelets as does the grain size. For systems with strongly exchange c
oupled grains, approximately solenoidal magnetization structures exist
. A single domain behavior exists for systems with weakly coupled grai
ns. The magnetization pattern of the platelets has been characterized
by the vorticity of the magnetization vector field. (C) 1996 American
Institute of Physics.