Abstract
Amorphous ferromagnetic particles are approximated by a theory which assigns, at random, exchange interactions between various parts of a ferromagnetic sphere. These interactions are randomly selected from a gaussian distribution with a standard deviation of 0.3, and include negative exchange values for the lower end of the distribution. The magnetization versus applied field curve is calculated with a specific Ritz model for such a sphere which has a radius of 200 Å and no anisotropy. The result is that the magnetization curve for such a sphere is essentially the same as that of a regular ferromagnet, with a somewhat smaller but constant exchange interaction.

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