On the magnetization process and the associated probability in anisotropic cubic crystals

We present a theoretical method to calculate specific magnetic properties, eg 
magnetization curves, magnetic susceptibility and probability landscapes along the 
[100],[110] and [111] crystallographic directions of a crystal of cubic symmetry. The 
probability landscape displays the evolution of the most probable angular orientation of the 
magnetization vector, for selected temperatures and magnetic fields. Our method is based 
on the premises of classical statistical mechanics. The energy density, used in the partition