Am. Witowski, NUMERICAL-STUDIES OF MAGNETIZATION RELAXATION OF S-TYPE IONS WITH SPIN 5 2 IN CUBIC-CRYSTALS/, Solid state communications, 86(6), 1993, pp. 347-350
The numerical solutions of rate equations for S-type ions with spin qu
antum number 5/2 (e.g. Mn2+ centers in zinc blende crystals) are used
for the description of magnetization relaxation. Two types of relaxati
on mechanisms are taken into account, namely modulation of the crystal
field and/or magnetic interaction by lattice vibrations. The first on
e allows transitions with DELTAS(z) = +/-1, +/-2, and the second one o
nly those with DELTAS(Z) = +/-1. In both cases the magnetization relax
es exponentially over many orders of magnitude, in some cases showing
two characteristic time constants. At higher magnetic fields these con
stants are related to transition probabilities by a simple formula.