  In this work, we investigate the dissociation energy of the North (N) and
South (S) poles of a quantum magnetic particle, incorporated within both
classical and quantum mechanical perspectives. A simple model of a harmonic
oscillator is employed to estimate the dissociation energy of the N-S poles, as
well as the corresponding breakdown temperature and internal pressure. The
results indicate that the separation of magnetic poles occurs in two states:
(a) in an ultra-hot plasma medium with extremely high temperatures, such as in
the core of a hot star, and (b) at extremely high pressures, such as between
internal plates in complex superlattices of layered solids. The breakdown
temperature is found to be of the order of $10^7$ to $10^8$ Kelvin, which is
only achievable in an ultra-hot plasma environment, known as the fifth phase of
matter. Based on this model, the possibility of dissociation of bonds between N
and S magnetic poles for solid superlattices under very high pressures between
crystal plates is also calculated. The results suggest that the presence of
isolated magnetic monopoles in superlattices of solids under
ultra-high-pressure conditions is possible. Consequently, the model proposes
that the conductivity of magnetic monopole carriers can be applied to the
manipulation of nanomaterials for the production of advanced devices, such as
new generations of superconductors, new spin devices, and magnetic-electronics,
advanced materials with magnetic monopoles, as well as super-dielectrics.
