Quantum field of magnet

Quantum field of a magnet refers to a possible existing lowest magnetic potential, flux of the field of a magnet shown with a superparamagnetic ferrolens.
Relative hard ferromagnetic materials and devices with a large magnetic anisotropy K and very low magnetic reluctance like iron when used in magnetic field mapping applications show the highest potential imprint of the field of a magnet (see Fig. 2).
However, there is an existing second, lowest magnetic potential field pattern around every magnet where magnetic flux circulates on two distinct and separate hemispheres in a superparamagnetic configuration like a magnetite Fe3O4 diluted in an hydrocarbon based or water based carrier solution, thin film of ferrofluid, are able to show as demonstrated, in real-time this quantum field of a magnet.
This potential second, hidden field, on every magnet and hemispherical in nature (i.e. two separated hemispherical magnetic pole fields), is of special importance for science since it suggests the existence of macroscopic magnetic monopoles inside every magnet<ref name=":0" />. The "hunt" for the elusive magnetic monopole is an intriguing and open ongoing process for science and will continue more intensively in the near future.

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