We will do are best to guide you into visualizing the entire process involved in the creation of this kind of magnetics.Understanding that the magnetic property must reside in the atom. All matter in our physical universe has an atomic structure. The most basic components of any atomic structure are electrons, protons and neutrons however other forces are involved. Specifically the atomic weak and atomic strong forces. The strong atomic forces act upon the particles within an atom and the weak atomic forces react between Atoms. The most basic sub-atomic particles are composed of specific energy and not particles at all. A shifting occurs in the electron orbits as a concentration of electrons are forced into the upper and lower hemisphere's of each atom. As all electron shells swell, the weak atomic forces which were repelling each atom are now under stress due to the reduction of space between all energized adjacent electron shells. The distanceonce provided by the weak force is now reduced, adding stress to the week repelling forces and now allowing the strong forces to affect adjoining atomic components. Aharonov and the late David Bohm proposed a thought experiment in which a charged particle is directed towards a tube of magnetic flux. The particle is split quantum mechanically so that one component passes to one side, say the left, of the tube, while the other passes to the right. Although the magnetic field is zero outside the tube, the vector potential associated with the field is not zero.This led Aharonov and Bohm to predict that the two components of the electron would acquire different phases due to their interaction with the vector potential - even though the field itself was zero - and that the difference between these phases could be detected via interference. The effect was soon observed in experiments.
In 1984 Berry showed that, under certain conditions, quantum systems could acquire what is known as a geometric phase. Berry was studying quantum systems in which the Hamiltonian describing the system is slowly changed so that it eventually returns to its initial form. Berry showed that the adiabatic theorem widely used to describe such systems was incomplete. In particular he found that the system acquired a phase factor that depended on the path followed, but not on the rate at which the Hamiltonian was changed. This geometric phase factor, now known as the Berry phase, was later shown to be a generalization of the Aharonov-Bohm effect. )))The particle moves through a channel which has a divided segment with non-zero potential momenta pointing in opposite directions in the two sub-channels)))In classical mechanics the motion of a charged particle is not affected by the presence of magnetic fields in regions from which the particle is excluded. The motion of classical particles emitted by the source S is not affected by the magnetic field B because the particles can not enter the region of space where the magnetic field is present. For a quantum charged particle there can be an observable phase shift in the interference pattern recorded at the detector D. This phase shift results from the fact that although the magnetic field is zero in the space accessible to the particle, the associated vector potential is not. The phase shift depends on the flux enclosed by the two alternative sets of paths a and b. But the overall envelope of the diffraction pattern is not displaced indicating that no classical magnetic force acts on the particles. The Aharonov-Bohm effect demonstrates that the electromagnetic potentials, rather than the electric and magnetic fields, are the fundamental quantities in quantum mechanics.We study theoretically the exciton absorption on a ring threaded by a magnetic flux. For the case when the attraction between electron and hole is short-ranged we get an exact solution of the problem. We demonstrate that, despite the electrical neutrality of the exciton, both the spectral position of the exciton peak in the absorption, and the corresponding oscillator strength oscillate with magnetic flux with a period \Phi 0 ---the universal flux quantum. The origin of the effect is the finite They are shifted at the "bloch wall Or neil wall out of phase" apart from each other making a small but bigger "holes or gaps" in the middle of the magnet and going to the out sides, many bloch walls are now holding each other at a close but away at the same time magnetic effect. kinda like shifting the magnetics in a fine line "adding holes" or space, the magnets have a "skin" on them that get transformed or remade.We have in this, the possibility of changing the "natural" topology of
the electrical field in
space, in these kinds of situations. For example, by means of creating an asymmetrical phase shift in the magnetics of a dielectrical member in the capacitor, which shall result in an
asymmetrical distribution in the magnetic gradient feild as well as
in space of the electric field gradient. This allows us the ability to alter the "natural"
electrical gradient in space and magnetic properties which is created by the various properties
of space, itself. This alteration of the natural properties of the space in terms of the
electrical/magnetic gradients,
may be useful as a propulsion method.
Cavetronics R&D Energy Labs