Authors: John P. Wallace, Michael J. Wallace
In a study of magnetic losses in iron and steel a relativistic longitudinal spin wave was found. The exceedingly small mass and large scale of the spin wave requires an accurate relativistic description for a boson. Because of these characteristics it forms a state that is decoupled from property variations of the substrate and is only weakly dissipated. In the effort to explain the behavior of this spin wave an elementary quantum representation of a relativistic particle was found to be provided by a differential equation which produces two solutions: one for boson family and one for fermions. This local statistical quantum state equation derived from the massless dispersion relation provides a general mechanism for obtaining a statistical and symmetry description required for the definition of a quantum particle. The analysis allowed confirmation of the mass of the longitudinal spin wave from the original experimental measurements. The analysis required introducing a new frame of reference where the particles properties are generated and this allowed the integration of relativity into the quantum mechanical description as a consequence.
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[v1] 2014-05-03 07:57:28
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