Localization of fremions in rotating electromagnetic fields
B. V. Gisin
TL;DR
This paper investigates how fermions localize in rotating electromagnetic fields by analyzing solutions to the Dirac equation in combined traveling circularly polarized waves and magnetic fields, revealing localization radii comparable to the wavelength.
Contribution
It introduces a framework for defining localization parameters in both lab and rotating frames for Dirac solutions in specific electromagnetic fields, highlighting the localization radius scale.
Findings
Localization radius is approximately the electromagnetic wavelength or smaller.
Parameters are defined in both lab and rotating frames.
Solutions of the Dirac equation are analyzed in the context of rotating electromagnetic fields.
Abstract
Parameters of localization are defined in the lab and rotating frame for solutions of the Dirac equation in the field of a traveling circularly polarized electromagnetic wave and constant magnetic field. The radius of localization is of the order of the electromagnetic wavelength and lesser.
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Taxonomy
TopicsMagnetic Bearings and Levitation Dynamics · Electromagnetic Launch and Propulsion Technology · Electric Motor Design and Analysis