Superconducting Source of the Kerr-Newman Electron

TL;DR

This paper proposes a superconducting model for the interior of the Kerr-Newman electron, describing it as a rotating Higgs bubble that matches the external Kerr-Newman fields and contains a quantum Wilson loop.

Contribution

It introduces a superconducting solution for the Kerr-Newman electron, modeling it as a rotating Higgs bubble with a flat interior and a vortex forming a Wilson loop.

Findings

The interior is a Higgs field bubble expelling electromagnetic fields.

The external fields match the Kerr-Newman solution.

A vortex forms a quantum Wilson loop at the bubble edge.

Abstract

Regular superconducting solution for interior of the Kerr-Newman (KN) spinning particle is obtained. For parameters of electron it represents a highly oblated rotating bubble formed by Higgs field which expels the electromagnetic (em) field and currents from interior to domain wall boundary of the bubble. The external em and gravitational fields correspond exactly to Kerr-Newman solution, while interior of the bubble is flat and forms a `false' vacuum with zero energy density. Vortex of the KN em field forms a quantum Wilson loop on the edge of the rotating disk-like bubble.