Electro-Magnetic Waves within a Model for Charged Solitons

TL;DR

This paper explores a theoretical model where charged fermions are represented as solitons, and demonstrates that electromagnetic waves naturally emerge as solutions far from the sources within this framework.

Contribution

It introduces a topological fermion model that predicts electromagnetic waves as solutions, linking soliton structures to electromagnetic phenomena.

Findings

Electromagnetic waves are solutions in the far-field region of the model.

Charged fermions are modeled as solitons within the framework.

The model provides a unified description of particles and waves.

Abstract

We analyze the model of topological fermions (MTF), where charged fermions are treated as soliton solutions of the field equations. In the region far from the sources we find plane waves solutions with the properties of electro-magnetic waves.