Non-linear electrodynamics and the Abelian dyon in general relativity.

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General Relativity: Electrodynamics

Scientific paper

The solutions for the electric and magnetic fields of a dyon are found using a specific non-linear electromagnetic Lagrangian. The metric is expanded near the origin and spatial infinity, the leading terms at spatial infinity agree with the solution for Maxwell's electrodynamics. For small r the metric displays a confining structure for particles moving in the field and also displays a phase structure which may suggest that abelian dyons may both confine orbiting particles gravitationally as well as generate a modified background phase to generate otherwise unexplainable bound state phenomena.

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