Quantum

A new analytical finding for the Born-Infeld integral potential

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Based on a feed excerpt; full article content has not been acquired. Source evidence retrieved 27/10/2026, 04:13:25 UTC.

Briefings

A new analytical finding reveals the Born-Infeld integral potential for short-range distances can be expressed as the difference between a Coulomb-type and a Yukawa-type potential. This formulation enables immediate physical interpretation regarding classical vacuum polarization and effective mass. The new U(r) function covers the entire space and is applied to calculate first-order energy shifts in hydrogen-like atoms, yielding a model-dependent lower bound for the maximum field intensity parameter b.

Key points

• The Born-Infeld integral potential for short-range distances is expressed as the difference between a Coulomb-type potential and a Yukawa-type potential.
• The new U(r) function covers the entire space and is used to calculate first-order energy shifts in hydrogen-like atoms.

Context

This finding provides a new analytical framework for understanding vacuum polarization and effective mass in quantum electrodynamics, offering a model-dependent lower bound for the maximum field intensity parameter b.

Limitations

The evidence is from an arXiv preprint (arXiv:2610.33326v1) and does not include experimental data, peer-reviewed validation, or specific numerical results for the parameter b.

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