2000Physical Review ARequires access

Self-trapping of electromagnetic beams in vacuum supported by QED nonlinear effects

Marin Soljačić, Mordechai Segev

Open publisher page 55 citations

Abstract

At very high radiation field intensities in vacuum, Maxwell equations need to be modified to account for the QED photon-photon interaction. We show that such modified equations support nondiffracting spatial radiation solitons that propagate for very long distances without changing their shapes. These solitons, and the underlying self-focusing and instability effects, should be observable in the near future.

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What this paper is about

At very high radiation field intensities in vacuum, Maxwell equations need to be modified to account for the QED photon-photon interaction. We show that such modified equations support nondiffracting spatial radiation solitons that propagate for very long distances without changing their shapes. These solitons, and the underlying self-focusing and instability effects, should be observable in the near future.

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OpenAlex reports 55 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

At very high radiation field intensities in vacuum, Maxwell equations need to be modified to account for the QED photon-photon interaction. We show that such modified equations support nondiffracting spatial radiation solitons that propagate for very long distances without changing their shapes. These solitons, and the underlying self-focusing and instability effects, should be observable in the near future.

Key concepts: Physics, Observable, Electromagnetic field, Photon, Quantum electrodynamics, Electromagnetic radiation, Nonlinear system, Trapping

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