4.6 Article

Trajectories of charged particles in knotted electromagnetic fields

出版社

IOP Publishing Ltd
DOI: 10.1088/1751-8121/ac7c49

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Maxwell's equations; conformal invariance; electromagnetic knots; trajectories of charged particles

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  1. Deutscher Akademischer Austauschdienst (DAAD) [57381412]

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We investigated the trajectories of point charges in the background of finite-action vacuum solutions of Maxwell's equations known as knot solutions. By using the 'de Sitter method' to generate a basis of electromagnetic knots, we observed various behaviors depending on the field configuration and parameter set, including acceleration of particles to ultrarelativistic speeds, convergence of trajectories into narrow cones, and twisting and turning of trajectories in a coherent fashion.
We investigate the trajectories of point charges in the background of finite-action vacuum solutions of Maxwell's equations known as knot solutions. More specifically, we work with a basis of electromagnetic knots generated by the so-called 'de Sitter method'. We find a variety of behaviors depending on the field configuration and the parameter set used. This includes an acceleration of particles by the electromagnetic field from rest to ultrarelativistic speeds, a quick convergence of their trajectories into a few narrow cones asymptotically for sufficiently high value of the coupling, and a pronounced twisting and turning of trajectories in a coherent fashion. This work is part of an effort to improve the understanding of knotted electromagnetic fields and the trajectories of charged particles they generate, and may be relevant for experimental applications.

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