Noncommutative Synchrotron
P. Castorina (1,2), A. Iorio (1), D. Zappala (2) ((1) MIT, (2) INFN, and University of Catania)
TL;DR
This paper investigates how noncommutative geometry affects synchrotron radiation, revealing significant deviations and acausal electromagnetic behavior, which could inform future research despite not constraining the noncommutative parameter tightly.
Contribution
It introduces the effects of noncommutativity on synchrotron radiation and uncovers acausal electromagnetic phenomena arising from different light speeds.
Findings
Significant departures from classical synchrotron radiation due to noncommutativity.
Detection of acausal electromagnetic behavior linked to multiple light speeds.
Results provide a basis for future exploration of noncommutative effects in physics.
Abstract
We study the departures from the classical synchrotron radiation due to noncommutativity of coordinates. We find that these departures are significant, but do not give tight bounds on the magnitude of the noncommutative parameter. On the other hand, these results could be used in future investigations in this direction. We also find an acausal behavior for the electromagnetic field due to the presence in the theory of two different speeds of light. This effect naturally arises even if only \theta^{12} is different from zero.
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