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Airy beams and accelerating waves: An overview of recent advances

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arxiv 1904.02933 v2 pith:XXXV4NH3 submitted 2019-04-05 physics.optics nlin.PS

classification physics.opticsnlin.PS
keywords acceleratingwavesbeamadvancesairyapplicationsbeentrajectory
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Over the last dozen of years, the area of accelerating waves has made considerable advances not only in terms of fundamentals and experimental demonstrations but also in connection to a wide range of applications. Starting from the prototypical Airy beam that was proposed and observed in 2007, new families of accelerating waves have been identified in the paraxial and nonparaxial domains in space and/or time, with different methods developed to control at will their trajectory, amplitude, and beam width. Accelerating optical waves exhibit a number of highly desirable attributes. They move along a curved or accelerating trajectory while being resilient to perturbations (self-healing), and, are diffraction-free. It is because of these particular features that accelerating waves have been utilized in a variety of applications in the areas of filamentation, beam focusing, particle manipulation, biomedical imaging, plasmons, and material processing among others.

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Reviewed papers in the Pith corpus that reference this work. Sorted by Pith novelty score. Full citation record

  1. Theory of Cubic-Phase Dynamics in the Linear Potential

    quant-ph 2026-07 conditional novelty 7.0 of 10

    The cubic time-phase of a wave packet in a linear potential equals -(F_phys+F_eigen)(F_phys+2F_eigen)/(6ℏm), with two zeros, and this phase becomes measurable via the relative phase of two colliding Airy packets.

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