1997
DOI: 10.1364/josab.14.003054
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Propagation dynamics of optical vortices

Abstract: Optical vortices in linear and nonlinear media may exhibit propagation dynamics similar to hydrodynamic vortex phenomena. Analytical and numerical methods are used to describe and investigate the interaction between vortices and the background field. We demonstrate that optical vortices that have quasi-point core functions, such as optical vortex solitons, may orbit one another at rates that are orders of magnitude larger than those with nonlocalized cores.

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Cited by 387 publications
(226 citation statements)
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“…This anomaly forces the intensity to vanish by a total destructive interference, creating a dark core. This dark core propagates and is conserved along the optical axis [8,9]. Whether a dark core is created in the pupil or focal plane of a telescope will determine the way it further evolves.…”
Section: Introductionmentioning
confidence: 99%
“…This anomaly forces the intensity to vanish by a total destructive interference, creating a dark core. This dark core propagates and is conserved along the optical axis [8,9]. Whether a dark core is created in the pupil or focal plane of a telescope will determine the way it further evolves.…”
Section: Introductionmentioning
confidence: 99%
“…Thus, we note that the field of singular optics is a rapidly expanding one, both as a science for understanding the properties of beams creating these fields, as well as in engineering to apply this understanding. It has been previously shown [27] that the optical vortices in an interference field translate in both time and space due to an interplay of three factors, the amplitude gradient, phase gradient and intensity gradient. However, these motions have not yet been correlated to the dynamics of the physical systems which caused the interference.…”
Section: Introductionmentioning
confidence: 99%
“…The transverse velocity of an optical vortex soliton (OVS) has a radial and an angular component arising from the transverse phase and intensity gradients, respectively [13,14]. Two practical ways to control the vortex rotation have their origin in the Guoy phase shift on both sides of the background beam waist [14,15] and in the interaction of ordered structures of OVSs [16] controlled by the topological charges. OVS steering is demonstrated by superposition of a weak incoherent background field [17].…”
Section: Introductionmentioning
confidence: 99%