Publications by authors named "E Brasselet"

Shaping the orbital angular momentum of optical pulses in the spectral domain is a means of managing light in space and time that offers many possible applications. However, these are limited by the small number of techniques available, whose flexibility does not yet rival that of the continuous regime. We propose here to implement a tunable hyperspectral management of the orbital angular momentum of a polychromatic light field.

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We report on numerical simulation of fluid interface deformations induced by either acoustic or optical radiation pressure. This is done by solving simultaneously the scalar wave propagation equation and the two-phase flow equations using the boundary element method. Using dimensional analysis, we show that interface deformation morphogenesis is universal, i.

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Polarization singularities and topological polarization structures are generic features of inhomogeneous vector wave fields of any nature. However, their experimental studies mostly remain restricted to optical waves. Here, we report the observation of polarization singularities, topological Möbius-strip structures, and skyrmionic textures in 3D polarization fields of inhomogeneous sound waves.

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Article Synopsis
  • Modality is essential in wave-optics and is crucial for advancements in optical information and communications, particularly in utilizing optical orbital angular momentum.
  • The research focuses on creating various Laguerre-Gaussian vortex modes by shaping light beams using adaptive devices, specifically for both azimuthal and radial control of light.
  • The experiment employs silica glass to leverage the combined effects of geometric phase and propagation features, with potential for broad applications, though challenges with dynamic phases need addressing for it to be fully operational.
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