Follow
Michel Zamboni-Rached
Michel Zamboni-Rached
Professor, UNICAMP
Verified email at decom.fee.unicamp.br
Title
Cited by
Cited by
Year
Localized waves
HE Hernández-Figueroa, M Zamboni-Rached, E Recami
John Wiley & Sons, 2008
2432008
Non-diffracting waves
HE Hernández-Figueroa, M Zamboni-Rached, E Recami
John Wiley & Sons, 2013
2282013
Stationary optical wave fields with arbitrary longitudinal shape by superposing equal frequency Bessel beams: Frozen Waves
M Zamboni-Rached
Optics Express 12 (17), 4001-4006, 2004
2052004
Theory of “frozen waves”: modeling the shape of stationary wave fields
M Zamboni-Rached, E Recami, HE Hernández-Figueroa
JOSA A 22 (11), 2465-2475, 2005
1382005
Frozen waves: experimental generation
TA Vieira, MRR Gesualdi, M Zamboni-Rached
Optics Letters 37 (11), 2034-2036, 2012
1202012
Diffraction-attenuation resistant beams in absorbing media
M Zamboni-Rached
Optics Express 14 (5), 1804-1809, 2006
1122006
On the localized superluminal solutions to the Maxwell equations
E Recami, M Zamboni-Rached, KZ Nóbrega, CA Dartora
IEEE Journal of Selected Topics in Quantum Electronics 9 (1), 59-73, 2003
942003
New localized Superluminal solutions to the wave equations with finite total energies and arbitrary frequencies
M Zamboni-Rached, E Recami, HE Hernández-Figueroa
The European Physical Journal D-Atomic, Molecular, Optical and Plasma …, 2002
922002
Modeling the spatial shape of nondiffracting beams: Experimental generation of Frozen Waves via holographic method
TA Vieira, M Zamboni-Rached, MRR Gesualdi
Optics Communications 315, 374-380, 2014
692014
Experimental demonstration of tunable refractometer based on orbital angular momentum of longitudinally structured light
AH Dorrah, M Zamboni-Rached, M Mojahedi
Light: Science & Applications 7 (1), 40, 2018
672018
General formulation for the analysis of scalar diffraction-free beams using angular modulation: Mathieu and Bessel beams
CA Dartora, M Zamboni-Rached, KZ Nóbrega, E Recami, ...
Optics Communications 222 (1-6), 75-80, 2003
662003
Superluminal localized solutions to Maxwell equations propagating along a normal-sized waveguide
M Zamboni-Rached, E Recami, F Fontana
Physical Review E 64 (6), 066603, 2001
632001
Experimental optical trapping with frozen waves
RAB Suarez, LA Ambrosio, AAR Neves, M Zamboni-Rached, ...
Optics Letters 45 (9), 2514-2517, 2020
612020
Controlling the topological charge of twisted light beams with propagation
AH Dorrah, M Zamboni-Rached, M Mojahedi
Physical Review A 93 (6), 063864, 2016
572016
Shaping finite-energy diffraction-and attenuation-resistant beams through Bessel-Gauss–beam superposition
M Zamboni-Rached, M Mojahedi
Physical Review A 92 (4), 043839, 2015
572015
Analytical approach of ordinary frozen waves for optical trapping and micromanipulation
LA Ambrosio, M Zamboni-Rached
Applied optics 54 (10), 2584-2593, 2015
562015
Diffraction–attenuation resistant beams: their higher-order versions and finite-aperture generations
M Zamboni-Rached, LA Ambrósio, HE Hernández-Figueroa
Applied Optics 49 (30), 5861-5869, 2010
562010
Subluminal wave bullets: Exact localized subluminal solutions to the wave equations
M Zamboni-Rached, E Recami
Physical Review A 77 (3), 033824, 2008
552008
Localized superluminal solutions to the wave equation in (vacuum or) dispersive media, for arbitrary frequencies and with adjustable bandwidth
M Zamboni-Rached, KZ Nóbrega, HE Hernández-Figueroa, E Recami
Optics Communications 226 (1-6), 15-23, 2003
542003
Optical forces experienced by arbitrary-sized spherical scatterers from superpositions of equal-frequency Bessel beams
LA Ambrosio, M Zamboni-Rached
JOSA B 32 (5), B37-B46, 2015
532015
The system can't perform the operation now. Try again later.
Articles 1–20