Abstract:This book is devoted to the formation and dynamics of localized structures (vortices, solitons) and of extended patterns (stripes, hexagons, tilted waves) in nonlinear optical resonators such as lasers, optical parametric oscillators, and photorefractive oscillators. Theoretical analysis is performed by deriving order parameter equations, and also through numerical integration of microscopic models of the systems under investigation. Experimental observations, and possible technological implementations of tran… Show more
“…On the other hand, 'uphill diffusion' naturally occurs in optical systems, for example when considering resonators or cavities with detuning with respect to the resonance frequency [435,436]. Other examples from the field of optics can be found in [251,[437][438][439]. SH equations have also been proposed to describe oscillons in vibrated granular media [434], the dynamics of flames [440] and electro convection [433].…”
Section: Advances In Physics 595mentioning
confidence: 97%
“…In this way we choose the point of view of DSs developed in Section 1. For more details and further reading we refer to various review articles and books that each have their value in certain subareas [241,243,245,246,[249][250][251][252][253][254]. Insight into recent activities in the field of LSs and DSs in optical systems can be obtained from [255].…”
“…On the other hand, 'uphill diffusion' naturally occurs in optical systems, for example when considering resonators or cavities with detuning with respect to the resonance frequency [435,436]. Other examples from the field of optics can be found in [251,[437][438][439]. SH equations have also been proposed to describe oscillons in vibrated granular media [434], the dynamics of flames [440] and electro convection [433].…”
Section: Advances In Physics 595mentioning
confidence: 97%
“…In this way we choose the point of view of DSs developed in Section 1. For more details and further reading we refer to various review articles and books that each have their value in certain subareas [241,243,245,246,[249][250][251][252][253][254]. Insight into recent activities in the field of LSs and DSs in optical systems can be obtained from [255].…”
“…Although the laser pattems in broad aperture lasers have been actively investigated for a long time, nearly all studies were mainly restricted to the single-longitudinal mode limit [33][34][35][36]. One special case is that the longitudinal-transverse mode degeneracy in the confocal cavity has been used as a trick to mimic the single-longitudinal mode situation to observe the transverse pattems and solitons experimentally [37,38].…”
We employ the inhomogeneous Helmholtz equation to explore the influence of the fractional degeneracy and the pump distdbution on the resonant lasing mode. Theoretical analyses clearly reveal the relationship between the fractional degeneracy and the emergence of the ray-wave duality. Furthermore, we perform thorough laser experiments to confirm the theoretical exploration that the resonant modes near the degenerate cavities are well localized on the ray trajectories under the condition of the off-axis pumping. We also exploit the dedved wave functions to calculate the resonant strengths that can noticeably manifest the enhancements of the output powers in the degenerate cavities.
“…In particular, LSs could be used as bits for information storage and processing. Several overviews have been published on this active area of research [31,9,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48].…”
We investigate the space-time dynamics of a Vertical-Cavity SurfaceEmitting Laser (VCSEL) subject to optical injection and to delay feedback control. Apart from their technological advantages, broad area VCSELs allow creating localized light structures (LSs). Such LSs, often called Cavity Solitons, have been proposed to be used in information processing, device characterization, and others. After a brief description of the experimental setup, we present experimental evidence of stationary LSs. We then theoretically describe this system using a mean field model. We perform a real order parameter description close to the nascent bistability and close to large wavelength pattern forming regime. We theoretically characterize the LS snaking bifurcation diagram in this framework. The main body of this chapter is devoted to theoretical investigations on the time-delayed feedback control of LSs in VCSELs. The feedback induces a spontaneous motion of the LSs, which we characterize by computing the velocity and the threshold associated with such motion. In the nascent bistability regime, the motion threshold and the velocity
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