Simple derivation of the condition for the transition point from absolute insta-bility of plane dark solitons to their convective instability is suggested. It is shown that unstable wave packet expands with velocity equal to the minimal group velocity of the disturbance waves propagating along a dark soliton. The growth rate of the length of dark solitons generated by the flow of Bose-Einstein condensate past an obstacle is estimated. Analytical theory is confirmed by the results of numerical simulations
We investigate the stability of dark solitons (DSs) in an effectively one-dimensional Bose-Einstein ...
We show that the presence of soliton in a single-species condensate, at zero temperature, enhances t...
International audienceWe study the propagation of velocity-locked dark triplet solitons in the three...
We find two types of moving dark soliton textures in elongated condensates: nonstationary kinks and ...
Generation of wave structures by a two-dimensional (2D) object (laser beam) moving in a 2D two-compo...
We consider a one-dimensional defocusing Gross–Pitaevskii equation with a parabolic potential. Dark ...
Dilute atomic Bose-Einstein condensates support intriguing macroscopic excitations in the form of qu...
We study possibilities to suppress the transverse modulational instability (MI) of dark-soliton stri...
We consider the persistence and stability of dark solitons in the Gross–Pitaevskii (GP) equation wit...
International audiencePolariton fluids have revealed huge potentialities in order to investigate the...
We present a comprehensive analytical theory of localized nonlinear excitations - dark solitons - su...
In framework of the Gross-Pitaevskii mean field approach it is shown that supersonic flow of Bose- E...
Dilute atomic Bose-Einstein condensates are inherently nonlinear systems and support solitary wave s...
Exciton polaritons have been shown to be an optimal system in order to investigate the properties of...
We study dark solitons near potential and nonlinearity steps and combinations thereof, forming recta...
We investigate the stability of dark solitons (DSs) in an effectively one-dimensional Bose-Einstein ...
We show that the presence of soliton in a single-species condensate, at zero temperature, enhances t...
International audienceWe study the propagation of velocity-locked dark triplet solitons in the three...
We find two types of moving dark soliton textures in elongated condensates: nonstationary kinks and ...
Generation of wave structures by a two-dimensional (2D) object (laser beam) moving in a 2D two-compo...
We consider a one-dimensional defocusing Gross–Pitaevskii equation with a parabolic potential. Dark ...
Dilute atomic Bose-Einstein condensates support intriguing macroscopic excitations in the form of qu...
We study possibilities to suppress the transverse modulational instability (MI) of dark-soliton stri...
We consider the persistence and stability of dark solitons in the Gross–Pitaevskii (GP) equation wit...
International audiencePolariton fluids have revealed huge potentialities in order to investigate the...
We present a comprehensive analytical theory of localized nonlinear excitations - dark solitons - su...
In framework of the Gross-Pitaevskii mean field approach it is shown that supersonic flow of Bose- E...
Dilute atomic Bose-Einstein condensates are inherently nonlinear systems and support solitary wave s...
Exciton polaritons have been shown to be an optimal system in order to investigate the properties of...
We study dark solitons near potential and nonlinearity steps and combinations thereof, forming recta...
We investigate the stability of dark solitons (DSs) in an effectively one-dimensional Bose-Einstein ...
We show that the presence of soliton in a single-species condensate, at zero temperature, enhances t...
International audienceWe study the propagation of velocity-locked dark triplet solitons in the three...