Institute of Physics eBooks
Vectorial condensates
Paulsamy Muruganandam, Ramaswamy Radha
Abstract
In chapter 6, one explores the dynamics of vectorial (two-component) condensates described by coupled Gross–Pitaevskii -type equations endowed with intra- and inter-species interactions. It is shown that the condensates in the temporal harmonic trap are long lived compared to their counterparts in time-independent traps. The dynamics of temporally and spatially coupled Bose–Einstein condensates are also studied. It is also demonstrated that rogue waves, which are inherently unstable can be stabilized through Feshbach resonance by manipulating scattering lengths. In other words, it is shown that one can enhance the lifetime of rogue waves through Feshbach resonance management.