<p>Based on the analytical soliton solutions, we explore the spin dynamics within spin-orbit coupled spin-1 Bose-Einstein condensates. Our investigation reveals two distinct modes of soliton oscillation triggered by spin-orbit coupling. The first mode features a soliton moving against a periodic background, while the second displays a soliton with periodic modulation against a steady background. Remarkably, both the periodic background and the periodic modulation of the soliton are driven directly by the spin-orbit coupling. Additionally, we provide a comprehensive analysis of the effective mass for these oscillatory solitons. Our findings also include the generation of oscillatory magnetic solitons and the modification of spin domain walls through spin-orbit coupling. Furthermore, we demonstrate that spin-orbit coupling can influence the regions of modulation instability, and the stability of these solutions against small perturbations has been confirmed through numerical simulations.</p>

错误:搜索内容不能为空,请输入英文关键词
错误:关键词超出字数限制,请精简
高级检索

Two modes of soliton oscillations in spin-1 Bose-Einstein condensates governed by spin-orbit coupling

  • Juan-Juan Qi,
  • Zai-Dong Li,
  • Dun Zhao

摘要

Based on the analytical soliton solutions, we explore the spin dynamics within spin-orbit coupled spin-1 Bose-Einstein condensates. Our investigation reveals two distinct modes of soliton oscillation triggered by spin-orbit coupling. The first mode features a soliton moving against a periodic background, while the second displays a soliton with periodic modulation against a steady background. Remarkably, both the periodic background and the periodic modulation of the soliton are driven directly by the spin-orbit coupling. Additionally, we provide a comprehensive analysis of the effective mass for these oscillatory solitons. Our findings also include the generation of oscillatory magnetic solitons and the modification of spin domain walls through spin-orbit coupling. Furthermore, we demonstrate that spin-orbit coupling can influence the regions of modulation instability, and the stability of these solutions against small perturbations has been confirmed through numerical simulations.