摘要
文章研究了两个杂质浸入玻色凝聚体中的相互作用.通过使用微扰法,计算了在弱杂质-玻色子相互作用区域中的基态能量.结果表明基态能量与两杂质之间的相对距离有关.从基态能量出发,研究发现不管杂质与玻色子相互作用是处在排斥状态还是吸引状态,两杂质之间都有保持吸引趋势;而当一个杂质与玻色子相互作用是吸引时,另一个为排斥时,两个杂质之间呈现出了排斥的效果.通过杂质之间有效力的计算也验证了上述现象,进一步研究凝聚体密度背后的力学机制,再次得出了一致结论.
The paper studies the interactions between two impurities immersed in Bose-Einstein condensates.By using perturbation method,the ground state energy in the weak impurity-boson interaction region is calculated.The results show that the ground state energy is related to the relative distance between the two impurities.Starting from the ground state energy,we found that regardless of whether the impurity-boson interaction is repulsive or attractive,the two impurities have a tendency to maintain attraction.When one impurity-boson interaction is attractive and the other is repulsive,the effect between the two impurities appears to be repulsive.The calculation of the effective force between the impurities also verified the above phenomenon.Further study of the mechanical mechanism behind the density distribution of condensates again leads to a consistent conclusion.
作者
叶春荣
郑东琛
廖任远
YE Chun-Rong;ZHENG Dong-Chen;LIAO Ren-Yuan(Fujian Provincial Key Laboratory for Quantum Manipulation and New Energy Materials,College of Physics and Energy,Fujian Normal University,Fuzhou 350117,China;Fujian Provincial Collaborative Innovation Center for Advanced High-Field Superconducting Materials and Engineering,Fuzhou 350117,China)
出处
《原子与分子物理学报》
CAS
北大核心
2022年第1期157-162,共6页
Journal of Atomic and Molecular Physics
基金
国家自然科学基金(11674058)
福建省自然科学基金(2020J01195)。
关键词
杂质
玻色-爱因斯坦凝聚
微扰法
有效相互作用
Impurities
Bose-Einstein condensate
Perturbation method
Effective interaction