多分量对偶超导理论和口袋模型

Multi-component Dual Superconductor Theory and Bag Model

摘要: 基于联络新参数化方案研究了多分量对偶超导模型。给出了多分量GinzburgLandau模型中的自对偶解，并研究了磁通量子数趋于无穷大时的墙涡旋解，以及与口袋模型之间的联系。The multi-component dual superconductor theory has been studied based on
the new parameterization of gauge potential. The selfdual vortices of the multicomponent GinzburgLandau model was investigated. Then we considered the wall vortex whose flux goes to infinity. At last, the relationship between the bag model and wall vortices is considered.

Abstract: The multi-component dual superconductor theory has been studied based on
the new parameterization of gauge potential. The selfdual vortices of the multicomponent GinzburgLandau model was investigated. Then we considered the wall vortex whose flux goes to infinity. At last, the relationship between the bag model and wall vortices is considered.