非Abel对偶超导理论中的涡旋管研究

首次讨论了非Abel对偶超导理论中的涡旋管性质。 在Cho等工作的基础上进一步研究了非Abel情况下的动力学, 并推导出了哈密顿量和运动方程。 重点讨论了限制规范势对应的非Abel对偶超导理论性质, 并给出了D型及N型两类整数涡旋的具体数值解。 通过与传统的Abel对偶超导理论的对比分析，发现两者的运动方程形式及涡旋解基本一致， 这表明利用Abel对偶超导模型研究夸克色禁闭问题是合理的。 We have discussed vortices in the non Abelian dual superconductor theory. Based on the work of Cho et al.， the Hamiltonian and the equations of motion of non Abelian model were discussed in details. The non Abelian dual superconductor theory related to the restricted guage potential was underlined and solutions of D type and N type integer vortices were obtained. Comparing with the traditional Abelian dual superconductor theory， we found that the the equations of motion and solutions of vortices in two models are almost same， which indicates it is reasonable to study quark confinement based on the Abelian dual superconductor theory.

Vortex in Non-Abelian Dual Superconductor Theory

We have discussed vortices in the non Abelian dual superconductor theory. Based on the work of Cho et al.， the Hamiltonian and the equations of motion of non Abelian model were discussed in details. The non Abelian dual superconductor theory related to the restricted guage potential was underlined and solutions of D type and N type integer vortices were obtained. Comparing with the traditional Abelian dual superconductor theory， we found that the the equations of motion and solutions of vortices in two models are almost same， which indicates it is reasonable to study quark confinement based on the Abelian dual superconductor theory.