论文标题
凝结事项中的阿贝利安和非阿贝尔单子构型
Abelian and Non-Abelian Monopole Configuration in Condensed Matters
论文作者
论文摘要
我们讨论可能存在于凝结问题中的亚伯和非阿布尔单管。我们展示了如何通过电荷筛选将狄拉克单极定正规化，并认为介电凝结物中可能存在数百个MEV的dirac单子。此外，我们将此结果推广到非亚伯凝结的事项，以在两间隙凝结物中显示非亚伯式单极构型的存在，并呈现显式的单极溶液。
We discuss the Abelian and non-Abelian monopoles which could exist in condensed matters. We show how the Dirac monopole can be regularized by the charge screening, and argue that the Dirac monopole of mass of hundred meVs could exist in dielectric condensed matters. Moreover, we generalize this result to non-Abelian condensed matters to show the existence of the non-Abelian monopole configuration in two-gap condensed matters, and present explicit monopole solutions.
