New vortex solutions of Jackiw-Pi model


Autoria(s): Li, YQ (Li Yong-Qing); Li, XG (Li Xi-Guo); Liu, ZY (Liu Zi-Yu); Luo, PY (Luo Pei-Yan); Zhang, PM (Zhang Peng-Ming)
Data(s)

3938

Resumo

Based on current phi-mapping topological theory, a kind of self-dual equations in Jackiw-Pi model are studied. We first obtain explicit, self-dual solutions that satisfy Liouville equation which contains delta-function. Then we get perfect vortex solutions which reflect the system's internal topological structure, and consequently the quantization of flux.

Identificador

http://ir.impcas.ac.cn/handle/113462/5861

http://www.irgrid.ac.cn/handle/1471x/132617

Idioma(s)

中文

Fonte

Li, YQ (Li Yong-Qing); Li, XG (Li Xi-Guo); Liu, ZY (Liu Zi-Yu); Luo, PY (Luo Pei-Yan); Zhang, PM (Zhang Peng-Ming).New vortex solutions of Jackiw-Pi model,ACTA PHYSICA SINICA ,39387,56(11):6178-6182

Palavras-Chave #Chern-Simons theory #Jackiw-Pi model #vortex #flux quantization
Tipo

期刊论文