Regular Magnetic Monopole from Generalized ’t Hooft Tensor
DUAN Yi-Shi1 , WU Shao-Feng2
1 Institute of Theoretical Physics, Lanzhou University, Lanzhou 730000
2 College of Science, Shanghai University, Shanghai 200436
Regular Magnetic Monopole from Generalized ’t Hooft Tensor
DUAN Yi-Shi1 ;WU Shao-Feng2
1 Institute of Theoretical Physics, Lanzhou University, Lanzhou 730000
2 College of Science, Shanghai University, Shanghai 200436
关键词 ：
14.80.Hv ,
02.40.-k ,
11.15.-q
Abstract ： It is well known that ’t Hooft--Polykov magnetic monopole regularly realizes the Dirac magnetic monopole in terms of a two-rank tensor, i.e. the so-called ’t Hooft tensor in three-dimensional space, which has been generalized to all even rank ones. We propose an arbitrary odd rank ’t Hooft tensor, which universally determines the quantized low-energy boundaries of the even dimensional Georgi--Glashow models under asymptotic conditions. Furthermore, the dual magnetic monopole theory is built up in terms of the Ф-mapping theory.
Key words ：
14.80.Hv
02.40.-k
11.15.-q
出版日期: 2006-11-01
:
14.80.Hv
(Magnetic monopoles)
02.40.-k
(Geometry, differential geometry, and topology)
11.15.-q
(Gauge field theories)
[1]
DUAN Yi-Shi;YANG Jie. The Topological Inner Structure of Chern--Simons Tensor Current and the World-Sheet of Strings
[2]
ZHANG Yun;JING Ji-Liang. Dirac Quasinormal Modes of the Schwarzschild--anti-de Sitter Black Hole with a Global Monopole
[3]
QU Chang-Zheng;YAO Ruo-Xia;LI Zhi-Bin. Two-Component Wadati--Konno--Ichikawa Equation and Its Symmetry Reductions
[4]
LI Kang;CHEN Wen-Jun; NAÓN Carlos M.. Classical Electromagnetic Field Theory in the Presence of Magnetic Sources
[5]
DUAN Yi-Shi;REN Ji-Rong;YANG Jie. Cosmic Strings and Quintessence
[6]
YANG Guo-Hong;JIANG Ying;DUAN Yi-Shi. Topological Quantization of k-Dimensional Topological Defects and Motion Equations
[7]
Integer and Half-Integer Quantization Conditions in Quantum
Mechanics. Integer and Half-Integer Quantization Conditions in Quantum
Mechanics
[8]
DUAN Yi-shi;JIANG Ying;YANG Guo-hong. Evolution of the Topological Linear Defects
[9]
XU Gong-ou;XING Yong-zhong;YANG Ya-tian. Topological Approach to the Study of Global Stationary Property of Quantum Systems
[10]
DUAN Yi-shi;JIANG Ying;YANG Guo-hong. Topological Quantization of Linear Defects
[11]
LI Jia-mu;LI Xin-zhou;. Feature of Motion Around D-stars
[12]
ZHAO Shucheng. MASSIVE ABELIAN GAUGE FIELD THEORY AND INTERACTION BETWEEN BARYON CHARGES AND CURRENTS
2006, Vol. 23 
