Magnetic monopoles in a charged two-condensate Bose-Einstein system

Abstract

We propose that a charged two-condensate Bose system possesses point-like topological defects which can be interpreted as magnetic monopoles. By making use of the $\varphi$-mapping theory, the topological charges of these magnetic monopoles can be expressed in terms of the Hopf indices and Brouwer degree of the $\varphi$-mapping.

arXiv comment4 pages

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Cited by in corpus (8)

• Magnetic monopole bibliography
• Knotted Solitons in a Charged Two-Condensate Bose System
• The Bifurcation Theory of Magnetic Monopoles in a Charged Two-Condensate Bose-Einstein System
• Topological textures and their bifurcation processes in 2D ferromagnetic thin films
• Self-dual Vortices in the Abelian Chern-Simons Model with Two Complex Scalar Fields
• Haldane's Instanton in 2D Heisenberg model revisited: along the Avenue of Topology
• Self-Dual Vortices in the Fractional Quantum Hall System
• Modified London Equation, Abrikosov-Like Vortices and Knot Solitons in Two-Gap Superconductors