Deformed self-dual magnetic monopoles

Abstract

We develop a deformation method for attaining new magnetic monopole analytical solutions consistent with generalized Yang-Mills-Higgs model introduced recently. The new solutions fulfill the usual radially symmetric ansatz and the boundary conditions suitable to assure finite energy configurations. We verify our prescription by studying some particular cases involving both exactly and partially analytical initial configurations whose deformation leads to new analytic BPS monopoles. The results show consistency among the models, the deformation procedure and the profile of the new solutions.

7 pages, 3 figures

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• Magnetic monopoles with internal structure
• A Detailed Study of Bogomol'nyi Equations in Two-Dimensional Generalized Maxwell-Higgs Model Using \textit{On-Shell} Method
• Compact Vortices
• Small and hollow magnetic monopoles
• Self-dual configurations in Abelian Higgs models with $k$-generalized gauge field dynamics
• Nontopological self-dual Maxwell-Higgs vortices
• Configurational entropy of generalized sine-Gordon-type models
• A Generalised Self-Duality for the Yang-Mills-Higgs System
• Chiral Dirac-Born-Infeld solitons with SDiff symmetry
• Magnetic monopoles with an internal degree of freedom