Analytic vortex solutions in generalized models of the Maxwell-Higgs type
arXiv:1801.01077 · doi:10.1016/j.physletb.2018.01.004
Abstract
This work deals with the presence of analytical vortex configurations in generalized models of the Maxwell-Higgs type in the three-dimensional spacetime. We implement a procedure that allows to decouple the first order equations, which we use to solve the model analytically. The approach is exemplified with three distinct models that show the robustness of the construction. In the third model, one finds analytical solutions that exhibit interesting compact vortex behavior.
9 pages, 10 figures. To appear in PLB
References in corpus (13)
- Global topological k-defects
- An Analytic Holographic Superconductor
- Generalized Global Defect Solutions
- Braneworld Models of Scalar Fields with Generalized Dynamics
- Gauge k-vortices
- A Simple Holographic Insulator
- Gravitating Global k-monopole
- Kinklike structures in models of the Dirac-Born-Infeld type
- Generalized BPS magnetic monopoles
- New solutions for non-Abelian cosmic strings
- Compact Vortices
- Compact Chern-Simons vortices
- Analytical BPS Maxwell-Higgs vortices