On U(1)-charged domain walls

Abstract

A classical field system of two interacting fields -- a real Higgs field and a complex scalar field -- is considered. It is shown that in such field system a non-trivial solution exists, which is U(1) charged topological kink. Some questions of stability of the obtained solution are discussed. An improved variational procedure for searching of topological U(1) charged solutions is given.

16 pages, LaTeX, 4 PostScript figures

Cited by in corpus (19)

• Kink interactions in the (1+1)-dimensional ${\phi }^6$ model
• Scattering of the ${\phi }^8$ kinks with power-law asymptotics
• Scattering of kinks of the sinh-deformed ${\phi }^4$ model
• Scattering of the double sine-Gordon kinks
• Multi-kink collisions in the ${\varphi }^6$ model
• Multi-kink scattering in the double sine-Gordon model
• Classical transitions with the topological number changing in the early Universe
• Kink-Antikink Collisions in the Periodic ${\phi }^4$ Model
• Scalar triplet on a domain wall: an exact solution
• Topological defects with power-law tails
• Scattering of kinks in a non-polynomial model
• A new look at the double sine-Gordon kink-antikink scattering
• Resonance phenomena in the ${\phi }^8$ kinks scattering
• Scattering of kinks in the $B{\phi }^4$ model
• Transitions between topologically non-trivial configurations
• Charged Domain Walls
• Scalar triplet on a domain wall
• Superposed Hyperbolic Kink and Pulse Solutions of Coupled ${\varphi }^4$, NLS and MKdV Equations
• Geometric Construction of non-linear Sigma models with Q-ball/Q-kink solutions