Kink Crystal

Abstract

We describe a one-dimensional kink crystal, which represents a collection of equal and equally localized kinks forming a lattice in the real axis. The results are analytical, original and may motivate other studies on localized structures in high energy physics.

arXiv comment4 pages, 5 figures. To appear in EPJC as a Letter

References in corpus (10)

• Inhomogeneous chiral condensates
• Inhomogeneous Condensates in the Thermodynamics of the Chiral NJL_2 model
• Self-consistent crystalline condensate in chiral Gross-Neveu and Bogoliubov-de Gennes systems
• A Twisted Kink Crystal in the Chiral Gross-Neveu model
• Geometrically Constrained Kinklike Configurations
• On formation of domain wall lattices
• Domain Wall Lattices
• Fermions in the presence of topological structures under geometric constrictions
• Kink Crystalline Condensate and Multi-kink Solution in Holographic Superconductor
• Twisted kink crystal in holographic superconductor

Cited by in corpus (5)

• Exact BPS double-kinks in generalized ${\varphi }^4$, ${\varphi }^6$ and sine-Gordon models
• Geometrically constrained sine-Gordon field: BPS solitons and their collisions
• Fermion bound states from Yukawa coupling with periodic bosonic background
• Hybrid branes from split kinks
• Sine-Gordon kink lattice