paper

Field Induced Chiral Soliton Phase in the Kitaev Spin Chain

arXiv:2209.06221 · doi:10.1103/PhysRevResearch.5.L012027

Abstract

The bond-dependent Ising interaction present in the Kitaev model has attracted considerable attention. The appearance of an unexpected intermediate phase under a magnetic field is particularly intriguing, and one may wonder if a similar phase occurs in the Kitaev spin chain with alternating - and -bond Ising interactions. Previous studies have focused on a transverse field, , and reported a direct transition to the polarized state. Here, we investigate phases with arbitrary angle of two longitudinal fields, and . For a magnetic field applied along the diagonal, =, the chain remains gapless up to a critical field . Surprisingly, above it enters an unusual intermediate phase before reaching the polarized state at . This phase is characterized by a staggered vector chirality and for periodic boundary conditions, a two-fold degeneracy with a finite gap. For open boundary systems the ground-state exhibits a single soliton, lowering the energy, and gapless excitations. However, the corresponding anti-soliton raises the energy sufficiently that a gap appears for soliton and anti-soliton pairs in periodic systems. An intuitive variational picture is developed describing the soliton phase.

6 pages, 5 figures

References in corpus (5)

Cited by in corpus (11)