Magnetic-field Induced Topological Transitions and Thermal Conductivity in a Generalized Kitaev Model
Heqiu Li, Yong Baek Kim, Hae-Young Kee

TL;DR
This paper investigates how magnetic fields induce topological phase transitions in a generalized Kitaev model, affecting thermal conductivity through Majorana fermions, with results showing non-monotonic behavior linked to flux and topological sector changes.
Contribution
It introduces a generalized Kitaev model that captures flux and topological transitions driven by magnetic fields, explaining non-monotonic thermal conductivity behavior.
Findings
Thermal conductivity exhibits dip-bump structures with increasing magnetic field.
Transitions between flux sectors and topological changes alter Majorana Chern numbers.
Non-monotonic behavior diminishes as temperature approaches zero.
Abstract
Recent experiments on Kitaev spin liquid candidate materials reported non-monotonic behavior of thermal conductivity as a function of magnetic field, which lead to conflicting interpretations of its origin. Motivated by this development, we study the magnetic field dependence of thermal conductivity of a generalized Kitaev model, which allows the phase transitions between different flux sectors as a function of the magnetic field. The thermal conductivity due to Majorana fermions shows dip-bump structures as the magnetic field increases, which is caused by either the transitions between different flux sectors of Kitaev spin liquids or the topological transitions that change the Majorana Chern number within the same flux sector. It is shown that the change of Chern number is closely related to the four-Majorana-fermion interaction induced by the magnetic field. The non-monotonic behavior…
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