Tuning topological orders by a conical magnetic field in the Kitaev model
arXiv:1903.01279 · doi:10.1103/PhysRevLett.125.177203
Abstract
We show that a conical magnetic field can be used to tune the topological order and hence anyon excitations of the quantum spin liquid in the isotropic antiferromagnetic Kitaev model. A novel topological order, featured with Chern number and Abelian anyon excitations, is induced in a narrow range of intermediate fields . On the other hand, the Ising-topological order with non-Abelian anyon excitations, is previously known to be present at small fields, and interestingly, is found here to survive up to , and revive above , until the system becomes trivial above a higher field . The results are obtained by devoloping and applying a mean field theory, that works at zero as well as finite fields, and the associated variational quantum Monte Carlo.
5 pages, 3 color figures
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