Spin dynamics of counterrotating Kitaev spirals via duality
Incommensurate spiral order is a common occurrence in frustrated magnetic insulators. Typically, all magnetic moments rotate uniformly, through the same wavevector. However the honeycomb iridates family Li[subscript 2]IrO[subscript 3] shows an incommensurate order where spirals on neighboring sublat...
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| Format: | Article |
| Language: | English |
| Published: |
American Physical Society,
2017-03-27T18:49:34Z.
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| Subjects: | |
| Online Access: | Get fulltext |
| Summary: | Incommensurate spiral order is a common occurrence in frustrated magnetic insulators. Typically, all magnetic moments rotate uniformly, through the same wavevector. However the honeycomb iridates family Li[subscript 2]IrO[subscript 3] shows an incommensurate order where spirals on neighboring sublattices are counterrotating, giving each moment a different local environment. Theoretically describing its spin dynamics has remained a challenge: The Kitaev interactions proposed to stabilize this state, which arise from strong spin-orbit effects, induce magnon umklapp scattering processes in spin-wave theory. Here we propose an approach via a (Klein) duality transformation into a conventional spiral of a frustrated Heisenberg model, allowing a direct derivation of the dynamical structure factor. We analyze both Kitaev and Dzyaloshinskii-Moriya based models, both of which can stabilize counterrotating spirals, but with different spin dynamics, and we propose experimental tests to identify the origin of counterrotation. Massachusetts Institute of Technology (MIT Pappalardo Fellowships in Physics) |
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