2017
DOI: 10.1103/physrevlett.119.167201
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Band Filling Control of the Dzyaloshinskii-Moriya Interaction in Weakly Ferromagnetic Insulators

Abstract: We observe and explain theoretically a dramatic evolution of the Dzyaloshinskii-Moriya interaction (DMI) in the series of isostructural weak ferromagnets, MnCO_{3}, FeBO_{3}, CoCO_{3}, and NiCO_{3}. The sign of the interaction is encoded in the phase of the x-ray magnetic diffraction amplitude, observed through interference with resonant quadrupole scattering. We find very good quantitative agreement with first-principles electronic structure calculations, reproducing both sign and magnitude through the series… Show more

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Cited by 49 publications
(30 citation statements)
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“…The application of the sum rules for the spin (µ s ) 33 and orbital (µ l ) 34 magnetic moment to the integrated XMCD signal shown in Fig. 4 leads to a value of the orbital-to-spin ratio l/s = 2µ l /µ s = 0.5 (1) which is also confirmed by Co L-edge multiplet simulations (l/s ≈ 0.6) as described in § V C 2. This value confirms the one derived from our NXMS measurements within the experimental uncertainty, thus further consolidating our findings.…”
Section: The Peculiar Case Of Coco3supporting
confidence: 72%
“…The application of the sum rules for the spin (µ s ) 33 and orbital (µ l ) 34 magnetic moment to the integrated XMCD signal shown in Fig. 4 leads to a value of the orbital-to-spin ratio l/s = 2µ l /µ s = 0.5 (1) which is also confirmed by Co L-edge multiplet simulations (l/s ≈ 0.6) as described in § V C 2. This value confirms the one derived from our NXMS measurements within the experimental uncertainty, thus further consolidating our findings.…”
Section: The Peculiar Case Of Coco3supporting
confidence: 72%
“…Tuning of the magnetic interactions can be achieved via various mechanisms. For example, the DM interaction can be engineered at interfaces between ferromagnet and heavy metal 63 , or graphene 64 and controlled by 3d-band filling in weakly FM insulators 65 . Adjustment of the magnetic anisotropy or/and Heisenberg exchange is also important for the enhancement of the skyrmion stability without changing the skyrmion size.…”
Section: Discussionmentioning
confidence: 99%
“…Then, the coefficient D can be determined by D = (E 1 +E 4 -E 2 -E 3 )/(4S 2 ) [41]. There are a large number of literatures calculate the coefficients of the DM interaction using VASP [42][43][44]. Although the coefficients are very small, these works confirm the accuracy of the VASP results.…”
Section: Resultsmentioning
confidence: 66%