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. 2021 Aug 23;12(1):5079.
doi: 10.1038/s41467-021-25291-2.

Real-space observations of 60-nm skyrmion dynamics in an insulating magnet under low heat flow

Affiliations

Real-space observations of 60-nm skyrmion dynamics in an insulating magnet under low heat flow

Xiuzhen Yu et al. Nat Commun. .

Abstract

Thermal-current induced electron and spin dynamics in solids -dubbed "caloritronics"- have generated widespread interest in both fundamental physics and spintronics applications. Here, we examine the dynamics of nanometric topological spin textures, skyrmions driven by a temperature gradient ∇T or heat flow, that are evaluated through in-situ real-space observations in an insulating helimagnet Cu2OSeO3. We observe increases of the skyrmion velocity and the Hall angle with increasing ∇T above a critical value of ~ 13 mK/mm, which is two orders of magnitude lower than the ∇T required to drive ferromagnetic domain walls. A comparable magnitude of ∇T is also observed to move the domain walls between a skyrmion domain and the non-topological conical-spin domain from cold to hot regions. Our results demonstrate the efficient manipulation of skyrmions by temperature gradients, a promising step towards energy-efficient "green" spintronics.

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Conflict of interest statement

The authors declare no competing interests.

Figures

Fig. 1
Fig. 1. Thermally driven magnetic skyrmion motion in an insulating magnet Cu2OSeO3 with chiral-lattice structure.
a Schematic crystal structure of the Cu2OSeO3. b A skyrmion (white dot-like contrasts) lattice (SkL) observed by Lorentz transmission electron microscopy (TEM) in a (111) Cu2OSeO3 thin plate under a normal 60 mT field at 20 K. c, d Device configurations (c topography of the device; d schematic of the device cross-section) for imaging skyrmion dynamics with heat flows. e Schematics of skyrmion flows in the thin plate with temperature gradients (∇T). Dashed arrows indicate the anticipated trace of a skyrmion.
Fig. 2
Fig. 2. The temperature (T) - magnetic field (B) phase diagram observed in Cu2OSeO3 by Lorentz TEM.
a The T-B phase diagram of magnetic structure in the (111) 100-nm thick Cu2OSeO3 thin plate. Circles specify the T and B conditions. H, C, and FM stand for the helical, conical, and field-aligned ferromagnetic structures, respectively. bg Lorentz TEM images and their fast Fourier transforms (FFTs) were observed at 20 K with an increasing magnetic field.
Fig. 3
Fig. 3. Heat flow-driven skyrmion motion in a Cu2OSeO3 thin plate.
a, b Lorentz TEM images observed before (a) and during (b) a 10 µA current flowing through the heater. c Skyrmion (white dot) domain coexistent with a vertical C domain (monotonic contrast) observed under a normal field of 160 mT at 20 K in the (111) thin Cu2OSeO3. The boundaries between the skyrmion domain and C domain are signed by yellow dashed lines. d The domain boundaries between skyrmions and C domain drift from the lower left to the upper right (indicated by orange dashed lines) when a 50 µA current flows through the heater (H) set on the right side of the device (Fig. 1c, d). eg The left skyrmion island (encircled by a dotted yellow line) flows towards the right one (encircled by dotted blue line) with 100 µA current flow. h T-map of the thin Cu2OSeO3 during a 50 µA current flow. Color bar indicates the T-scale. i Line profiles of ∇T in the Lorentz TEM view area (the red line) and in the bulky Cu2OSeO3 (thicker regions, the black line) at IH = 50 µA. j Calculated ∇T versus IH in the Lorentz TEM view area. The inset is an enlargement of the ∇T profile at a range of IH from 0 to100 µA. k Variation of the averaged velocity (red circles) of the domain wall (the boundary between skyrmion domain and C domain) and Hall angle (blue triangular) of the front skyrmion at the boundary with an increase of ∇T, observed while holding a constant field of 160 mT. The is a ratio of the total drift distance to the duration (the duration is 1.36 s for the heater current IH = 0.3, 0.5 mA, while it is 1.68 s for IH = 0.3, 0.05, 0.1 mA) of skyrmion motions. The error bars represent the maximal and minimal averaged velocities deduced from the locally-averaged values approximately over the shorter time period of 0.2–0.6 s, as detailed in Supplementary Fig. 1. The pink and blue lines are eye guides for the changes of the velocity and Hall angle, respectively.

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