| Literature DB >> 30375471 |
Ken-Ichi Uchida1,2,3,4, Michiko Sasaki5,6, Yuya Sakuraba7,8, Ryo Iguchi7, Shunsuke Daimon9,10,11, Eiji Saitoh12,9,10,11,13, Masahiro Goto5,6.
Abstract
Conversion between spin and charge currents is essential in spintronics, since it enables spin-orbit-torque magnetization switching, spin-current-driven thermoelectric generation, and nano-scale thermal energy control. To realize efficient spin-charge conversion, a variety of mechanisms, including spin Hall effects, Rashba-Edelstein effects, and spin-momentum locking in topological insulators, have been investigated and more comprehensive material exploration is necessary. Here we demonstrate high-throughput screening of spin-charge conversion materials by means of the spin Peltier effect (SPE). This is enabled by combining recently-developed SPE-imaging techniques with combinatorial materials science; using a composition-spread alloy film formed on a magnetic insulator, we observe the SPE-induced temperature change due to the spin Hall effect and obtain a continuous mapping of its composition dependence from the single sample. The distribution of the SPE signals reflects local spin-charge conversion capability in the alloy owing to unique heat-generation nature of the SPE. This combinatorial approach will accelerate materials research towards high-performance spintronic devices.Entities:
Year: 2018 PMID: 30375471 PMCID: PMC6207731 DOI: 10.1038/s41598-018-34493-6
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Combinatorial investigation of DSHE-driven SPE. (a) Schematic illustration of the LIT measurements and sample system used for measuring the SPE. The sample comprises a composition-spread Pt-W film with meandered structure formed on an YIG substrate. H denotes the magnetic field vector. (b,c) LIT conditions for the SPE (b) and Joule-heating (c) measurements. In the SPE (Joule-heating) measurements, a square-wave-modulated a.c. charge current with zero offset (finite d.c. offset Jc/2), amplitude Jc (Jc/2), and frequency f is applied to the Pt-W film. (d) The SPE induced by the DSHE near the Pt-W/YIG interface. M, Jc, Js, and ∇T denote the magnetization vector of YIG, charge current applied to the Pt-W film, spatial direction of the spin current with the spin-polarization vector σ generated by the DSHE in Pt-W, and temperature gradient appearing as a result of the SPE-induced heat current, respectively. (e) Schematic illustration of the Pt-W/YIG sample from a top view. (f) Schematic procedure for fabricating the composition-spread Pt-W film on the YIG substrate.
Figure 2Thickness and composition distributions. (a) Schematic illustration of the Pt-W/YIG sample from a top view and definition of the areas A1-E7 on the meandered structure. (b,c) Distributions of the thickness tPt-W (b) and W content (c) of the composition-spread Pt-W film (see Methods for details).
Figure 3LIT images. (a,b) Raw amplitude A (a) and phase ϕ (b) images for the Pt-W/YIG sample at Jc = 2.7 mA and f = 25.0 Hz, measured in the SPE condition (see Fig. 1(b)). The left and right images were measured at the magnetic fields of H = +500 Oe and −500 Oe, respectively. (c) Schematic illustration of the Pt-W/YIG sample from a top view. (d,e) Aodd (d) and ϕodd (e) images for the Pt-W/YIG sample. The Aodd and ϕodd images are obtained by subtracting the raw LIT images at H = −500 Oe from those at H = +500 Oe and dividing the subtracted images by 2 (see the definition in the main text). (f,g) A (f) and ϕ (g) images for the Pt-W/YIG sample at Jc = 2.7 mA, f = 25.0 Hz, and H = 0 Oe, measured in the Joule-heating condition (see Fig. 1(c)).
Figure 4Composition dependence of DSHE-driven SPE in Pt-W/YIG. (a) W-content dependence of ΔTodd/jc for the Pt-W/YIG sample. The data points are estimated from the Aodd and ϕodd values in Fig. 3(d,e) on the areas A1-E7, defined by the squares with the size of 10 × 10 pixels. The error bars represent the standard deviation of the data in the corresponding areas. The inset to (a) shows the W-content dependence of the electric conductivity σPt-W of the Pt-W alloys. (b) W-content dependence of ΔTodd/E for the Pt-W/YIG sample, where E = jc/σPt-W is the electric field in the Pt-W film. The blue (red) circle data points show the negative (positive) temperature-modulation signals for the Pt-W/YIG sample. The blue (red) star data points show the SPE signals for the Pt/YIG (W/YIG) system with the 5-nm-thick Pt (W) layer[19] or electric conductivity values for the Pt (W) layer[23,44].