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5 September 2019

Reciprocal Relation between Spin Peltier and Spin Seebeck Effects †

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1
Istituto Nazionale di Ricerca Metrologica, Strada delle Cacce 91, 10135, Turin, Italy
2
INNOVENT e.V., Technologieentwicklung, Prussingstrasse. 27B, 07745 Jena, Germany
*
Author to whom correspondence should be addressed.
Presented at the 37th International Symposium on Dynamical Properties of Solids (DyProSo 2019), Ferrara, Italy, 8–12 September 2019.
This article belongs to the Proceedings The 37th International Symposium on Dynamical Properties of Solids
In recent times, the interaction between magnetization and heat currents in a magnetic material has gained a renewed interest thanks to the observation of the spin Seebeck effect (SSE) [1,2]. The SSE is the spin counterpart of the Seebeck effect that corresponds to the generation of a pure magnetization current in a magnetic insulator as consequence of a thermal gradient. This is electrically detected by means of the inverse spin Hall effect [3], that rises in a high spin orbit coupling heavy metal deposited on the magnetic insulator. Equally to the ordinary thermoelectricity, the SSE has its reciprocal effect that is the spin Peltier effect [4,5]. In this work we provide an experimental proof of the reciprocal relations between SSE and SPE [6,7] in a single bulk sample of yttrium iron garnet (YIG) covered by a platinum thin film. For both the SSE and the SPE experiments, we employ a measurement system designed for the detection of heat currents exchanged between the thermal reservoirs and the sample under test. The sample-specific value for the characteristics of both effects measured on the present YIG/Pt bilayer is (6.2 ± 0.4) × 10−3 KA−1 at room temperature, that corresponds to the analogous for spins of the Thomson relation between thermoelectric effects.
Figure 1. SSE and SPE heat-current-based measurements. (a) Schemes of the YIG-Pt device. (b) Sketches of the experimental setups. (c) Examples of SSE and SPE hysteresis loops. (d) Results at magnetic saturation of the SSE voltage as function of the heat current and SPE heat current as function of the electric current.

References

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