2026-04-22 東北大学

図1. 磁石のS→Nの向き(磁化の向き)が熱的に反転する様子。
<関連情報>
- https://www.tohoku.ac.jp/japanese/2026/04/press20260422-01-magnet.html
- https://www.tohoku.ac.jp/japanese/newimg/pressimg/tohokuuniv-press20260422_01web_magnet.pdf
- https://www.nature.com/articles/s43246-026-01149-2
ナノ磁石における確率的スイッチング時定数と不安定性 Stochastic switching time constant and instability in nanomagnets
Shun Kanai,Keisuke Hayakawa,Mehrdad Elyasi,Keito Kobayashi,Junta Igarashi,Butsurin Jinnai,William A. Borders,Gerrit E. W. Bauer,Hideo Ohno & Shunsuke Fukami
Communications Materials Published: 21 April 2026
DOI:https://doi.org/10.1038/s43246-026-01149-2
Abstract
The Arrhenius law governs thermally-activated phenomena with a pre-exponential factor, the attempt time τ0, which defines the time constant of stochastic process. In nanomagnets, accessing τ0 is a formidable task due to the temperature-dependent magnetic properties that preclude the use of a standard Arrhenius plot and lead to the questionable assumption that τ0 = 1 ns for several decades. This is an untenable situation considering τ0’s critical role in the performance of stochastic magnetic tunnel junctions (s-MTJs), particularly in the context of unconventional computing. Here we present a systematic measurement of τ0 and reveal the governing physics. By analyzing the random telegraph noise as a function of applied magnetic fields along the hard axis, we derive a magnetic version of the Arrhenius plot, arriving at τ0 = 3.7–12 ns depending on the perpendicular magnetic anisotropy. Furthermore, we reveal that the Suhl instability significantly increases τ0 by the emission of spin waves. The results renew the understanding of stochastic dynamics in nanomagnets, offering a route to design high-performance s-MTJs.

