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REVIEWS OF TOPICAL PROBLEMS
Chiral spintronics of helimagnets
V. V. Ustinov, I. A. Yasyulevich Mikheev Institute of Metal Physics, Ural Branch of the Russian Academy of Sciences, Ekaterinburg
Abstract:
Chiral spintronics is a promising new branch of quantum electronics based on spin transport phenomena in materials with chiral symmetry. This review focuses on the development of chiral spintronics in helimagnets, materials characterized by a helical magnetic structure. The paper considers the general principles for describing electric and spin transport in conducting crystals in the presence of inhomogeneities in an external magnetic field and/or internal magnetic fields of exchange origin. It is demonstrated that the interaction of conduction electron spins with a spatially inhomogeneous exchange field in helimagnets provides a natural explanation for two experimentally observed spin-transport effects: the electrical magnetochiral effect and the kinetic magnetoelectric effect. An original technique for ascertaining the magnetic chi„rality of conductive helimagnets based on experimental studies of the aforementioned galvanomagnetic effects is presented. Constructing a theory of the spin-transfer torque effect in conductive chiral helimagnets is described, including an exploration of the influence of this effect on the magnetization and electrical resist„ance of helimagnets. The spin-transfer torque effect in helimagnets is demonstrated to cause rotation of the magnetization helix under the influence of an electric current. This can be used to create new devices of spin electronics in which conductive helimagnets will serve as the main functional components.
Keywords:
chirality, helimagnet, spin current, spintronics, nonreciprocal transport, electrical magnetochiral effect, magnetochiral anisotropy, kinetic magnetoelectric effect, spin-transfer torque
Received: January 17, 2025 Revised: July 14, 2025 Accepted: July 30, 2025
Citation:
V. V. Ustinov, I. A. Yasyulevich, “Chiral spintronics of helimagnets”, UFN, 195:10 (2025), 1062–1093; Phys. Usp., 68:10 (2025), 1001–10028
Linking options:
https://www.mathnet.ru/eng/ufn16036 https://www.mathnet.ru/eng/ufn/v195/i10/p1062
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