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On the possibility of the excitation of oscillations mediated by magnetomechanical coupling in van-der-Waals antiferromagnets

  a,   a, b
a MIREA - Russian Technological University, prosp. Vernadskogo 78, Moscow, 119454, Russian Federation
b Lomonosov Moscow State University, Faculty of Physics, Leninskie Gory 1 build. 2, Moscow, 119991, Russian Federation

In this paper the excitation mechanisms for mechanical oscillations mediated by magnetomechanical coupling in van-der-Waals antiferromagnets are discussed. It is shown that, in spite of the compensation of direct magnetic field effect due to the presence of two magnetic sublattices in antiferromagnets, the inverse flexomagnetic effect, the electric field-induced gyromagnetic effect, and the magnetostrictive interaction can cause detectable mechanical oscillations due to the phenomena of forced or parametric resonance. The results of analysis demonstrate the potential of such materials as a basis for new-generation of controllable micro- and nanomechanical systems, they are are also of interest from a methodological point of view as an application of classical methods of oscillation theory, such as the harmonic balance method and slowly varying amplitude approximation, to analyze phenomena discovered in van der Waals magnets in the past few years.

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Keywords: van der Waals magnets; flexoelectric effect, flexomagnetic effect, gyromagnetic effect, magnetoelectrics, multiferroics, straintronics
PACS: 75.70.−i, 75.80.+q, 75.85.+t, 77.65.−j (all)
DOI: 10.3367/UFNe.2025.12.040071
URL: https://ufn.ru/en/articles/2026/6/e/
Citation: Koliushenkov M A, Pyatakov A P "On the possibility of the excitation of oscillations mediated by magnetomechanical coupling in van-der-Waals antiferromagnets" Phys. Usp. 69 (6) (2026)

Received: 29th, October 2025, revised: 8th, December 2025, 8th, December 2025

Оригинал: Колюшенков М А, Пятаков А П «О возможности возбуждения колебаний ван-дер-ваальсовых антиферромагнетиков посредством магнитомеханической связи» УФН 196 638–648 (2026); DOI: 10.3367/UFNr.2025.12.040071

References (39) Similar articles (20) ↓

  1. E.A. Turov “Can the magnetoelectric effect coexist with weak piezomagnetism and ferromagnetism?Phys. Usp. 37 303–310 (1994)
  2. E.H. Lock, S.V. Gerus, A.V. Sadovnikov “Superresolution effect and resolvability criterion for the waves in anisotropic mediaPhys. Usp. 69 375–391 (2026)
  3. K.P. Belov “Pyromagnetic effect in ferrimagnets with a ’weak’ sublatticePhys. Usp. 43 407–413 (2000)
  4. E.H. Lock, S.V. Gerus “Electromagnetic waves in a tangentially magnetized bi-gyrotropic layer (with an example of analysis of spin wave characteristics in a ferrite plate)Phys. Usp. 67 1257–1270 (2024)
  5. E.H. Lock “Angular beam width of a slit-diffracted wave with noncollinear group and phase velocitiesPhys. Usp. 55 1239–1254 (2012)
  6. A.V. Vashkovsky, E.H. Lock “On the relationship between magnetostatic wave energy and dispersion characteristics in ferrite structuresPhys. Usp. 54 281–290 (2011)
  7. V.V. Maier, V.E. Khokhlovkin “Magnetostriction emmiters for lecture demonstrations on ultrasonicsSov. Phys. Usp. 16 934–935 (1974)
  8. F.Ya. Khalili “Zero-point oscillations, zero-point fluctuations, and fluctuations of zero-point oscillationsPhys. Usp. 46 293–307 (2003)
  9. P.S. Landa, Ya.B. Duboshinskii “Self-oscillatory systems with high-frequency energy sourcesSov. Phys. Usp. 32 723–731 (1989)
  10. V.I. Tatarskii “Example of the description of dissipative processes in terms of reversible dynamic equations and some comments on the fluctuation-dissipation theoremSov. Phys. Usp. 30 134–152 (1987)
  11. E.D. Trifonov “On the spin-statistics theoremPhys. Usp. 60 621–622 (2017)
  12. Yu.M. Tsipenyuk “Zero point energy and zero point oscillations: how they are detected experimentallyPhys. Usp. 55 796–807 (2012)
  13. V.S. Olkhovsky “On time as a quantum observable canonically conjugate to energyPhys. Usp. 54 829–835 (2011)
  14. A.A. Shatskiy, I.D. Novikov, N.S. Kardashev “The Kepler problem and collisions of negative massesPhys. Usp. 54 381–385 (2011)
  15. A.I. Musienko, L.I. Manevich “Classical mechanical analogs of relativistic effectsPhys. Usp. 47 797–820 (2004)
  16. N.V. Evdokimov, V.P. Komolov, P.V. Komolov “Dynamic chaos interference in Hamiltonian systems: experiment and potential radiophysics applicationsPhys. Usp. 44 735–754 (2001)
  17. Yu.L. Klimontovich “Relative ordering criteria in open systemsPhys. Usp. 39 1169–1179 (1996)
  18. D.E. Vakman, L.A. Vainshtein “Amplitude, phase, frequency—fundamental concepts of oscillation theorySov. Phys. Usp. 20 1002–1016 (1977)
  19. D.I. Penner, D.B. Duboshinskii et alAsynchronous excitation of undamped oscillationsSov. Phys. Usp. 16 158–160 (1973)
  20. A.M. Bazuev, K.M. Bokova “Demonstration of transmission interception of modulated oscillations with a Helium-neon laser beamSov. Phys. Usp. 15 821–821 (1973)

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