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Ultrafast formation of a large dynamic magnetic soliton

  • Ondřej Wojewoda
  • , Sina Mayr
  • , Miela J. Gross
  • , Jan Klíma
  • , Jaganandha Panda
  • , Jakub Krčma
  • , Jakub Holobrádek
  • , Kristýna Davídková
  • , Andrii V. Chumak
  • , Igor Gerasimchuk
  • , Roman Verba
  • , Philipp Pirro
  • , Markus Weigand
  • , Simone Finizio
  • , Morris Lindner
  • , Carsten Dubs
  • , Qi Wang
  • , Sebastian Wintz
  • , Caroline A. Ross
  • , Michal Urbánek

Publications: Working paperPreprint

Abstract

Nonlinear magnetization dynamics offers a rich variety of phenomena ranging from bistability to chaos. Here, we report the ultrafast formation of a dynamic magnetic soliton in thin ferrimagnetic garnet films with perpendicular magnetic anisotropy, driven by the microwave magnetic field of a microstrip antenna. Using time-resolved Brillouin light scattering microscopy and scanning transmission X-ray microscopy, we directly track the build-up of the large-angle precession state. The observed soliton is distinct from other nonlinear magnetic excitations in two key aspects: (i) it forms inside the linear spin-wave frequency band, and (ii) it is exceptionally large, reaching tens of microns beyond the antenna. We explain the soliton formation by the self-limiting mechanism upon a positive nonlinear frequency shift and the spatial extent of the near-field of the antenna. At large distances from the drive, the soliton collapses and emits short-wavelength spin waves via almost instantaneous spatial wavenumber conversion. Time-resolved measurements further reveal a small finite delay during soliton formation, while coherent long-range oscillations appear essentially simultaneously over distances up to 40 micrometers. These results establish microwave-driven solitons as a robust nonlinear phenomenon in thin-film garnets and suggest opportunities for fast, nonlocal manipulation of magnetic states and for applications in novel computational schemes.
Original languageEnglish
PublisherarXiv
Publication statusPublished - 30 May 2026

Austrian Fields of Science 2012

  • 103017 Magnetism

Keywords

  • cond-mat.mes-hall

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