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All-optical observation and reconstruction of spin wave dispersion

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2017

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Hashimoto, Yusuke
Daimon, Shunsuke
Iguchi, Ryo
Oikawa, Yasuyuki
Shen, Ka
Sato, Koji
Tabuchi, Yutaka
Satoh, Takuya
Hillebrands, Burkard
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Nature Communications. Nature Publishing Group. 2017, 8(1), 15859. eISSN 2041-1723. Available under: doi: 10.1038/ncomms15859

Zusammenfassung

To know the properties of a particle or a wave, one should measure how its energy changes with its momentum. The relation between them is called the dispersion relation, which encodes essential information of the kinetics. In a magnet, the wave motion of atomic spins serves as an elementary excitation, called a spin wave, and behaves like a fictitious particle. Although the dispersion relation of spin waves governs many of the magnetic properties, observation of their entire dispersion is one of the challenges today. Spin waves whose dispersion is dominated by magnetostatic interaction are called pure-magnetostatic waves, which are still missing despite of their practical importance. Here, we report observation of the band dispersion relation of pure-magnetostatic waves by developing a table-top all-optical spectroscopy named spin-wave tomography. The result unmasks characteristics of pure-magnetostatic waves. We also demonstrate time-resolved measurements, which reveal coherent energy transfer between spin waves and lattice vibrations.

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530 Physik

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ISO 690HASHIMOTO, Yusuke, Shunsuke DAIMON, Ryo IGUCHI, Yasuyuki OIKAWA, Ka SHEN, Koji SATO, Davide BOSSINI, Yutaka TABUCHI, Takuya SATOH, Burkard HILLEBRANDS, 2017. All-optical observation and reconstruction of spin wave dispersion. In: Nature Communications. Nature Publishing Group. 2017, 8(1), 15859. eISSN 2041-1723. Available under: doi: 10.1038/ncomms15859
BibTex
@article{Hashimoto2017Allop-53330,
  year={2017},
  doi={10.1038/ncomms15859},
  title={All-optical observation and reconstruction of spin wave dispersion},
  number={1},
  volume={8},
  journal={Nature Communications},
  author={Hashimoto, Yusuke and Daimon, Shunsuke and Iguchi, Ryo and Oikawa, Yasuyuki and Shen, Ka and Sato, Koji and Bossini, Davide and Tabuchi, Yutaka and Satoh, Takuya and Hillebrands, Burkard},
  note={Article Number: 15859}
}
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