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Plasmon-enhanced Brillouin light scattering spectroscopy for magnetic systems: Theoretical model

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Abstract

Brillouin light scattering (BLS) spectroscopy is an effective method for detecting spin waves in magnetic thin films and nanostructures. While it provides extensive insight into the properties of spin waves, BLS spectroscopy is impeded in many practical cases by the limited range of detectable spin wave wavenumbers and its low sensitivity. Here, we present a generalized theoretical model describing plasmon-enhanced BLS spectroscopy. Three types of plasmonic nanoparticles in the shape of an ellipsoid of rotation are considered: a single plasmon resonator, a sandwiched plasmonic structure in which two nanoparticles are separated by a dielectric spacer, and an ensemble of metallic nanoparticles on the surface of a magnetic film. The effective susceptibilities for the plasmonic systems at the surface of the magnetic film are calculated using the electrodynamic Green functions method, and the enhancement coefficient is defined. It is analytically shown that the ratio of the plasmon resonator height to its radius plays the key role in the development of plasmon-enhanced BLS spectroscopy. The developed model serves as a basis for numerical engineering of the optimized plasmon nanoparticle morphology for BLS enhancement.
Original languageEnglish
Article number184419
Number of pages12
JournalPhysical Review B
Volume110
Issue number18
DOIs
Publication statusPublished - 21 Nov 2024

Funding

We thank Dr. Khrystyna Levchenko and Dr. Taras Vasiliev for valuable discussions. V.L. thanks the Austrian Academy of Sciences\u2019 Joint Excellence in Science and Humanities (JESH), the ESI Special Research Fellowship for Ukrainian Scientists, and the IEEE Magnetics Society \u201CMagnetism for Ukraine 2023\u201D program for the support of this work. A.V.C acknowledges the Austrian Science Fund FWF for the support by the project I-6568 \u201CParamagnonics.\u201D We thank Dr. Khrystyna Levchenko and Dr. Taras Vasiliev for valuable discussions. V.L. thanks the Austrian Academy of Sciences' Joint Excellence in Science and Humanities (JESH), the ESI Special Research Fellowship for Ukrainian Scientists, and the IEEE Magnetics Society Magnetism for Ukraine 2023 program for the support of this work. A.V.C acknowledges the Austrian Science Fund FWF for the support by the project I-6568 Paramagnonics.

Austrian Fields of Science 2012

  • 103017 Magnetism

Keywords

  • physics.optics
  • cond-mat.other
  • Quantum Magnonics

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