Magnons in a Quasicrystal: Propagation, Localization and Extinction of Spin Waves in Fibonacci Structures
arXiv:1810.04931 · doi:10.1103/PhysRevApplied.11.054061
Abstract
Magnonic quasicrystals exceed the possibilities of spin wave (SW) manipulation offered by regular magnonic crystals, because of their more complex SW spectra with fractal characteristics. Here, we report the direct x-ray microscopic observation of propagating SWs in a magnonic quasicrystal, consisting of dipolarly coupled permalloy nanowires arranged in a one-dimensional Fibonacci sequence. SWs from the first and second band as well as evanescent waves from the band gap between them are imaged. Moreover, additional mini-band gaps in the spectrum are demonstrated, directly indicating an influence of the quasiperiodicity of the system. The experimental results are interpreted using numerical calculations and we deduce a simple model to estimate the frequency position of the magnonic gaps in quasiperiodic structures. The demonstrated features of SW spectra in one-dimensional magnonic quasicrystals allows utilizing this class of metamaterials for magnonics and makes them an ideal basis for future applications.
arXiv comment10 pages, 6 figures
References in corpus (6)
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- An anomalous refraction of spin waves as a way to guide signals in curved magnonic multimode waveguides
- Influence of nonmagnetic dielectric spacers on the spin wave response of one-dimensional planar magnonic crystals
- Josephson effect in a Fibonacci quasicrystal
- Topological superconductivity in Fibonacci quasicrystals
- Fractalized magnon transport on the quasicrystal with enhanced stability
- Gænice: a general model for magnon band structure of artificial spin ices
- Nonstanding spin waves in a single rectangular permalloy microstrip under uniform magnetic excitation
- The Fibonacci quasicrystal: case study of hidden dimensions and multifractality
- Magnetization Dynamics in Quasiperiodic Magnonic Crystals