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Reprogrammability and Scalability of Magnonic Fibonacci Quasicrystals
Magnonic crystals are systems that can be used to design and tune the dynamic properties of magnetization. Here, we focus on one-dimensional Fibonacci magnonic quasicrystals. We confirm the existence of collective spin waves propagating through the structure as well as dispersionless modes; the reprogammability of the resonance frequencies, dependent on the magnetization order; and dynamic spin-wave interactions. With the fundamental understanding of these properties, we lay a foundation for the scalable and advanced design of spin-wave band structures for spintronic, microwave, and magnonic applications.
@article{lisiecki2019r, title = {Reprogrammability and Scalability of Magnonic Fibonacci Quasicrystals}, journal = {Physical Review Applied}, abstract = {Magnonic crystals are systems that can be used to design and tune the dynamic properties of magnetization. Here, we focus on one-dimensional Fibonacci magnonic quasicrystals. We confirm the existence of collective spin waves propagating through the structure as well as dispersionless modes; the reprogammability of the resonance frequencies, dependent on the magnetization order; and dynamic spin-wave interactions. With the fundamental understanding of these properties, we lay a foundation for the scalable and advanced design of spin-wave band structures for spintronic, microwave, and magnonic applications.}, volume = {11}, number = {5}, pages = {054003}, publisher = {American Physical Society}, address = {College Park, Md. [u.a.]}, year = {2019}, slug = {lisiecki2019r}, author = {Lisiecki, Filip and Rychły, Justyna and Kuświk, Piotr and Głowiński, Hubert and Kłos, Jarosław W. and Groß, Felix and Bykova, Iuliia and Weigand, Markus and Zelent, Mateusz and Goering, Eberhard J. and Sch{\"u}tz, Gisela and Gubbiotti, Gianluca and Krawczyk, Maciej and Stobiecki, Feliks and Dubowik, Janusz and Gr{\"a}fe, Joachim}, url = {https://doi.org/10.1103/PhysRevApplied.11.054003} }