Magnon polaron formed by selectively coupled coherent magnon and phonon modes of a surface patterned ferromagnet
Felix Godejohann, Alexey V. Scherbakov, Serhii M. Kukhtaruk, Alexander, N. Poddubny, Dmytro D. Yaremkevich, Mu Wang, Achim Nadzeyka, Dmitri R., Yakovlev, Andrew. W. Rushforth, Andrey V. Akimov, and Manfred Bayer

TL;DR
This paper demonstrates the formation of magnon polarons in a surface-patterned ferromagnet by spatially matching magnon and phonon modes, enabling strong coupling and clear observation of hybridized states.
Contribution
It introduces a method to achieve strong magnon-phonon coupling in a nanoscale patterned ferromagnet, overcoming previous limitations of weak interaction and short lifetimes.
Findings
High coupling strength achieved through spatial mode matching.
Clear evidence of optically excited magnon polarons.
Symmetry of localized modes influences polaron formation.
Abstract
Strong coupling between two quanta of different excitations leads to the formation of a hybridized state which paves a way for exploiting new degrees of freedom to control phenomena with high efficiency and precision. A magnon polaron is the hybridized state of a phonon and a magnon, the elementary quanta of lattice vibrations and spin waves in a magnetically-ordered material. A magnon polaron can be formed at the intersection of the magnon and phonon dispersions, where their frequencies coincide. The observation of magnon polarons in the time domain has remained extremely challenging because the weak interaction of magnons and phonons and their short lifetimes jeopardize the strong coupling required for the formation of a hybridized state. Here, we overcome these limitations by spatial matching of magnons and phonons in a metallic ferromagnet with a nanoscale periodic surface pattern.…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
