Non-uniform spin wave softening in 2D magnonic crystals as a tool for opening omnidirectional magnonic band gaps
arXiv:1810.04005 · doi:10.1103/PhysRevApplied.11.054011
Abstract
By means of the plane wave method we study spin wave dynamics in two-dimensional bi-component magnonic crystals based on a squeezed hexagonal lattice and consist of a permalloy thin film with cobalt inclusions. We explore the dependence of a spin wave frequency on the external magnetic field, especially in weak fields where the mode softening takes place. For considered structures, the mode softening proves to be highly non-uniform on both the mode number and the wave vector. We found this effect to be responsible for the omnidirectional band gap opening. Moreover, we show that the enhancement of the demagnetizing field caused by the squeezing of the structure is of crucial importance for the non-uniform mode softening. This allows us to employ this mechanism to design magnonic gaps with different sensitivity for the tiny change of the external field. The effects we have found should be useful in designing and optimization of spin wave filters highly tunable by a small external magnetic field.
arXiv commentFinal version
References in corpus (5)
- The building blocks of magnonics
- Magnonic Band Structure, Complete Bandgap and Collective Spin Wave Excitation in Nanoscale Two--Dimensional Magnonic Crystals
- Magnonic crystals - prospective structures for shaping spin waves in nanoscale
- The role of the internal demagnetizing field in a surface-modulated magnonic crystal
- Spin wave surface states in one-dimensional planar magnonic crystals
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- Reversible tuning of omnidirectional band gaps in two-dimensional magnonic crystals by magnetic field and in-plane squeezing
- Magnetodynamic properties of dipole-coupled 1D magnonic crystals
- New geometric receipts for design of photonic crystals and metamaterials: optimal toric packings