2013
DOI: 10.1063/1.4813228
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Effect of hole shape on spin-wave band structure in one-dimensional magnonic antidot waveguide

Abstract: We present the possibility of tuning the spin-wave band structure, particularly the bandgaps in a nanoscale magnonic antidot waveguide by varying the shape of the antidots. The effects of changing the shape of the antidots on the spin-wave dispersion relation in a waveguide have been carefully monitored. We interpret the observed variations by analysing the equilibrium magnetic configuration and the magnonic power and phase distribution profiles during spin-wave dynamics. The inhomogeneity in the exchange fiel… Show more

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Cited by 34 publications
(23 citation statements)
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“…The symmetry nodes are not very sharp and possibly overlapping with other modes having the same f but different wave vector k . [ 44 ] Mode E is very similar to the mode profi le observed in a much larger disk observed by Neudecker et al [ 43 ] The mode profi les for s = 100, 150, and 200 nm are available in Figure S3, Supporting Information. When the disks are in the vortex state, both the resonant frequencies and mode profi les are not signifi cantly affected by the variation in s .…”
Section: Vortex State Diskssupporting
confidence: 68%
“…The symmetry nodes are not very sharp and possibly overlapping with other modes having the same f but different wave vector k . [ 44 ] Mode E is very similar to the mode profi le observed in a much larger disk observed by Neudecker et al [ 43 ] The mode profi les for s = 100, 150, and 200 nm are available in Figure S3, Supporting Information. When the disks are in the vortex state, both the resonant frequencies and mode profi les are not signifi cantly affected by the variation in s .…”
Section: Vortex State Diskssupporting
confidence: 68%
“…We have shown here with an analytical model and also in the previous papers (Refs. 38, 42, and 43), that the detailed shape of antidots and random defects do not play significant roles in effects studied in the manuscript. Our results can be crucial for practical realization of SW waveguides for magnonic applications in high frequencies, because precise mirror symmetry is difficult to achieve on such small scales, leading to deviations form the ideal structure.…”
Section: Discussionmentioning
confidence: 95%
“…In order to determine character of the modes and to visualize the spatial distribution of the dynamic magnetization component δm z , we follow the procedure described in Ref. [38]. We perform 2DFT on m z for each value of y seperately.…”
mentioning
confidence: 99%