| Literature DB >> 34880294 |
A Sud1, S Tacchi2, D Sagkovits1,3, C Barton3, M Sall4, L H Diez5, E Stylianidis1, N Smith3, L Wright3, S Zhang6, X Zhang6, D Ravelosona4,5, G Carlotti7, H Kurebayashi1, O Kazakova3, M Cubukcu8,9.
Abstract
We show a method to control magnetic interfacial effects in multilayers with Dzyaloshinskii-Moriya interaction (DMI) using helium (He[Formula: see text]) ion irradiation. We report results from SQUID magnetometry, ferromagnetic resonance as well as Brillouin light scattering results on multilayers with DMI as a function of irradiation fluence to study the effect of irradiation on the magnetic properties of the multilayers. Our results show clear evidence of the He[Formula: see text] irradiation effects on the magnetic properties which is consistent with interface modification due to the effects of the He[Formula: see text] irradiation. This external degree of freedom offers promising perspectives to further improve the control of magnetic skyrmions in multilayers, that could push them towards integration in future technologies.Entities:
Year: 2021 PMID: 34880294 PMCID: PMC8654828 DOI: 10.1038/s41598-021-02902-y
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1(a,b) Normalized magnetization measurements M/ while sweeping the external magnetic field in the direction perpendicular (out-of-plane) and parallel (in-plane) to the multilayers with different IR at room temperature. Inset: Low field region for the out-of plane direction.
Figure 2(a) Schematic illustration of FMR setup. (b) The FMR absorption spectras for the sample IR with at various frequencies.
Figure 3(a–d) Microwave transmission as a function of frequency for different IR with the magnetic field perpendicular to the film plane. The black hollow markers depict the resonance field obtained by fitting FMR spectra using the Eq. S1 and solid lines are fitting curve. (e, f) The effective magnetisation (e) and the effective uniaxial anisotropy field (f) as a function of IR.
Figure 4(a–d) Dependence of the linewidth, , on the microwave frequency, f, with in the out-of-plane external magnetic field for different IR. The solid lines are linear fits. (e) Plot of damping constant and (f) Inhomogeneous broadening component for different IR.
Figure 5(a) Schematic of Brillouin light scattering (BLS) experiment. The sample is saturated in-plane by an external field = 1.5 T, applied along the z-axis. Stokes and anti-Stokes events in the scattering process correspond to spin waves propagating with +k and −k, respectively. (b) BLS spectra measured on the as-grown sample at an angle of incidence , applying an in-plane field .
Figure 6(a) Evolution of the absolute values of the Stokes (full dots) and anti-Stokes (open dots) frequencies measured for positive applied field = 1.5 T, as a function of the IR. (b) The first order out-of-plane uniaxial anisotropy constant () as a function of the IR. Inset: The second order uniaxial anisotropy constant obtained from the difference of the effective constant obtained by FMR and the first-order constant obtained by BLS. (c) Values of the DMI constant derived from the frequency asymmetry between the anti-Stokes and Stokes peaks of the Fig. 6a.