The manipulation of magnetic domains is of paramount interest because of its potential applications in spintronics and next generation technologies for mass storage. In current storage devices, such as hard disk drives, information is processed using either magnetic fields or spin currents. However, existing technologies are limited in speed, not only due to engineering factors but also because of fundamental limits in driving domain walls at high speed. The motion of domains driven using conventional magnetic field and spin currents is limited to a speed of about 0.5 km/s, due to the phenomenon named Walker breakdown. Above this threshold speed, domains become unstable and develop different spin dynamics. Interestingly, recent theoretical investigations have predicted that speeds exceeding 10 km/s are achievable in ferromagnetic materials when driven by an optical laser pulse.
In this work, we optically excited a CoFe/Ni multilayer sample and measured the ultrafast response of magnetic domains using small angle X-ray scattering at Diffraction and Projection Imaging (DiProI) beamline of the FERMI free electron laser.
Read more on Elettra website
Image: Experimental schematic and evolution of labyrinthine domain pattern as a function of delay time. (a) Optical pump – EUV magnetic scattering probe experimental setup with highlighted an MFM image of the domain sample pattern. The white arrow indicates the preferential direction of the linear texture of the domain pattern. Magnetic diffraction scattering on the CCD is fitted with a 2D phenomenological model, from which we separate the ring and lobe components. (b) Isolated isotropic (ring) and anisotropic (lobes) fit components with arrows indicating the radius (qR, qL) and full-width half maximum (ΓR, ΓL) of scattering. Time-resolved (a) amplitude (AR), (b) ring radius (qR), and (c) width (ΓR) obtained from the fit of the isotropic scattering (ring). Delay curves are plotted for a range of measured fluence values from 0.8 to 13.4 mJ/cm2. The scattering amplitude, which is proportional to magnetization, decays immediately following laser excitation indicating demagnetization which recovers on picosecond timescales. The ring radius (qR) and width (ΓR) of the isotropic scattering approximate the average real-space domain size and correlation length of the labyrinthine domains, respectively.


