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. 2014 Jun 11;4:5248. doi: 10.1038/srep05248

Figure 1. Tuning the chirality of magnetic DWs.

Figure 1

(a) In a symmetric layer system, Bloch walls are favored (orange arrows), on which the spin Hall current (green spins) cannot exert a torque. (b) If SIA is introduced, chiral Néel walls with alternating orientation become stable, which are moved uniformly (yellow arrows) by the effective spin Hall field HSHE ∝ cos ϕ. (c) The in-plane DW angle ϕ (orange) is determined by the competition of the DMI field HD (violet) and the DW anisotropy field HK (pink). (d) The internal angle can be further tuned using an external magnetic field Hx (light blue) or Hy (not shown). (e) DW resistance measurements can be used to verify the DW angle ϕ under influence of Hx and Hy. This can be linked to DW motion measurements on the same samples (f), where the depinning field Hz,depin as a function of current density J is measured for the two outermost DWs. The slope of this relation defines the depinning efficiency Inline graphic of each DW, which scales with cos ϕ. The Kerr micrographs show the well-controlled alternating pattern of up (white) and down (grey) domains, realized by Ga irradiation of the white areas.