Abstract

Chiral magnetic domain walls are of great interest because lifting the energetic degeneracy of left- and right-handed spin textures in magnetic domain walls enables fast current-driven domain wall propagation. Although two types of magnetic domain walls are known to exist in magnetic thin films, Bloch- and Néel-walls, up to now the stabilization of homochirality was restricted to Néel-type domain walls. Since the driving mechanism of thin-film magnetic chirality, the interfacial Dzyaloshinskii-Moriya interaction, is thought to vanish in Bloch-type walls, homochiral Bloch walls have remained elusive. Here we use real-space imaging of the spin texture in iron/nickel bilayers on tungsten to show that chiral domain walls of mixed Bloch-type and Néel-type can indeed be stabilized by adding uniaxial strain in the presence of interfacial Dzyaloshinskii-Moriya interaction. Our findings introduce Bloch-type chirality as a new spin texture, which may open up new opportunities to design spin-orbitronics devices.

Highlights

  • Chiral magnetic domain walls are of great interest because lifting the energetic degeneracy of left- and right-handed spin textures in magnetic domain walls enables fast current-driven domain wall propagation

  • In perpendicularly magnetized thin-film systems, domain walls (DWs) can be classified as two canonical types: in Bloch walls, the spin rotates like a helical spiral around an axis which is parallel or antiparallel to the DW normal, whereas in Neel walls the spin rotates like a cycloidal spiral

  • Our findings experimentally demonstrate the Bloch-type chirality as a new type of chiral spin texture stabilized by interfacial Dzyaloshinskii–Moriya interaction (DMI), which may open up new opportunities to design spin–orbitronics devices

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Summary

Introduction

Chiral magnetic domain walls are of great interest because lifting the energetic degeneracy of left- and right-handed spin textures in magnetic domain walls enables fast current-driven domain wall propagation. Key points for these data demonstrated are as follows: when DW tangential direction is parallel to [1–10], that is, f 1⁄4 0°±3°, the histogram plotted in Fig. 2e shows that the angle a is scattered about a narrow distribution centred near 0°, confirming that these DWs are Neel type with left-handed chirality[17].

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