2020
DOI: 10.1038/s41598-020-78761-w
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Tuning domain wall dynamics by shaping nanowires cross-sections

Abstract: The understanding of the domain wall (DW) dynamics along magnetic nanowires is crucial for spintronic applications. In this work, we perform a detailed analysis of the transverse DW motion along nanowires with polygonal cross-sections. If the DW displaces under a magnetic field above the Walker limit, the oscillatory motion of the DW is observed. The amplitude, the frequency of oscillations, and the DW velocity depend on the number of sides of the nanowire cross-section, being the DW velocity in a wire with a … Show more

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Cited by 13 publications
(5 citation statements)
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“…Particularly, advances in 3D-printing techniques [27,28] have enhanced the fabrication of multifaceted [29] and curved [30][31][32] magnetic NWs. Such experimental techniques would allow corroborating theoretical results that predict that DWs displacement in multifaceted and bent NWs under the action of a constant external stimulus exhibit an oscillatory behavior [33][34][35][36]. Indeed, transverse DWs propagating in straight NWs with rectangular cross-sections simultaneously rotate and oscillate around and along the NW [37] when a magnetic field is applied parallel to its axis.…”
supporting
confidence: 53%
“…Particularly, advances in 3D-printing techniques [27,28] have enhanced the fabrication of multifaceted [29] and curved [30][31][32] magnetic NWs. Such experimental techniques would allow corroborating theoretical results that predict that DWs displacement in multifaceted and bent NWs under the action of a constant external stimulus exhibit an oscillatory behavior [33][34][35][36]. Indeed, transverse DWs propagating in straight NWs with rectangular cross-sections simultaneously rotate and oscillate around and along the NW [37] when a magnetic field is applied parallel to its axis.…”
supporting
confidence: 53%
“…It is worth noticing that N µ = N z for NW with circular cross section 30 and consequently, Γ d = 0. This result also applies to a NW with a polygonal cross-section with small area 16 .…”
Section: A General Formulationmentioning
confidence: 62%
“…By shaping the NW cross-section, the Walker limit can be either suppressed (circular cross-section 15 ) or engineered, i.e. tunning the amplitude and frequency of the oscillations (polygonal cross sections 16 ).…”
Section: Introductionmentioning
confidence: 99%
“…Predicting and uncovering novel functional devices often require modeling their behaviour at multiple length scales, as evidenced by the works of Chubykalo-Fesenko (Consejo Superior de Investigaciones Científicas-CSIC) and Altbir (Universidad de Santiago de Chile-USACH). There is a pressing need for solutions that go beyond micromagnetic simulations, and bridge ab initio to atomistic and to submicrometric regimes, while correctly describing magnetic coupling phenomena at the surfaces and interfaces [81]. These become more relevant by potentially incorporating other degrees of freedom such as atomic lattice vibrations (phonons), electrical behaviour, and temperature effects.…”
Section: Current and Future Challengesmentioning
confidence: 99%