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L. Álvaro-Gómez

Publications and source records attributed to L. Álvaro-Gómez.

3 recordsLinked to original sources

Domain-wall circulation gating and pinning via compositional engineering of cylindrical nanowires

Spintronic devices based on cylindrical magnetic nanowires have been proposed as a route toward three-dimensional information storage and processing by harnessing the controlled motion of domain walls (DWs). In this geometry, the Bloch-point wall (BPW) is the characteristic DW type. It features a curling of magnetization around a Bloch Point singularity, a topology that has been predicted to enable propagation at high speed without undergoing a Walker breakdown. We demonstrate that compositional modulations of larger magnetization, which host spontaneous curling states while the rest of the wire remains axial, fulfil a dual role: they act as deterministic pinning sites and as active gates for BPW circulation. Combining magnetic transmission X-ray microscopy and micromagnetic simulations, we reveal that DW-modulation interactions are the result of a superposition of long-range magnetostatic repulsion and short-range, circulation-dependent exchange contributions: parallel circulation produces an attractive well, while opposite circulation generates a repulsive barrier. This results in DW pinning at or near a compositional modulation. A DW's internal circulation can be inverted upon traversing a modulation, enabling on-demand switching of its circulation state. This dual mechanism demonstrates that both DW position and circulation can be tuned in a controlled manner, with potential implications for multistate spintronic devices.

cond-mat.mes-hall↗

Topological analysis and experimental control of transformations of domain walls in magnetic cylindrical nanowires

Topology is a powerful tool for categorizing magnetization textures by defining a topological index in both two-dimensional (2D) systems, such as thin films or curved surfaces, and in 3D bulk systems. In the emerging field of 3D nanomagnetism, both volume and surface topological numbers must be considered, requiring the identification of a proper global topological invariant to support categorization. Here we consider domain walls in cylindrical nanowires as an excellent playground for 3D nanomagnetic systems, excited by a charge current, that generates an OErsted field. We first provide experimental evidence of previously unreported domain-wall transformations of topology occurring at the nanosecond timescale. We investigate these transformations with micromagnetic simulations, tracking both bulk and surface topological signatures.We demonstrate a topological invariant combining both signatures, while the topological charge varies from bulk to surface during the dynamics. The experimental change of topology is reproduced when the pulse duration matches the timescale of the internal transformations of the wall, and the current is switched off before the transformation is complete. We expect that the topological categorization and dynamical exploitation apply to any 3D nanomagnetic system.

cond-mat.mes-hall↗

Micromagnetics of magnetic chemical modulations in soft-magnetic cylindrical nanowires

We analyze the micromagnetics of short longitudinal modulations of a high-magnetization material in cylindrical nanowires made of a soft-magnetic material of lower magnetization such as permalloy, combining magnetic microscopy, analytical modeling, and micromagnetic simulations. The mismatch of magnetization induces curling of magnetization around the axis in the modulations, in an attempt to screen the interfacial magnetic charges. The curling angle increases with modulation length, until a plateau is reached with nearly full charge screening for a specific length scale~$Δ_\mathrm{mod}$, larger than the dipolar exchange length of any of the two materials. The curling circulation can be switched by the Oersted field arising from a charge current with typical magnitude $10^{12} A/m^{2}$ for a diameter of $\sim$100 nm, and reaching a maximum for $Δ_\mathrm{mod}$.

cond-mat.mes-hall↗