Defect-induced monopole injection and manipulation in artificial spin ice - Interférometrie In-situ, Instrumentation pour la Microscopie Electronique Access content directly
Journal Articles Nature Communications Year : 2022

Defect-induced monopole injection and manipulation in artificial spin ice


Lithographically defined arrays of nanomagnets are well placed for application in areas such as probabilistic computing or reconfigurable magnonics due to their emergent collective dynamics and writable magnetic order. Among them are artificial spin ice (ASI), which are arrays of binary in-plane macrospins exhibiting geometric frustration at the vertex interfaces. Macrospin flips in the arrays create topologically protected magnetic charges, or emergent monopoles, which are bound to an antimonopole to conserve charge. In the absence of controllable pinning, it is difficult to manipulate individual monopoles in the array without also influencing other monopole excitations or the counter-monopole charge. Here, we tailor the local magnetic order of a classic ASI lattice by introducing a ferromagnetic defect with shape anisotropy into the array. This creates monopole injection sites at nucleation fields below the critical lattice switching field. Once formed, the high energy monopoles are fixed to the defect site and may controllably propagate through the lattice under stimulation. Defect programing of bound monopoles within the array allows fine control of the pathways of inverted macrospins. Such control is a necessary prerequisite for the realization of functional devices, e. g. reconfigurable waveguide in nanomagnonic applications.
Fichier principal
Vignette du fichier
PUTTOCK_2022.pdf (3.47 Mo) Télécharger le fichier
Origin : Publisher files allowed on an open archive
licence : CC BY - Attribution

Dates and versions

hal-03705622 , version 1 (20-06-2023)





Robert Puttock, Ingrid Andersen, Christophe Gatel, Bumsu Park, Mark Rosamond, et al.. Defect-induced monopole injection and manipulation in artificial spin ice. Nature Communications, 2022, 13 (1), pp.3641. ⟨10.1038/s41467-022-31309-0⟩. ⟨hal-03705622⟩
58 View
14 Download



Gmail Facebook X LinkedIn More