Triplet superconductivity and proximity effect induced by Bloch and N\'{e}el domain walls
Daniel Fritsch, James F. Annett

TL;DR
This study investigates how Bloch and Néel domain walls in superconductor/ferromagnet heterostructures induce spin-triplet pairing correlations, revealing that Bloch walls uniquely generate strong equal-spin correlations, advancing understanding of long-range proximity effects.
Contribution
It provides a self-consistent theoretical analysis of Bloch and Néel domain walls' effects on triplet pairing, highlighting conditions for equal-spin correlations in heterostructures.
Findings
Both domain walls generate similar triplet correlations as conical layers.
Only Bloch domain walls produce strong equal-spin correlations in the studied geometries.
Néel domain walls induce equal-spin correlations only when oriented within the interface plane.
Abstract
Noncollinear magnetic interfaces introduced in superconductor (SC)/ferromagnet/SC heterostructures allow for spin-flipping processes and are able to generate equal-spin spin-triplet pairing correlations within the ferromagnetic region. This leads to the occurrence of the so-called long-range proximity effect. Particular examples of noncollinear magnetic interfaces include Bloch and N\'{e}el domain walls. Here, we present results for heterostructures containing Bloch and N\'{e}el domain walls based on self-consistent solutions of the spin-dependent Bogoliubovde Gennes equations in the clean limit. In particular, we investigate the thickness dependence of Bloch and N\'{e}el domain walls on induced spin-triplet pairing correlations and compare with other experimental and theoretical results, including conical magnetic layers as noncollinear magnetic interfaces. It is shown that both,…
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