The emergence of three-dimensional chiral domain walls in polar vortices

Chirality or handedness of a material can be used as an order parameter to uncover the emergent electronic properties for quantum information science. Conventionally, chirality is found in naturally occurring biomolecules and magnetic materials. Chirality can be engineered in a topological polar vor...

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Veröffentlicht in:Nature communications 2023-07, Vol.14 (1), p.4465-4465, Article 4465
Hauptverfasser: Susarla, Sandhya, Hsu, Shanglin, Gómez-Ortiz, Fernando, García-Fernández, Pablo, Savitzky, Benjamin H., Das, Sujit, Behera, Piush, Junquera, Javier, Ercius, Peter, Ramesh, Ramamoorthy, Ophus, Colin
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Sprache:eng
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Zusammenfassung:Chirality or handedness of a material can be used as an order parameter to uncover the emergent electronic properties for quantum information science. Conventionally, chirality is found in naturally occurring biomolecules and magnetic materials. Chirality can be engineered in a topological polar vortex ferroelectric/dielectric system via atomic-scale symmetry-breaking operations. We use four-dimensional scanning transmission electron microscopy (4D-STEM) to map out the topology-driven three-dimensional domain walls, where the handedness of two neighbor topological domains change or remain the same. The nature of the domain walls is governed by the interplay of the local perpendicular (lateral) and parallel (axial) polarization with respect to the tubular vortex structures. Unique symmetry-breaking operations and the finite nature of domain walls result in a triple point formation at the junction of chiral and achiral domain walls. The unconventional nature of the domain walls with triple point pairs may result in unique electrostatic and magnetic properties potentially useful for quantum sensing applications. The authors investigate how the disorder and the interplay of lateral and axial polarization of the polar vortex topology in SrTiO 3 /PbTiO 3 superlattices can lead to the formation of the chiral and achiral domain walls, and subsequently the triple point topologies.
ISSN:2041-1723
2041-1723
DOI:10.1038/s41467-023-40009-2