Field‐Free, Deterministic Giant Spin‐Orbit Torque Switching of 1.3 T Perpendicular Magnetization With Symmetry‐Lifted Topological Surface States
Abstract
ABSTRACT The field‐free control of perpendicular magnetization using spin‐orbit torque (SOT) is a key challenge in spintronics, simplifying design and integration for both memory and logic applications. Unlike conventional heavy metal/ferromagnet heterostructures that already break out‐of‐plane symmetry, thus can readily offer in‐plane switching, realizing deterministic out‐of‐plane switching requires breaking additional in‐plane symmetries. In this study, we demonstrate field‐free switching in a heterostructure composed of a self‐intercalated 2D magnet, Cr 3 Te 4 , and a topological insulator, (Bi 0.75 Sb 0.25 ) 2 Te 3 . In this system, the surface states of the topological insulator ensure efficient charge‐to‐spin conversion, but not deterministic on its own. The ordered 2 × 1 self‐intercalation of the perpendicular magnet provides additional symmetry breaking on the interface, rendering a combined unidirectional m (C s ) symmetry. This synergy allows for extremely strong, field‐free SOT switching of Cr 3 Te 4 with perpendicular coercivity ≈1.3 T. Unlike exfoliated 2D materials that tend to be single‐crystal, our wafer‐scale deposition naturally nucleates three equivalent types of 2 × 1 sublattices, and therefore the combined SOT switching manifests an apparent three‐fold angular dependence. These findings highlight a promising pathway toward efficient, topological insulator‐based spintronic device and material engineering.
Article Details
Authors (7)
He Ren
Department of Oncology, Beijing Shijitan Hospital, Capital Medical University
Yawen Peng
Institute For Quantum Computing (IQC) University of Waterloo Waterloo ON Canada
Meixin Cheng
Institute For Quantum Computing (IQC) University of Waterloo Waterloo ON Canada
Yu Shi
Reza Asadi
Institute For Quantum Computing (IQC) University of Waterloo Waterloo ON Canada
Adam W. Tsen
Guo‐Xing Miao
Institute For Quantum Computing (IQC) University of Waterloo Waterloo ON Canada