Twist engineering of the two-dimensional magnetism in double bilayer chromium triiodide homostructures

磁性 物理 凝聚态物理 扭转 布里渊区 几何学 数学
作者
Hongchao Xie,Xiangpeng Luo,Gaihua Ye,Zhipeng Ye,Haiwen Ge,Suk Hyun Sung,Emily Rennich,Shaohua Yan,Fu Yang,Shangjie Tian,Hechang Lei,Robert Hovden,Kai Sun,Rui He,Liuyan Zhao
出处
期刊:Nature Physics [Nature Portfolio]
卷期号:18 (1): 30-36 被引量:101
标识
DOI:10.1038/s41567-021-01408-8
摘要

Twist engineering, or the alignment of two-dimensional (2D) crystalline layers with desired orientations, has led to tremendous success in modulating the charge degree of freedom in hetero- and homo-structures, in particular, in achieving novel correlated and topological electronic phases in moir\'e electronic crystals. However, although pioneering theoretical efforts have predicted nontrivial magnetism and magnons out of twisting 2D magnets, experimental realization of twist engineering spin degree of freedom remains elusive. Here, we leverage the archetypal 2D Ising magnet chromium triiodide (CrI3) to fabricate twisted double bilayer homostructures with tunable twist angles and demonstrate the successful twist engineering of 2D magnetism in them. Using linear and circular polarization-resolved Raman spectroscopy, we identify magneto-Raman signatures of a new magnetic ground state that is sharply distinct from those in natural bilayer (2L) and four-layer (4L) CrI3. With careful magnetic field and twist angle dependence, we reveal that, for a very small twist angle (~ 0.5 degree), this emergent magnetism can be well-approximated by a weighted linear superposition of those of 2L and 4L CI3 whereas, for a relatively large twist angle (~ 5 degree), it mostly resembles that of isolated 2L CrI3. Remarkably, at an intermediate twist angle (~ 1.1 degree), its magnetism cannot be simply inferred from the 2L and 4L cases, because it lacks sharp spin-flip transitions that are present in 2L and 4L CrI3 and features a dramatic Raman circular dichroism that is absent in natural 2L and 4L ones. Our results demonstrate the possibility of designing and controlling the spin degree of freedom in 2D magnets using twist engineering.
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