Bilayer stacking A-type altermagnet: A general approach to generating two-dimensional altermagnetism
Sike Zeng, Yu-Jun Zhao

TL;DR
This paper introduces a new concept of bilayer stacking A-type altermagnet (BSAA), providing a comprehensive theoretical framework to identify and generate 2D altermagnetic materials, and predicts specific candidate materials with altermagnetic properties.
Contribution
The authors develop a general theory for BSAAs, classify all possible layer groups for 2D altermagnets, and predict new candidate materials like bilayer NiZrCl$_6$ with intrinsic altermagnetism.
Findings
Only 17 layer groups can realize intrinsic A-type altermagnetism.
It is impossible to connect the two sublattices of BSAA using $S_{3z}$ or $S_{6z}$.
$C_{2 ext{alpha}}$$ is a general stacking operation for generating BSAA.
Abstract
In this article, we propose a new concept of bilayer stacking A-type altermagnet (BSAA), in which two identical ferromagnetic monolayers are stacked with antiferromagnetic coupling to form a two-dimensional A-type altermagnet. By solving the stacking model, we derive all BSAAs for all layer groups and draw three key conclusions: (1) Only 17 layer groups can realize intrinsic A-type altermagnetism. All 2D A-type altermagnets must belong to these 17 layer groups, which will be helpful to search for 2D A-type altermagnet. (2) It is impossible to connect the two sublattices of BSAA using or , a constraint that is also applicable to all 2D altermagnets. (3) is a general stacking operation to generate BSAA for an arbitrary monolayer. Our theory not only can explain the previously reported twisted-bilayer altermagnets, but also can provide more possibilities to…
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