English

Achieving fully-compensated ferrimagnetism through two-dimensional heterojunctions

Materials Science 2025-09-16 v1

Abstract

In addition to altermagnets, fully-compensated ferrimagnets are another category of collinear magnetic materials that possess zero-net total magnetic moment and exhibit spin-splitting, making them promising for low-energy spintronics, high-density data storage and high-sensitivity sensors. Although many methods, such as alloying, external electric field, Janus engineering, ferroelectric field and spin ordering, have been proposed to achieve fully-compensated ferrimagnetism, these approaches either face experimental difficulties or produce a small spin-splitting or are volatile. Here, we propose to form vertical heterostructures by stacking two different but equally magnetized two-dimensional ferromagnetic materials. If an A-type antiferromagnetic ordering is satisfied, a fully compensated ferrimagnet can be formed. This vertical heterostructure approach is insensitive to lattice matching and stacking manner, thus being more conducive to experimental realization. Through first-principles calculations, we verify our proposal with several examples, focusing in particular on CrI3\mathrm{CrI_3}/CrGeTe3\mathrm{CrGeTe_3} heterojunction composed of experimentally synthesized CrI3\mathrm{CrI_3} and CrGeTe3\mathrm{CrGeTe_3} monolayers. The calculations show that CrI3\mathrm{CrI_3}/CrGeTe3\mathrm{CrGeTe_3} is a fully-compensated ferrimagnet, with pronounced spin-splitting, and that tensile strain is more favorable for achieving fully-compensated ferrimagnetism. Our work provides an experimentally feasible strategy for realizing fully-compensated ferrimagnetism, thereby further advancing the development of this field.

Keywords

Cite

@article{arxiv.2509.10768,
  title  = {Achieving fully-compensated ferrimagnetism through two-dimensional heterojunctions},
  author = {San-Dong Guo and Junjie He and Yee Sin Ang},
  journal= {arXiv preprint arXiv:2509.10768},
  year   = {2025}
}

Comments

7 pages, 5 figures

R2 v1 2026-07-01T05:34:30.748Z