Ultra-Stable Ferrimagnetic Second-Order Topological Insulator in 2D Metal-Organic Framework
Meijun Wang, Yong-An Zhong, Lei Jin, Ying Liu, Xuefang Dai, Guodong, Liu, and Xiaoming Zhang

TL;DR
This paper predicts a 2D ferrimagnetic second-order topological insulator in a metal-organic framework, demonstrating ultra-stable corner states resilient to various perturbations, advancing potential spintronic applications.
Contribution
It introduces the first 2D ferrimagnetic SOTI in a MOF, with highly robust corner states, expanding the understanding of topological phases in magnetic materials.
Findings
Cr(pyz)2 exhibits a nontrivial real Chern number in the spin-up channel.
Corner states remain stable under defects, strain, electric fields, and ligand rotation.
The material provides a promising platform for spintronic device development.
Abstract
Two-dimensional (2D) magnetic second-order topological insulators (SOTIs) exhibit distinct topological phases characterized by spin-polarized zero-dimensional (0D) corner states, which have garnered significant interest. However, 2D ferrimagnetic (FiM) SOTIs, particularly those that simultaneously exhibit ultra-stable corner states, are still lacking. Here, based on first-principles calculations and theoretical analysis, we reveal such SOTI state in a 2D metal-organic framework (MOF) material, Cr(pyz)2 (pyz = pyrazine). This material exhibits FiM ground state with an easy axis aligned along [001] direction. It hosts a nontrivial real Chern number in the spin-up channel, enabled by PT symmetry, with 0D corner states observable in disk. In contrast, the spin-down channel exhibits a trivial gapped bulk state. Notably, the topological corner states in monolayer Cr(pyz)2 show high…
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