Layer-Dependent Orbital Magnetization in Graphene-Haldane Heterostructures
Sovan Ghosh, Bheema Lingam Chittari

TL;DR
This study investigates how layer number and electric fields influence orbital magnetization in graphene-Haldane heterostructures, revealing layer-dependent magnetic responses and sign reversals useful for orbitronic and valleytronic applications.
Contribution
It introduces a detailed analysis of layer-dependent orbital magnetization in multilayer graphene with Haldane proximity, highlighting novel bias-induced sign reversal phenomena.
Findings
Monolayer graphene exhibits quantized topological gap and magnetization slope.
Multilayer graphene remains metallic with non-trivial layer-dependent Chern numbers.
Bias-induced sign reversal of orbital magnetization occurs in trilayer and tetralayer graphene.
Abstract
Rhombohedral multilayer graphene (RMG) proximity-coupled to a Haldane substrate provides a platform to investigate the interplay between band topology, layer number, and electric-field control of orbital magnetism. Using a tight-binding model and the modern theory of orbital magnetization, we study the layer-dependent magnetic response in bilayer, trilayer, and tetralayer graphene under Haldane proximity. While monolayer graphene develops a global topological gap with quantized magnetization slope, multilayer systems remain metallic due to protected low-energy bands associated with unperturbed sublattices. Despite the absence of a global gap, finite valley-contrasting Berry curvature produces non-trivial layer-dependent Chern numbers. We decompose the total orbital magnetization into self-rotation () and center-of-mass () contributions, revealing their distinct…
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Taxonomy
TopicsGraphene research and applications · Topological Materials and Phenomena · 2D Materials and Applications
