Hund-projected Kanamori model: an effective description of Hund's metals near the Mott insulating regime
Johan Carlstr\"om

TL;DR
This paper derives an effective low-energy model for Hund's metals near the Mott insulator transition, capturing the interplay of electron motion and magnetic correlations influenced by Hund's coupling.
Contribution
It introduces the Hund-projected Kanamori model, a novel effective description that simplifies the complex multi-orbital interactions near the Mott regime.
Findings
Model reduces to a classical spin system in the undoped limit
Doping induces strong ferromagnetic correlations via Hund-enhanced kinetic effects
The model enables advanced computational methods to study quasiparticles and interactions
Abstract
Hund's coupling plays a decisive role in shaping electron correlations of multi-orbital systems, giving rise to a class of materials--Hund's metals--that combine local-moment physics with metallic transport. Here we derive an effective low-energy description of such a system near the Mott insulating regime, starting from the multi-orbital Hubbard-Kanamori Hamiltonian and projecting onto the high-spin manifold favored by Hund's first rule. The resulting Hund-projected Kanamori model captures the interplay between carrier motion and magnetic correlations in the presence of strong Hund's coupling. In the undoped limit, the model reduces to a spin- Heisenberg system with suppressed quantum fluctuations, approaching the classical limit for realistic five-band configurations. Upon doping, carrier motion couples strongly to the spin background and drives ferromagnetic correlations through…
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Taxonomy
TopicsAdvanced Condensed Matter Physics · Organic and Molecular Conductors Research · Rare-earth and actinide compounds
