Dynamical mean-field study of partial Kondo screening in the periodic Anderson model on the triangular lattice
Maximilian W. Aulbach, Fakher F. Assaad, Michael Potthoff

TL;DR
This study uses dynamical mean-field theory to explore the interplay of Kondo screening and magnetic exchange in a frustrated triangular lattice, revealing a rich phase diagram with partial Kondo screening and magnetic order.
Contribution
It introduces a site-dependent DMFT approach to analyze the periodic Anderson model on a triangular lattice, uncovering novel partial Kondo screening phases.
Findings
At half-filling, the system is a non-magnetic Kondo insulator.
Partial Kondo screening occurs between magnetic and non-magnetic phases.
A crossover to ferromagnetic metallic states at low fillings.
Abstract
The competition between Kondo screening and indirect magnetic exchange is studied for a system with geometrical frustration using dynamical mean-field theory (DMFT). We systematically scan the weak- to strong-coupling regime of the periodic Anderson model on the triangular lattice for a wide range of fillings n. The magnetic phase diagram is derived using a site-dependent DMFT approach by self-consistent mapping onto three independent single-impurity models corresponding to the three correlated f orbitals in the unit cell. At half-filling, the system is a non-magnetic Kondo insulator for all considered interaction strengths U>0 which immediately develops into a non-magnetic metallic Kondo-singlet phase for fillings slightly below half-filling. On the other hand, indirect magnetic exchange between the f moments results in antiferromagnetic order at lower fillings. The antiferromagnetic…
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