Nagaoka spin-valley ordering in silicene quantum dots
Piotr Jurkowski, Bart{\l}omiej Szafran

TL;DR
This paper investigates spin and valley polarization phenomena in silicene quantum dots, revealing conditions for spontaneous valley polarization and the effects of spin-orbit coupling on ground-state properties.
Contribution
It demonstrates the emergence of valley polarization in silicene quantum dots driven by inter-dot tunneling and electron interactions, with and without intrinsic spin-orbit coupling.
Findings
Valley polarization occurs in the ground state with frozen spin and no spin-orbit coupling.
Strong spin-orbit coupling induces spin-valley anticorrelation without external magnetic fields.
Inter-valley scattering is negligible in certain cluster geometries.
Abstract
We study a cluster of quantum dots defined within silicene that host confined electron states with spin and valley degrees of freedom. Atomistic tight-binding and continuum Dirac approximation are applied for few-electron system in quest for spontaneous valley polarization driven by inter-dot tunneling and electron-electron interaction, i.e. a valley counterpart of itinerary Nagaoka ferromagnetic ordering recently identified in GaAs square cluster of quantum dots with three excess electrons [P. Dehollain, {\it et al.}, Nature {\bf 579}, 528 (2020)]. We find that for Hamiltonian without intrinsic-spin orbit coupling -- similar to the one of graphene with staggered potential -- the valley polarization in the ground-state can be observed in a range of inter-dot spacing provided that the spin of the system is frozen by external magnetic field. The inter-valley scattering effects are…
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