Spin-polarized conductance in double quantum dots: Interplay of Kondo, Zeeman and interference effects
Luis G. G. V. Dias da Silva, Edson Vernek, Kevin Ingersent, Nancy P., Sandler, Sergio E. Ulloa

TL;DR
This paper investigates how magnetic fields influence the spin-polarized conductance in a double quantum dot system, revealing complex interactions between Kondo effects, interference, and Zeeman splitting, with potential for spin filter applications.
Contribution
It provides a detailed analysis of magnetic field effects on spectral and transport properties in a double quantum dot, including a generalized Friedel sum rule and spin polarization control.
Findings
Magnetic field causes nonuniversal spectral function dependence.
Interdot exchange coupling leads to antiparallel magnetic moments.
Complete spin polarization achievable via gate voltages and magnetic field.
Abstract
We study the effect of an external magnetic field in the Kondo regime of a double-quantum-dot system in which a strongly correlated dot (the "hanging dot") is coupled to a second, noninteracting dot that also bridges the gap between two external leads. In zero field, the spectral function of the hanging dot has previously been shown to exhibit a split-peak structure near the Fermi level due to "Kondo resonance filtering" by the bridging dot. We show using the numerical renormalization group that application of a magnetic field leads to a subtle interplay between electronic interference, Kondo physics, and Zeeman splitting with nontrivial consequences for the spectral and transport properties. The value of the hanging-dot spectral function at the Fermi level exhibits a nonuniversal field dependence that can be explained using a generalized Friedel sum rule for a Kondo system with…
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