Analytical minimal Hamiltonian model; Boltzmann approach for non-equilibrium spin density; semi-classical spin-pseudospin dynamics via Ehrenfest theorem; comparison to Kubo formalism.
Settings
modelgraphene with Rashba SOC, Kane-Mele SOC, and exchange splitting
validation{"quantities":["quantized Hall conductivity in the quantum anomalous Hall phase"],"references":["previous studies cited in the paper"],"techniques":["transport"],"sourcetype":"literatureexperimentaldata"}
Analytical minimal Hamiltonian model; Boltzmann approach for non-equilibrium spin density; semi-classical spin-pseudospin dynamics via Ehrenfest theorem; comparison to Kubo formalism.
Settings
modelgraphene with Rashba SOC, Kane-Mele SOC, and exchange splitting
validation{"quantities":["quantized Hall conductivity in the quantum anomalous Hall phase"],"references":["previous studies cited in the paper"],"techniques":["transport"],"sourcetype":"literatureexperimentaldata"}
Analytical minimal Hamiltonian model; Boltzmann approach for non-equilibrium spin density; semi-classical spin-pseudospin dynamics via Ehrenfest theorem; comparison to Kubo formalism.
Settings
modelgraphene with Rashba SOC, Kane-Mele SOC, and exchange splitting
validation{"quantities":["quantized Hall conductivity in the quantum anomalous Hall phase"],"references":["previous studies cited in the paper"],"techniques":["transport"],"sourcetype":"literatureexperimentaldata"}
Analytical minimal Hamiltonian model; Boltzmann approach for non-equilibrium spin density; semi-classical spin-pseudospin dynamics via Ehrenfest theorem; comparison to Kubo formalism.
Settings
modelgraphene with Rashba SOC, Kane-Mele SOC, and exchange splitting
validation{"quantities":["quantized Hall conductivity in the quantum anomalous Hall phase"],"references":["previous studies cited in the paper"],"techniques":["transport"],"sourcetype":"literatureexperimentaldata"}
