Detailseite
Crossover between 0.7-anomaly and Kondo effect - theory, transport measurements and all-optical spin detection
Antragsteller
Professor Dr. Jan von Delft; Professor Dr. Alexander Högele
Fachliche Zuordnung
Theoretische Physik der kondensierten Materie
Förderung
Förderung von 2007 bis 2015
Projektkennung
Deutsche Forschungsgemeinschaft (DFG) - Projektnummer 40772253
Recent theoretical progress from the vDelft group shows (in accord with a scenario due to Y Meir) that the 0.7- anomaly in the conductance of a quantum point contact (QPC) has the same microscopic origin as the Kondo effect for a quantum dot (QD): both arise from a subtle interplay of spin and interaction effects that cause an enhanced local spin susceptibility in the vicinity of low electron density in the QPC or QD. We propose to conduct an in-depth study of the relation between these two phenomena by combining the expertise of three groups: (I) Theory (vDelft): Studying a one-dimensional Hubbard model to describe the QPC-QD crossover, we will generalize our functional renormalization group calculations to finite temperatures and source-drain voltages; we will also aim to model realistically the QPC/QD confinement potentials. (II) Transport experiments (Ludwig): We will fabricate samples and study them, using transport spectroscopy to conduct precise experimental tests of theoretical predictions; thoroughly characterized samples will then be used for optical spin detection, (ill) Optical spin detection (Högele): We will extend our optical spin detection technique with ^m spatial resolution for operation at sub-Kelvin temperatures, and use it to measure local spin polarization in our lateral defined QDs and QPCs. By this unique combination of methods we plan not only to conclusively unravel the microscopic origin of the 0.7-anomaly but also to establish a new technique for optical spin detection whose potential impact in the field of spintronics goes far beyond the scope of the present proposal.
DFG-Verfahren
Schwerpunktprogramme
Teilprojekt zu
SPP 1285:
Halbleiter-Spintronik
Beteiligte Person
Privatdozent Dr. Stefan Ludwig