Resonance-fluorescence spectral dynamics of an acoustically modulated quantum dot

Wigger, D.; Weiß, M.; Lienhart, M.; Müller, K.; Finley, J.J.; Kuhn. T.; Krenner, H.J.; Machnikowski, P.

Forschungsartikel (Zeitschrift) | Peer reviewed

Zusammenfassung

Quantum technologies that rely on photonic qubits require a precise controllability of their properties. For this purpose hybrid approaches are particularly attractive because they offer a large flexibility to address different aspects of the photonic degrees of freedom. When combining photonics with other quantum platforms like phonons, quantum transducers have to be realized that convert between the mechanical and optical domain. Here, we realize this interface between phonons in the form of surface acoustic waves (SAWs) and single photons, mediated by a single semiconductor quantum dot exciton. In this combined theoretical and experimental study, we show that the different sidebands exhibit characteristic blinking dynamics that can be controlled by detuning the laser from the exciton transition. By developing analytical approximations we gain a better understanding of the involved internal dynamics. Our specific SAW approach allows us to reach the ideal frequency range of around 1 GHz that enables simultaneous temporal and spectral phonon sideband resolution close to the combined fundamental time-bandwidth limit.

Details zur Publikation

FachzeitschriftPhysical Review Research (Phys. rev. res.)
Jahrgang / Bandnr. / Volume3
Artikelnummer033197
StatusVeröffentlicht
Veröffentlichungsjahr2021
Sprache, in der die Publikation verfasst istEnglisch
DOI10.1103/PhysRevResearch.3.033197
Link zum Volltexthttps://link.aps.org/doi/10.1103/PhysRevResearch.3.033197
StichwörterSurface acoustic waves, Quantum dots

Autor*innen der Universität Münster

Krenner, Hubert
Professur für Experimentelle Physik mit der Ausrichtung Festkörperphysik (Prof. Krenner)
Kuhn, Tilmann
Professur für Festkörpertheorie (Prof. Kuhn)
Weiß, Matthias
Physikalisches Institut (PI)
Wigger, Daniel
Professur für Festkörpertheorie (Prof. Kuhn)