Ladungsträgerdynamik in lokalisierten Halbleiter Strukturen
Quantenpunkte (engl. quantum dots, QDs) sind Halbleiter-Nanostrukturen, in denen die Bewegungsfreiheit von Elektronen auf einer Nanometerskala so weit eingeschränkt ist, dass sich ähnlich wie in einem Atom ein diskretes Energiespektrum ausbildet. Im Gegensatz zu Atomen ist dieses Spektrum aber in weiten Bereichen kontrollierbar, z.B. durch die Wahl von Materialzusammensetzung, Größe und Geometrie. Diese Eigenschaft macht Quantenpunkte zu attraktiven Kandidaten für eine Vielzahl von Anwendungen im Bereich von Optoelektronik, Photonik bis hin zur Quanteninformationsverarbeitung. Durch kontrollierte Laseranregung lässt sich der Zustand der Ladungsträger, die sich in einer Halbleiterstruktur wie z.B. einem Quantenpunkt befinden, gezielt beeinflussen. Da ein realer Quantenpunkt kein isoliertes System darstellt, sondern in der Regel in einen Festkörper eingebettet ist, beeinflusst die Umgebung den Zustand der Ladungsträger recht stark. Die deutlichsten Auswirkungen haben dabei die Wechselwirkungen mit Gitterschwingungen, die in ihrer quantisierten Beschreibung als Phononen bezeichnet werden.
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Schematische Darstellungen der Exziton-Anregung mit einem frequenzmodulierten Laserpuls
Wir untersuchen, wie sich die Störung des Quantenpunktes durch die Phononen minimieren lässt, um die optisch induzierte Dynamik der Ladungsträger in gewünschter Weise zu optimieren. Dazu lassen sich beispielsweise Laserpulse mit speziellen Eigenschaften, wie z.B. ultrakurze oder frequenzmodulierte Pulse, nutzen.
Eine genaue Kenntnis über die quantenpunktinterne Ladungsträgerdynamik spielt bei der gezielten Kontrolle der Zustände eine entscheidende Rolle. Zur Untersuchung der Dynamik bieten sich nichtlineare Techniken, wie Pump-Probe- oder Vier-Wellen-Misch-Spektroskopie an. Wir beschäftigen uns dabei mit dem Einfluss verschiedener Wechselwirkungen, wie z.B. der Coulomb- und Austausch-Wechselwirkung und der Wechselwirkung mit Gitterschwingungen, auf die Dynamik der nichtlinearen Spektren.
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Schematischer Aufbau von Pump-Probe- und Vier-Wellen-Misch-Spektroskopie
Ein weiterer zentraler Aspekt ist der Einfang von Ladungsträgern in einen Quantenpunkt. Ladungsträger können sehr leicht optisch oder elektrisch in der Umgebung eines Quantenpunkts erzeugt werden. Dieser wirkt dann als Potentialmulde und dient als Falle für die Ladungsträger. Bei der theoretischen Beschreibung dieses Vorgangs spielt wiederum die Streuung an Phononen eine wichtige Rolle, da diese die beim Einfangprozess frei werdende Energie aufnehmen können.
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Einfangprozess eines Elektron-Wellenpakets in einem Quantenpunkt
abgeschlossene Arbeiten
Dissertationen
- D. Groll (2023)
Theory of solid state single photon emitters: From incoherent to coherent spectroscopy
- M. Holtkemper (2020)
Excited excitonic complexes in quantum dots: Optical properties and light-induced dynamics
Masterarbeiten
- T. Hahn (2019)
Simulation von Vier-Wellen-Misch-Spektroskopie an einem Quantenpunkt im optomechanischen Resonator und an einem zweidimensionalen Halbleiter
Bachelorarbeiten
ausgewählte Veröffentlichungen
- Resonant and phonon-assisted ultrafast coherent control of a single hBN color center
J.A. Preuss, D. Groll, R. Schmidt, T. Hahn, P. Machnikowski, R. Bratschitsch, T. Kuhn, S. Michaelis de Vasconcellos, and D. Wigger
Optica 9 (5), 522-531 (2022)
- Single-Photon Emitters in Layered Van der Waals Materials
S. Michaelis de Vasconcellos, D. Wigger, U. Wurstbauer, A.W. Holleitner, R. Bratschitsch, T. Kuhn
Phys. Status Solidi B 259, 2100566 (2022)
- Destructive Photon Echo Formation in Six-Wave Mixing Signals of MoSe2 Monolayer
T. Hahn, D. Vaclavkova, M. Bartos, K. Nogajewski, M. Potemski, K. Watanabe, T. Taniguchi, P. Machnikowski, T. Kuhn, J. Kasprzak, and D. Wigger
Adv. Sci. 9, 2103813, 2022
- Comparison of the semiclassical and quantum optical field dynamics in a pulse-excited optical cavity with a finite number of quantum emitters
K. Jürgens, F. Lengers, D. Groll, D.E. Reiter, D. Wigger, and T. Kuhn
Phys. Rev. B 104, 205308 (2021)
- Local field effects in ultrafast light-matter interaction measured by pump-probe spectroscopy of monolayer MoSe2
A. Rodek, T. Hahn, J. Kasprzak, T. Kasimierczuk, K. Nogajewski, K.E. Połczyńska, K. Watanabe, T. Taniguchi, T. Kuhn, P. Machnikowski, M. Potemski, D. Wigger, and P. Kossacki
Nanophotonics 10, 2717-2728 (2021)
- Influence of local fields on the dynamics of four-wave mixing signals from 2D semiconductor systems
T. Hahn, J. Kasprzak, P. Machnikowski, T. Kuhn, and D. Wigger
New J. Phys. 23 (2021) 023036
- Femtosecond Transfer and Manipulation of Persistent Hot-Trion Coherence in a Single CdSe/ZnSe Quantum Dot
P. Henzler, C. Traum, M. Holtkemper, D. Nabben, M. Erbe, D.E. Reiter, T. Kuhn, S. Mahapatra, K. Brunner, D. V. Seletskiy, and A. Leitenstorfer
Phys. Rev. Lett. 126, 067402 (2021)
- Dark exciton preparation in a quantum dot by a longitudinal light field tuned to higher exciton states
M. Holtkemper, G.F. Quinteiro, D.E. Reiter, and T. Kuhn
Phys. Rev. Research 3, 013024 (2021)
- Selection rules for the excitation of quantum dots by spatially structured light beams: Application to the reconstruction of higher excited exciton wave functions
M. Holtkemper, G.F. Quinteiro, D.E. Reiter, and T. Kuhn
Phys. Rev. B 102, 165315 (2020)
- Semiclassical modeling of coupled quantum-dot-cavity systems: From polaritonlike dynamics to Rabi oscillations
K. Jürgens, F. Lengers, T. Kuhn, and D.E. Reiter
Phys. Rev. B 101, 235311 (2020)
- Four-wave mixing dynamics of a strongly coupled quantum-dot-microcavity system driven by up to 20 photons
D. Groll, D. Wigger, K. Jürgens, T. Hahn, C. Schneider, M. Kamp, S. Höfling, J. Kasprzak, and T. Kuhn
Phys. Rev. B 101, 245301 (2020)
- Theory of the absorption line shape in monolayers of transition metal dichalcogenides
F. Lengers, T. Kuhn, D.E. Reiter
Phys. Rev. B 101, 155304 (2020)
- Effective detection of spatio-temporal carrier dynamics by carrier capture
R. Rosati, F. Lengers, D.E. Reiter, and T. Kuhn
J. Phys.: Condens. Matter 31 (2019) 28LT01
- Spatiotemporal dynamics of Coulomb-correlated carriers in semiconductors
F. Lengers, R. Rosati, T. Kuhn, and D.E. Reiter
Phys. Rev. B 99, 155306 (2019)
- Spatial control of carrier capture in two-dimensional materials: Beyond energy selection rules
R. Rosati, F. Lengers, D.E. Reiter, and T. Kuhn
Phys. Rev. B 98, 195411 (2018)
- Rabi oscillations of a quantum dot exciton coupled to acoustic phonons: coherence and population readout
D. Wigger, C. Schneider, S. Gerhardt, M. Kamp, S. Höfling, T. Kuhn, and J. Kasprzak
Optica 5 (11), 1442-1450 (2018)
- Coulomb effects on the photoexcited quantum dynamics of electrons in a plasmonic nanosphere
A. Crai, A. Pusch, D.E. Reiter, L. Román Castellanos, T. Kuhn, and O. Hess
Phys. Rev. B 98, 165411 (2018)
- Comparison of different concurrences characterizing phonon pairs generated in the biexciton cascade in quantum dots coupled to microcavities
M. Cygorek, F. Ungar, T. Seidelmann, A.M. Barth, A. Vagov, V.M. Axt, and T. Kuhn
Phys. Rev. B 98, 045303 (2018)
- Influence of the quantum dot geometry on p-shell transitions in differently charged quantum dots
M. Holtkemper, D.E. Reiter, and T. Kuhn
Phys. Rev. B 97, 075308 (2018)
- Charge and spin control of ultrafast electron and hole dynamics in single CdSe/ZnSe quantum dots
C. Hinz, P. Gumbsheimer, C. Traum, M. Holtkemper, B. Bauer, J. Haase, S. Mahapatra, A. Frey, K. Brunner, D.E. Reiter, T. Kuhn, D.V. Seletskij, and A. Leitenstorfer
Phys. Rev. B 97, 045302 (2018)
- Exploring coherence of individual excitons in InAs quantum dots embedded in natural photonic defects: Influence of the excitation intensity
D. Wigger, Q. Mermillod, T. Jakubczyk, F. Fras, S. Le-Denmat, D.E. Reiter. S. Höfling, M. Kamp. G. Nogues, C. Schneider, T. Kuhn, and J. Kasprzak
Phys. Rev. B 96, 165311 (2017)