Thesis investigates optical properties of TMDs and modulation techniques for ultrafast photonic devices.
This thesis investigates the optical properties of transition metal dichalcogenide (TMD) monolayers. These ultrathin semiconductors are promising for on-chip optical devices due to their broadband applicability, strong excitonic effects at room temperature, and large second-order nonlinear susceptibility. Their symmetry properties further lead to helicity-dependent selection rules in the ±K valleys of the Brillouin zone. Despite these appealing properties, efficient tuning knobs for ultrafast modulation remain scarce. This work investigates all-optical band gap modulations caused by optical Stark and Bloch-Siegert shifts and their impact on nonlinear optical processes. Excitation with linearly polarized light causes a symmetric band gap opening in ±K, shifting the excitonic resonance. This is quantified by intensity-dependent second-harmonic generation (SHG) measurements combined with an analytical model and numerical simulations. In contrast, circularly polarized light introduces an asymmetric shift, breaking the underlying time-reversal symmetry. This is quantified by polarization-resolved SHG and by comparing the intensity ratio of circularly to linearly polarized SH emission. Further, this thesis provides insights into tailoring light-matter interactions in hybrid TMD structures. First, the recombination dynamics of excitons in TMD samples with different doping levels are studied. A rate equation model explains the influence of trions and exciton-exciton annihilation in photoluminescence measurements in different excitation regimes. Second, a TMD/metasurface system is proposed to simplify the investigation of spin-forbidden dark excitons. Simulations show that a metasurface with suitable geometry enables excitation of these quasi-particles under normal incidence and redirects their emission. Overall, this thesis highlights TMD monolayers as a promising platform for ultrafast photonic devices and a versatile playground for fundamental light-matter interactions.
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Sebastian Klimmer (2026) studied this question.
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