Optical Absorption and Emission from Wannier-Stark Spectra of Moiré Superlattices
arXiv:2407.14670 · doi:10.1103/PhysRevB.111.205132
Abstract
Using a formalism based on the non-Abelian Berry connection, we explore quantum geometric signatures of Wannier-Stark spectra in two-dimensional superlattices. The Stark energy can be written as \textit{intraband} Berry phases, while Zener tunneling is given by \textit{interband} Berry connections. We suggest that the gaps induced by interband hybridization can be probed by THz optical absorption and emission spectroscopy. This is especially relevant to modern moiré materials wherein mini-bands are often spectrally entangled, leading to strong interband hybridization in the Wannier-Stark regime. Furthermore, owing to their large superlattice constants, both the low-field and high-field regimes can be accessed in these materials using presently available technology. Importantly, even at moderate electric fields, we find that stimulated emission can dominate absorption, raising the possibility of lasing at practically relevant parameter regimes.
8+10 pages, 4+2 figures. Comments are very appreciated!
References in corpus (16)
- Graphene Bilayers with a Twist
- Bloch Oscillations in Optical and Zeeman Lattices in the Presence of Spin-Orbit Coupling
- Moiré and beyond in transition metal dichalcogenide twisted bilayers
- Topological flat Wannier-Stark bands
- Bloch oscillations of topological edge modes
- Synchronizing Bloch-oscillating free carriers in moiré flat bands
- Wannier-Stark states in double-periodic lattices I: one-dimensional lattices
- Bloch oscillations in the magnetoconductance of twisted bilayer graphene
- Floquet band engineering with Bloch oscillations
- Quantum Geometric Oscillations in Two-Dimensional Flat-Band Solids
- Wannier-Stark states in double-periodic lattices II: two-dimensional lattices
- Berry Curvature Spectroscopy from Bloch Oscillations
- Roses in the Nonperturbative Current Response of Artificial Crystals
- Uncover band topology via quantized drift in two-dimensional Bloch oscillations
- Floquet-Bloch Theory for Nonperturbative Response to a Static Drive
- Quantum Metric-induced Oscillations in Flat Bands