Quench-drive spectroscopy and high-harmonic generation in BCS superconductors
arXiv:2112.12123 · doi:10.1103/PhysRevB.107.094501
Abstract
In pump-probe spectroscopies, THz pulses are used to quench a system, which is subsequently probed by either a THz or optical pulse. In contrast, third-harmonic generation experiments employ a single multicycle driving pulse and measure the induced third harmonic. In this work, we analyze a spectroscopy setup where both a quench and a drive are applied and two-dimensional spectra as a function of time and quench-drive delay are recorded. We calculate the time evolution of the nonlinear current generated in the superconductor within an Anderson-pseudospin framework and characterize all experimental signatures using a quasiequilibrium approach. We analyze the superconducting response in Fourier space with respect to both the frequencies corresponding to the real time and the quench-drive delay time. In particular, we show the presence of a transient modulation of higher harmonics, induced by a wave mixing process of the drive with the quench pulse, which probes both quasiparticle and collective excitations of the superconducting condensate.
14 pages, 13 figures
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- Principles of 2D terahertz spectroscopy of collective excitations: the case of Josephson plasmons in layered superconductors
- Multidimensional Terahertz Probes of Quantum Materials
- Multi-Dimensional Coherent Spectroscopy of Light-Driven States and their Collective Modes in Multi-Band Superconductors
- Terahertz high-harmonic generation in gapped antiferromagnetic chains
- Unlocking Quantum Control and Multi-Order Correlations via Terahertz Two-Dimensional Coherent Spectroscopy
- Theory of symmetry-resolved quench-drive spectroscopy: Nonlinear response of phase-fluctuating superconductors
- Terahertz harmonic generation across the Mott insulator-metal transition
- Measuring intrinsic relaxation rates in superconductors using nonlinear response
- Two-dimensional THz spectroscopy in electronic systems: a many-body diagrammatic approach