How pump-probe differential reflectivity at negative delay yields the perturbed free-induction-decay: Theory of the experiment and its verification
Richarj Mondal, Basabendra Roy, Bipul Pal, and Bhavtosh Bansal

TL;DR
This paper develops a comprehensive theoretical framework for interpreting pump-probe differential reflectivity signals at negative delay, linking the observed signals to free-induction-decay phenomena and validating it with experiments on GaAs quantum wells.
Contribution
It introduces a first-principles, mathematically complete theory for negative delay signals in pump-probe experiments, including spectral and time domain analysis, and confirms its validity through experimental comparison.
Findings
The dephasing time at 4 K matches the inverse of the absorption linewidth.
Spectrally resolved signals reproduce coherent spectral oscillations.
The theory accurately describes free-induction-decay signatures in reflection geometry.
Abstract
While time-resolved pump-probe differential reflectivity and transmitivity measurements are routinely used to monitor the population relaxation dynamics on the subpicosecond time scale, it is also known that the signal in the negative delay can yield direct signatures of the perturbed-free-induction-decay of polarization. Yet this technique, especially in reflection geometry, has never been popular because the experiment is conceptually not very intuitive. Coherent dynamics is therefore usually studied using the more complex four-wave-mixing experiments. Here we derive from first principles the simplest possible but mathematically complete framework for the negative delay signal in both the time and the spectral domains. The calculation involving the optical Bloch equations to describe the induced polarization and the Ewald-Oseen idea to calculate the reflected signal as a consequence…
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