2013
DOI: 10.1021/jp4007872
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Pulse Propagation Effects in Optical 2D Fourier-Transform Spectroscopy: Experiment

Abstract: In optical two-dimensional Fourier-transform (2DFT) spectroscopy, understanding how the spectral line shape is affected by pulse propagation in the sample is crucial for an accurate interpretation of spectra. We report an experimental study of pulse propagation effects in 2DFT spectroscopy performed in a dense atomic vapor. The spectral line shape can be dramatically distorted due to high optical density as well as the physical thickness of a sample. The spectral distortion can be partially corrected by using … Show more

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Cited by 27 publications
(55 citation statements)
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References 47 publications
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“…For both CsPbBr 3 and MAPbBr 3 in the orthorhombic phase, the exceptionally large spread in Kerr effect frequency and the abrupt decay at t 1 are unphysical for coherent phonons or other collective modes. As suggested in early FWM studies, light propagation can strongly affect FWM signals and especially 2D spectroscopy line shapes in isotropic media such as dense gases (36,37), solutions (38), or cubic semiconductors (39). In LHPs, anisotropic light propagation seems to play a crucial role.…”
Section: Resultsmentioning
confidence: 91%
“…For both CsPbBr 3 and MAPbBr 3 in the orthorhombic phase, the exceptionally large spread in Kerr effect frequency and the abrupt decay at t 1 are unphysical for coherent phonons or other collective modes. As suggested in early FWM studies, light propagation can strongly affect FWM signals and especially 2D spectroscopy line shapes in isotropic media such as dense gases (36,37), solutions (38), or cubic semiconductors (39). In LHPs, anisotropic light propagation seems to play a crucial role.…”
Section: Resultsmentioning
confidence: 91%
“…(2). We note that the sample here is considered optically thin, in which case the spectral distortion due to pulse propagation effects [35,36] is negligible.…”
Section: Implementation Of 3d Coherent Spectroscopymentioning
confidence: 99%
“…The signal is spectrally resolved by a grating-based spectrometer on a CCD camera -providing, in a single acquisition, the Fourier transform of the signal with respect to emission time t. Phase resolution is obtained through spectral interferometry [36], where the signal is heterodyned with a reference pulse (local oscillator (LO)). The LO can either be routed around the sample [33,34] or through the sample [31,35], in which case the amplitude and phase distortion of the LO needs to be accounted and compensated for [37]. Based on a similar principle, the use of the box geometry in a reflection geometry has also been demonstrated [38], and can be used in the case of optically dense samples.…”
Section: Box Geometrymentioning
confidence: 99%