2018
DOI: 10.1103/physrevlett.120.103401
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Ultrafast Two-Dimensional Infrared Spectroscopy of a Quasifree Rotor: J Scrambling and Perfectly Anticorrelated Cross Peaks

Abstract: Ultrafast two-dimensional infrared (2DIR) spectra of the N_{2}O ν_{3} mode in moderately dense SF_{6} gas exhibit complex line shapes with diagonal and antidiagonal features in contrast to condensed phase vibrational 2DIR spectroscopy. Observed spectra for this quasifree rotor system are well captured by a model that includes all 36 possible rovibrational pathways and treats P (ΔJ=-1) and R (ΔJ=+1) branch resonances as distinct Kubo line shape features. Transition frequency correlation decay is due to J scramb… Show more

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Cited by 21 publications
(30 citation statements)
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“…As seen in the figure (and Table 1), rotational equilibration occurs within 1 to 2 collisions over this order of magnitude range of SF6 fluid densities. Thus, as noted previously for the lowest density dense gas phase 2DIR analysis, 6 J memory loss due to collisions remains a highly efficient process in the supercritical region. The efficiency of rotational relaxation will be contrast with that of vibrational relaxation at these state points subsequently.…”
Section: B 2dir Spectra Of N2o N 3 Mode In Dense Gas and Supercriticsupporting
confidence: 69%
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“…As seen in the figure (and Table 1), rotational equilibration occurs within 1 to 2 collisions over this order of magnitude range of SF6 fluid densities. Thus, as noted previously for the lowest density dense gas phase 2DIR analysis, 6 J memory loss due to collisions remains a highly efficient process in the supercritical region. The efficiency of rotational relaxation will be contrast with that of vibrational relaxation at these state points subsequently.…”
Section: B 2dir Spectra Of N2o N 3 Mode In Dense Gas and Supercriticsupporting
confidence: 69%
“…is a measure of the spectral diffusion dynamics or equivalently the timescale for J-specific initial transition frequency memory loss, J-scrambling, due to bath interactions. 6 More specifically, for these gas/fluid phase environments, it corresponds to the time for the excited rotational distribution to return to equilibrium as result of collisions of N2O with the SF6 solvent/bath.…”
Section: B 2dir Spectra Of N2o N 3 Mode In Dense Gas and Supercriticmentioning
confidence: 99%
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