1995
DOI: 10.1021/j100009a002
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Vibrational Predissociation Dynamics of p-Difluorobenzene-N2 Complexes. Comparison with p-Difluorobenzene-Ar

Abstract: The SI vibrational predissociation (VP) dynamics and physical characteristics of the p-difluorobenzene-N2(~DFB-Nz) van der Waals complex are reported. The geometry of the complex is roposed to be similar to pDFB ring, and, by analogy to the benzene-NZ complex, with the NZ nearly freely rotating parallel to the aromatic molecular plane. Upper limits to the SI and So van der Waals binding energies of Do' I 240 cm-I and DO" I 213 cm-', respectively, were obtained. Only two of the nine observed SO pDFB ring modes … Show more

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Cited by 22 publications
(27 citation statements)
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“…͑ϳ25% of complexes are ionized and subsequently dissociate-see Sec. III A.͒ For 29 2 , dissociation does not occur within S 1 on the experimental time scale [2][3][4]23 and the pDFB-Ar complex is ionized. The ionization process leads to the complex being produced in a number of vibrational states whose population distribution can be determined from photoelectron spectra.…”
Section: Methodsmentioning
confidence: 99%
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“…͑ϳ25% of complexes are ionized and subsequently dissociate-see Sec. III A.͒ For 29 2 , dissociation does not occur within S 1 on the experimental time scale [2][3][4]23 and the pDFB-Ar complex is ionized. The ionization process leads to the complex being produced in a number of vibrational states whose population distribution can be determined from photoelectron spectra.…”
Section: Methodsmentioning
confidence: 99%
“…31 For the images reported here there is no anisotropy in the two-dimensional distribution, which is consistent with previous measurements of the dissociation lifetimes for the complex, which show them to be long relative to the rotational period. [2][3][4]23 This allows the experimental distribution to be collapsed to a onedimensional distribution of intensity versus image radius ͑a so-called radial plot͒ and this distribution processed using the inverse Abel transform. 18 The intensities in the transformed distribution are corrected to provide the desired distribution of intensity versus total translational energy released as discussed in Ref.…”
Section: Methodsmentioning
confidence: 99%
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