1962
DOI: 10.1063/1.1733118
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Microwave Spectrum of Chlorine Dioxide. IV. Determination of Centrifugal Distortion Effects and Potential Constants

Abstract: A reanalysis of the microwave spectrum of chlorine dioxide, taking into account the effects of centrifugal distortion, has been carried out. When the centrifugal distortion constants are forced to be consistent with the harmonic vibrational frequencies obtained from the visible spectrum, 18 rotational transitions of Cj3 5 0 2 are fitted with a standard deviation of 2.5 Me.The rotational and force constants obtained are A = 52079.5±0.8 Me, B=9952.23±0.15 Me, C= 8333.99±0.13 Me, h=7.0175±0.OO3X105 dyn em-I, fa/d… Show more

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Cited by 66 publications
(6 citation statements)
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“…In particular, evolution along the symmetric stretch coordinate results in a bond length increase of 0.15 Å, and relaxation along the asymmetric stretch results in a bond-length change of (0.06 Å. The sign of the displacement along the symmetric stretch (i.e., bond elongation) has been established by rotational spectroscopy 24,27,46,47 and is supported by ab initio theoretical work. 35, 36 The experimentally determined double-well potential along the asymmetric stretch can be envisioned as resulting in ClO bond compression or elongation by 0.06 Å such that the combined evolution along both stretch coordinates results in an equilibrium excited-state structure in which ClO bond lengths are unequal.…”
Section: Discussionmentioning
confidence: 66%
See 1 more Smart Citation
“…In particular, evolution along the symmetric stretch coordinate results in a bond length increase of 0.15 Å, and relaxation along the asymmetric stretch results in a bond-length change of (0.06 Å. The sign of the displacement along the symmetric stretch (i.e., bond elongation) has been established by rotational spectroscopy 24,27,46,47 and is supported by ab initio theoretical work. 35, 36 The experimentally determined double-well potential along the asymmetric stretch can be envisioned as resulting in ClO bond compression or elongation by 0.06 Å such that the combined evolution along both stretch coordinates results in an equilibrium excited-state structure in which ClO bond lengths are unequal.…”
Section: Discussionmentioning
confidence: 66%
“…Numerous investigations on the gas-phase reactivity of OClO have established that in this phase, photoexcitation leads predominately to the formation of ClO and O. 8,9,16,[18][19][20]22,25,26,[45][46][47] The minor reaction pathway corresponding to Cl + O 2 formation is believed to proceed via photoisomerization of OClO to ClOO with subsequent decomposition of this species resulting in product formation. 4,12,28,29,[33][34][35][36] The gas-phase photochemical quantum yield for this process remains the subject of debate with values ranging from 0.15 to ∼0.…”
Section: Introductionmentioning
confidence: 99%
“…The equilibrium geometry of ground-state OClO corresponds to ClO bond lengths of 1.471 Å and O-Cl-O bond angle of 117.35°. 70 The displacements along the symmetric stretch (∆ ) 5.63) and bend (∆ ) 0.4) in water correspond to a 2 A 2 excited-state equilibrium geometry with Cl-O bond lengths of 1.68 Å and O-Cl-O bond angle of 108.8°. Since resonance Raman intensities depend on ∆ 2 , the calculation is performed such that the sign of ∆ along the symmetric stretch or bend corresponds to Cl-O bond elongation and reduction of the O-Cl-O bond angle in agreement with both gas-phase experimental and theoretical results.…”
Section: T H I S C O N T E N T Imentioning
confidence: 96%
“…The Third-Law method is generally preferred over the van't Hoff (Second-Law method) in analysing equilibrium constant data if molecular constants for the equilibrium species are accurately known. Burkholder et al 11 used molecular constants from Herzberg and Huber 17 and Pillai and Curl 18 for ClO and OClO respectively. Rotational constants and ground electronic state degeneracy of Cl 2 O 3 were obtained from the data of Friedl et al 19 Experimental determinations of the vibrational frequencies of Cl 2 O 3 have yet to be made.…”
Section: The Equilibrium Constant As a Function Of Temperaturementioning
confidence: 99%