OSU Navigation Bar

The Ohio State University University Libraries Knowledge Bank

HIGH RESOLUTION ANALYSIS OF THE $\nu_{1}$ AND $\nu_{3}$ BANDS OF THE $^{17}O^{17}O^{16}O$ AND $^{17}O^{16}O^{17}O$ ISOTOPIC SPECIES OF OZONE IN THE $10 \mu m$ REGION

Please use this identifier to cite or link to this item: http://hdl.handle.net/1811/19209

Show full item record

Files Size Format View
1999-FB-06.jpg 125.6Kb JPEG image Thumbnail of HIGH RESOLUTION ANALYSIS OF THE $\nu_{1}$ AND $\nu_{3}$ BANDS OF THE $^{17}O^{17}O^{16}O$ AND $^{17}O^{16}O^{17}O$ ISOTOPIC SPECIES OF OZONE IN THE $10 \mu m$ REGION

Title: HIGH RESOLUTION ANALYSIS OF THE $\nu_{1}$ AND $\nu_{3}$ BANDS OF THE $^{17}O^{17}O^{16}O$ AND $^{17}O^{16}O^{17}O$ ISOTOPIC SPECIES OF OZONE IN THE $10 \mu m$ REGION
Creators: Perrin, A.; Flaud, J.- M.; Valentin, A.; Camy-Peyret, C.
Issue Date: 1999
Abstract: Using $0.002 cm^{-1}$ Fourier transform absorption spectra of $^{17}O-$ enriched sample of ozone, an extensive analysis of the $\nu_{3}$ band together with a partial identification of the $\nu_{1}$ band of the $^{17}O^{17}O^{16}O$ and $^{17}O^{16}O^{17}O$ isotopic species of ozone has been performed in the $10 \mu m$ region. The experimental rotational levels of the (001) and (100) vibrational states could be reproduced using an Hamiltonian matrix which takes into account the expected rovibrational resonances. As for the other $C_{s}$ -type ozone $isotopomers^{a}$, the (001) rotational levels of $^{17}O^{17}O^{16}O$ are involved in both Coriolis and Fermi type resonances with the levels from the (100) vibrational state. On the other hand, for the $^{17}O^{16}O^{17}O C_{2}v$ -type isotopomer, only C-type Coriolis resonances have to be considered. Using an Hamiltonian matrix which takes into account these resonances for the (001)-(100) off- diagonal blocks, and an A-type Watson operator for the diagonal blocks, precise vibrational energies and rotational and coupling constants are deduced.
URI: http://hdl.handle.net/1811/19209
Other Identifiers: 1999-FB-06
Bookmark and Share