Two triplet band systems, the \(b^{3} \Phi-a^{3} \Delta\) and \(d^{3} \Delta-a^{3} \Delta\) systems, found in the photographic region of the gas-phase emission spectrum of \(\mathrm{ZrS}\) have been rotationally analyzed. The systems are located at 8612 and \(6655 \AA\), respectively. A microwave di
The d3Φ → a3Δ and b3Π → a3Δ (0-0) Transitions of ScF
✍ Scribed by E.A. Shenyavskaya; M.A. Lebeaultdorget; C. Effantin; J. Dincan; A. Bernard; J. Verges
- Publisher
- Elsevier Science
- Year
- 1995
- Tongue
- English
- Weight
- 746 KB
- Volume
- 171
- Category
- Article
- ISSN
- 0022-2852
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✦ Synopsis
We present a rotational analysis of the ((0-0)) bands of the visible (d^{3} \Phi \rightarrow a^{3} \Delta) and infrared (b^{3} \Pi \rightarrow a^{3} \Delta) systems of scandium monofluoride which appear in the thermal emission. The wavenumbers of 1240 lines observed in the (\Delta \Sigma=0) subbands of the two systems are the subject of a global adjustment in which the electronic states involved are represented by adapted Hamiltonian matrices. Accurate rotational constants and energies at (v=0) are obtained for the three states. Reliable values of the spin-orbit splittings could also be determined from the fits in spite of the nonobservation of satellite subbands with (\Delta \Sigma= \pm 1). The three substates of (b^{3} \Pi) all show significant (\lambda)-type doubling and the (e / f) parity of the components could be determined. @ 1995 Academic Press Ire.
📜 SIMILAR VOLUMES
The yttrium monochloride molecule (YCl) has been produced in an electric furnace in a DC discharge tube containing YCl 3 powder and argon gas. Triplet transitions of YCl have been observed and identified for the first time in the emission spectrum and studied using LIF (laser induced fluorescence) t
The microwave-induced emission spectrum of gaseous \(\mathrm{ZrS}\) has been recorded at high resolution with a Fourier transform spectrophotometer in the region 6900 to \(8800 \mathrm{~cm}^{-1}\). A strong band system located around \(8000 \mathrm{~cm}^{-1}\) is identified as the \(b^{\prime 3} \Pi