Vs. Ivanov et al., New vibrational numbering and potential energy curve for the 3(3)Pi(g) electronic state of the Li-2 molecule, J MOL SPECT, 194(2), 1999, pp. 147-155
An experimental study of the 3(3)Pi g electronic state of Li-7(2), using th
e Perturbation-Facilitated Optical-Optical Double Resonance (PFOODR) techni
que, was recently reported [A. Yiannopoulou et al., J. Chem. Phys. 103, 589
8, (1995)]. However, due to the very small number of known Li-7(2) A (1)Sig
ma(u)(+) similar to b(3)Pi(u) window levels, only 13 ro-vibrational levels
(spanning a range of vibrational levels designated upsilon(x) - 1 to upsilo
n(x) + 3 in that reference) could be observed. Dunham coefficients, based o
n the assignment upsilon(x) = 7, were found to fit the observed term values
and give a qualitative fit to the intensities of the first six lines of th
e 3 (3)Pi(g) (upsilon = upsilon(x), N = 11) --> b(3)Pi(u) emission spectrum
. However, due to the limited number of levels used in the fit, both the ab
solute vibrational numbering and the 3(3)Pi(g) RKR potential curve obtained
from the Dunham coefficients, must be considered to be uncertain. In the p
resent work, we show that the previously reported 3(3)H(g) RKR curve is una
ble to reproduce the experimental intensity distribution in the Li-7(2) 3(3
)Pi(g) (upsilon(x)= 7, N = 11) --> a(3)Sigma(u)(+) emission continuum. We r
eport new experimental data for the Li-7(2) 3(3)Pi(g) (upsilon(x) + 1, N =
11) --> a(3)Sigma(u)(+) bound-free continuum and discrete 3(3)Pi(g) (upsilo
n(x) +/- 1, N = 11) --> b(3)Pi(u) spectra obtained using the PFOODR experim
ental technique. We demonstrate that the correct vibrational numbering and
an improved RKR potential curve can be obtained by analyzing the experiment
al term values in combination with all observed bound-free and discrete spe
ctra. Finally, term values for four Li-6(2) 3(3)Pi(g) ro-vibrational levels
were obtained using PFOODR spectroscopy. The measured isotope shifts confi
rm the absolute vibrational numbering obtained from the present analysis. (
C) 1999 Academic Press.