15min:
FIRST OBSERVATION OF THE SPIN-ORBIT INTERACTION BETWEEN THE X~1\!A1 AND THE a~3\!B1 STATES of SiH2 BY STIMULATED EMISSION PUMPING SPECTROSCOPY.

H. ISHIKAWA, Y. MURAMOTO AND N. MIKAMI, Department of Chemistry, Graduate School of Science, Tohoku University, Sendai 980-8578, Japan.

The energy separation and order between the triplet and the singlet electronic states have been one of the central issues of SiH2 radical from both chemical and spectroscopic points of view. However, any rotationally and/or vibrationally resolved observation of the triplet (a~3\!B1) state has not yet been reported. Since the a state is considered to be located sim7000 cm-1 above the singlet (X~1\!A1) state, it is expected that an effect of the singlet-triplet interaction appears among highly excited vibrational levels of the X state. Thus, we have carried out the stimulated emission pumping (SEP) spectroscopy of SiH2 in the vibrational energy region up to 10000 cm-1. In this paper, we will report an observation of a small but a definitive perturbation due to the singlet-triplet interaction in the SEP spectrum. \par We have observed fifty-one vibrational levels in the vibrational energy region of 4800--10000 cm-1. Due to strong 1 nu1:2 nu2 Fermi and 2 nu1:2 nu3 Darling-Dennison resonances, vibrational levels having the same polyad quantum number, P=2v1+v2+2v3, construct polyad structures. The vibrational levels observed belong to polyads of P=5-10. In the case of P \le 9, all the vibrational energies observed were fitted very well by the effective Hamiltonian model in which the above resonances were considered. In the case of the P=10 polyad, however, an unexpected splitting of the band was observed. It was confirmed that this splitting is due to the spin-orbit interaction between the X and the a states based on the rotational dependence of this perturbation. The internal energy of the triplet state observed was about 9645 cm-1 measured from the (000) level of the X state. This level is tentatively assigned as (030), based on the theoretical calculation. Details of the analysis will be discussed at the presentation.