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Journal of Molecular Spectroscopy 221 (2003) 139–141
www.elsevier.com/locate/jms
Letter to the editor
The bend vibration excitation of SOþ2 ( ~DD) in the range of 291–312 nm
SO2 and the ions derived from it could play im-portant roles in atmospheric chemistry, environmental
pollution, and industry, such as in the overall chemis-
try of the dry etching process [1,2]. The photoelectron
spectroscopy with molecular beam [3,4] and the pho-
toionization [5,6] of SO2 molecule have been used to
provide the vibration structure for the electronic states
of SOþ2 including the overlapped ~EE; ~DD; ~CC states. The
common ground of above methods is to excite theneutral molecule SO2 by using high energy photons.
The only available photodissociation spectrum of SOþ2ion by the direct photo-excitation of SOþ2 itself, as
known by us, is from Thomas et al. [7]. In their study,
the SOþ2 ions prepared by electron impact were selected
by a triple quadrupole system and the photodissocia-
tion spectrum of SOþ2 ion was obtained by the coaxial
irradiation of tunable dye laser. However, the signal–noise ratio and resolution for their photodissociation
spectra of SOþ2 ion seem to be poor. Similar to our
previous study on the photofragment excitation
(PHOFEX) spectrum of CSþ2 [8], in this work the two
color method is used to study the PHOFEX spectrum
of SOþ2 . The SOþ2 ions were prepared by the [3 + 1]
REMPI of neutral SO2 molecules at 380.85 nm, the
photofragment SOþ excitation spectrum of SOþ2 ionwas obtained by scanning the second tunable pulsed
laser in the range of 291–312 nm. From the PHOFEX
spectrum of SOþ2 , the new bend vibrational structure of
SOþ2 ( ~DD) was found and was analyzed to yield the
harmonic bend vibrational frequency m2 and the an-
harmonicity constant X22.
The experimental setup has been reported previously
[8,9]. Briefly, it consists of (i) a pulsed molecular beamsource to generate the jet-cooled SO2 molecules, (ii)
two dye laser systems pumped by two YAG lasers with
the pulse width of �5 ns, respectively, and (iii) a home-
made time-of-flight (TOF) mass spectrometer. One dye
laser FL3002 (Lambda Physics), pumped by the THG
(354.7 nm) output of a Nd:YAG laser (LABest Op-
tronics), was used for photoionization. The second dye
laser HD-500 with frequency doubling HD-1000 (Lu-monics), pumped by the SHG (532 nm) output of a
Nd:YAG laser GCR-170 (Spectra-Physics), was used
for photodissociation. The output of photoionization
dye laser (380.85 nm, �1.5mJ/pulse) was focused per-
0022-2852/$ - see front matter � 2003 Elsevier Science (USA). All rights res
doi:10.1016/S0022-2852(03)00167-X
pendicularly on the molecular beam of SO2 by a quartzlens with f ¼ 120mm and was used to prepare SOþ2molecular ions via [3 + 1] REMPI of SO2 [10]. The
photodissociation dye laser, with the output of
�0.1mJ/pulse in the range of 291–312 nm, was weakly
focused by another quartz lens (f ¼ 500mm) and was
employed to dissociate SOþ2 ions via one-photon exci-
tation.
The [3 + 1] REMPI spectrum of SO2 molecule in therange of 365–405 nm has been studied in detail [9,10].
The resonance band located at k ¼ 380:85 nm was used
in this study owing to dominating parent ion SOþ2 and
very few fragment ions SOþ and Sþ produced at this
wavelength. The amounts of SOþ and Sþ ions were less
than 1/15 of SOþ2 in our experiment. The [3 + 1] REMPI
of SO2 at k1 ¼ 380:85 nm can be expressed as
SO2ð ~XX 1A1Þ !3hv1
SO2ð4pa1 ~GGð000ÞÞ!hv1
SOþ2 ð ~XX 2A1Þ þ e;
where 4pa1 ~GG represents for the ~GG state with a Rydberg
orbital of 4pa1. The ~GG Rydberg state with the A1 sym-
metry converges to the SOþ2 ground state ð ~XX 2A1Þ [10].Though the 13.00 eV energy of four photon with
k1 ¼ 380:85 nm can excite SO2 ( ~XX 1A1) to a position just
above SOþ2 ( ~AA2A2) at 12.99 eV, the population of SOþ2( ~AA2A2) can be omitted, at least, owing to the unfavorable
transition of SOþ2 ( ~AA2A2) SO2 ( ~GGA1).By carefully controlling the intensity of the dissocia-
tion laser, no ion signal could be observed only with this
laser, but the remarkably strong SOþ signal appeared in
TOF mass spectrum with the addition of the ionization
laser of k ¼ 380:85 nm by which alone the dominating
parent ion SOþ2 and very few fragment ions SOþ were
produced. It means that most of the SOþ ions should be
the photodissociation products of SOþ2 . Fig. 1 shows thePHOFEX spectrum obtained in the wavelength range of
291–312 nm with the ionization laser fixed at 380.85 nm.
In the entire scan range the signal of SOþ ion is domi-
nated compared to the very weak Sþ ion signal. The
obvious resonance bands are shown in the PHOFEX
spectrum by measuring SOþ. To avoid the disturbance
from autoionization of neutral SO2, there were about
60 ns delay temporally and the slight separation in thedirection of ion flight between the dissociation laser
and ionization laser in the laser-molecular interaction
region.
erved.
Fig. 1. The PHOFEX spectrum of SOþ2 obtained by monitoring SOþ
ions in the wavelength range of 291–312 nm. The new bend vibration
series is marked by ‘‘*’’. The assignment of spectra refers to the
photoelectron spectra of [3,4]. No correction is made in the laser
efficiency. The laser efficiency curve was given at the top of spectra in
figure.
140 Letter to the editor / Journal of Molecular Spectroscopy 221 (2003) 139–141
According to the spectroscopic data obtained from
previous studies on the photoelectron spectroscopy of
SO2 [3,4], the one photon energy in the wavelengthrange of 291–312 nm can excite the allowed transitions
of SOþ2 ( ~EE; ~DD; ~CC) SOþ2 ( ~XX 2A1) [11], where ~EE, ~DD, ~CC pos-
sess one kind of 2B2;2B1, and 2A1 symmetry, respec-
tively. The possible assignments for the PHOFEX
spectrum were tried, and it is found that if only to assign
the PHOFEX spectrum to the transitions from the vi-
bration level (000) of SOþ2 ( ~XX 2A1) the complete vibration
series could be obtained for the PHOFEX spectrum, asshown in Fig. 1 and Table 1. This means that in the
[3 + 1] REMPI of SO2 the excited SO2 (4pa1 ~GGð000Þ)converges to SOþ2 ( ~XX 2A1ð000Þ) finally.
The assignments of ~DDðv1 ¼ 0� 2; v2 ¼ 0; v3 ¼ 0Þ ~XX 2A1ð000Þ and ~EEðv1 ¼ 0; 1; v2 ¼ 0� 3; v3 ¼ 0Þ ~XX 2A1
ð000Þ of SOþ2 were deduced from the data of photo-
electron spectra [4] and were shown in Fig. 1. To assign
other resonance bands in PHOFEX spectrum we firsttried to assign them to SOþ2 ( ~CC) SOþ2 ( ~XX 2A1) transi-
tion. However, it failed to find the series of SOþ2( ~CC) SOþ2 ( ~XX 2A1ð000Þ) transition in the PHOFEX
spectrum of 291–312 nm, although the allowed transi-
tions of SOþ2 ( ~CCð410; 500; 510; 600; 610; 700Þ) SOþ2
Table 1
Band positions and assignments for the fragment SOþ excitation
spectrum of SOþ2
Transition of SOþ2 ~XX 2A1ð000Þ Wavenumbers
(cm�1)
Spacing
(cm�1)~DDð0v20Þ
000 32173.0 0
010 32404.4 231.4
020 32641.3 236.9
030 32873.1 231.8
040 33099.4 226.3
050 33330.0 230.6
060 33550.3 220.3
070 33767.8 217.5
080 33977.8 210.0
090 34190.4 212.6
( ~XX 2A1ð000Þ) predicted by the newly PES spectrum [3,4]should locate in this wavelength range. To inspect the
PHOFEX spectrum at a wavelength longer than 311 nm
(at energy below the SOþ2 (D) state) we measured the
PHOFEX spectrum in the range of 312–332 nm where
much smaller SOþ signal was produced. From the
PHOFEX spectrum in the range of 312–332 nm no ob-
vious vibrational progressions of SOþ2 ( ~CC) could be
identified. Moreover, it was found that the weak PHO-FEX spectrum in the range of 312–332 nm can be ob-
tained only by increasing the intensity of dissociation
laser to about 3 times of that used in the range of 291–
312 nm. This fact means that it is hard to find the clear
resonance bands at wavelengths longer than 311 nm (at
energy below the SOþ2 ( ~DD) state) and the possibility of
SOþ2 ( ~CC) SOþ2 ( ~XX 2A1ð000Þ) transition is very small.
Finally, if the absolute wavelength position predicted byPES was disregarded (although it seems not reasonable),
we may assign the peaks at 308.60, 304.20, and
300.03 nm to (310), (400), and (410) levels of SOþ2 ( ~CC),respectively, by referring to [7]. In this way, the deduced
m2 value of SOþ2 ( ~CC) seems reasonable (�460 cm�1), butthe deduced m1 value of �920 cm�1 of SOþ2 ( ~CC) at v1 ¼ 3
(it should be about v1 ¼ 4 according to newly PES data
in [3,4]) seems too large in comparison with the values of767 and �780 cm�1 predicted by [7] and by [3,4], re-
spectively. In fact, the m1 value of �920 cm�1 seems to be
more like that of SOþ2 ( ~DD) as shown in [3,4]. Therefore,
we give it up to assign SOþ2 ( ~CC) SOþ2 ( ~XX 2A1ð000Þ)transition in PHOFEX spectrum.
It is very interesting to note that the three resonance
bands with the adjacent space of �230 cm�1, located at
304.20, 306.36, and 308.60 nm, respectively, are so reg-ular that it makes us think that they should be related to
each other by a spectral series, however, they cannot be
assigned reasonably to C–X transitions by using the
available spectral data of SOþ2 [3,4] as mentioned above.
Owing to the energy positions of these bands which are
between SOþ2 ( ~DDð000Þ) and SOþ2 ( ~EEð000Þ), it is reason-
able to assign these bands to the transitions of~DDð0v20Þ ~XX 2A1ð000Þ for SOþ2 , where v2 is the bendvibration quantum numbers. The important support for
this assignment is the large change of molecular bond
angle from 136.5� of SOþ2 ( ~XX 2A1) to 119.5� of SOþ2 ( ~DD),which is favorable to excite the transition to the bent
vibration levels of SOþ2 ( ~DD) from SOþ2 ( ~XX 2A1). The bend
vibration excitation of SOþ2 ( ~DD) was not given in pho-
toelectron spectrum [3,4], maybe owing to the nearly
same molecular bond angle of 119.5� for SOþ2 ( ~DD) andSO2 ( ~XX 1A1) [12], which is unfavorable to excite the bent
vibration mode of SOþ2 ( ~DD) from SO2 ( ~XX 1A1). Following
this assignment, the bend vibration levels from v2 ¼ 0
to v2 ¼ 9 of SOþ2~DDð0v20Þ were obtained, as shown in
Table 1. New harmonic bend vibrational frequency
m2 ¼ 241:8� 0:9 cm�1 and the anharmonicity constants
X22 ¼ �1:7� 0:1 cm�1 for SOþ2 ( ~DD) were deduced by
Letter to the editor / Journal of Molecular Spectroscopy 221 (2003) 139–141 141
using least-squares fitting. However, the lower m2 of�240 cm�1 for ~DD state given by us is out of the range of
454� 100 cm�1 predicted by Thomas et al. [7]. Further
evidence both in theory and in experiment (such as laser-
induced fluorescence excitation spectrum) is needed to
check the validity of this temporary assignment. If the m2value of �240 cm�1 for ~DD state is correct, it means that
the potential curve of ~DD state is not similar to other
states along the bend vibrational coordinate. We alsotried to assign in the PHOFEX spectrum the sum fre-
quency excitation of m1 and m2 of ~DD state, such as ~DD(110), ~DD (210), etc. Unfortunately, the diffusion of
spectrum prevented us from getting precise assignment
to them. So no sum frequency was shown in Fig. 1 and
in Table 1. It is worth to notice that the rotational
structure of resonance bands in PHOFEX spectrum
cannot be resolved even with a spectral resolution of�0.1 cm�1 from dissociation laser. Whether the shape of
resonance band comes from the distribution of rota-
tional transition or not, and whether the broader band,
such as at 306.36 nm, comes from multiple contributions
or not, these problems are still to be answered in the
further study.
In conclusion, this work has provided the much bet-
ter photofragment SOþ excitation spectrum of SOþ2comparing to the previous study [7], the new bend vi-
bration series of SOþ2 ( ~DD) has been assigned and the
harmonic bend vibrational frequency m2 ¼ 241:8�10:9 cm�1 and the anharmonicity constants X22 ¼ �1:7�0:1 cm�1 for SOþ2 ( ~DD) have been obtained.
In this letter we do not deal with the symmetry of ~DDstate and the predissociation mechanism, which will be
discussed elsewhere.
Acknowledgments
Support from the National Natural Science Foun-
dation of China (No. 20173053) and the National Key
Basic Research Special Foundation is gratefully ac-knowledged.
Zhong Wang
Limin Zhang
Jiang Li
Feng Wang
Shuqin Yu
Laboratory of Bond Selective Chemistry
Department of Chemical Physics
University of Science and Technology of China
Hefei, Anhui 230026
People�s Republic of China
References
[1] D. Forney, C.B. Kellogg, W.E. Thompson, M.E. Jacox, J. Chem.
Phys. 113 (1) (2000) 86.
[2] M. Pons, O. Joubert, C. Matinet, J. Pelletier, J.-P. Panabiere, A.
Weill, Jpn. J. App. Phys. 33 (1994) 991.
[3] L. Wang, Y.T. Lee, D.A. Shirley, J. Chem. Phys. 87 (5) (1987)
2489.
[4] D.M.P. Holland, M.A. MacDonald, M.A. Hayes, P. Baltzer, L.
Karlsson, M. Lundqvist, B. Wannberg, W. von Niessen, Chem.
Phys. 188 (1994) 317.
[5] G. Dujardin, S. Leach, J. Chem. Phys. 75 (6) (1981) 2521.
[6] M.J. Weiss, Ta-Cheng Hsieh, G.G. Meisels, J. Chem. Phys. 71
(1979) 567.
[7] T.F. Thomas, F. Dale, J.F. Paulson, J. Chem. Phys. 84 (3) (1986)
1215.
[8] L. Zhang, J. Chen, H. Xu, J. Dai, S. Liu, X. Ma, J. Chem. Phys.
114 (24) (2001) 10768.
[9] L. Zhang, L. Pei, J. Dai, T. Zhang, C. Chen, S. Yu, X. Ma, Chem.
Phys. Lett. 259 (1996) 403.
[10] B. Xue, Y. Chen, H.-L. Dai, J. Chem. Phys. 112 (5) (2000) 2210.
[11] G. Herzberg, Electronic Spectra and Electronic Structures of
Polyatomic Molecules, Litton Educational, New York, 1966,
p248, p445.
[12] I.H. Hillier, V.R. Saunders, Mol. Phys. 22 (1971) 193.