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Infrared Intensity and Spectra of Infrared Intensity and Spectra of NN22-H-H22O, OO, O22-H-H22O and Ar-HO and Ar-H22OO
in He Dropletsin He Droplets
Susumu Kumaa), Mikhail N. Slipchenkob), Kirill E. Kuyanovb), Takamasa Momosec), and Andrey F. Vilesovb)
a) Kyoto University
b) University of Southern California
c) The University of British Columbia
SUN
EARTH
Infrared Intensity ofInfrared Intensity ofX-HX-H22O in AtmosphereO in Atmosphere
HH22OO X-HX-H22OO
IR
IR
H2O
X-H2O
Key of earth’s radiation balance
Large “infrared intensity” A(H2O)
X = N2, O2, Ar, etc.
Infrared intensity A(X-H2O)
Theory: A(N2–H2O) ~ 2 A(H2O)Experiment: not determined
?
Infrared Intensity of ComplexInfrared Intensity of ComplexDifficult to determine experimentally.
IR IR
AbsorbanceAbundance of
complex ?
Helium DropletsHelium DropletsAbundance of complexes
can be precisely determined.
Spectroscopy Using He DropletsSpectroscopy Using He Droplets
gas cellcryogenic
nozzle
quadrupole mass spectrometer
laser
Pickup
by collision
Detection
absorption and relaxation
evaporation of He
depletion of mass signal
reduction of cross-section
Extremely small perturbation to ro-vibrational spectraExtremely small perturbation to ro-vibrational spectra
He droplet production
T = 16 KP = 20 bar
nozzle
He droplets<NHe> = 3500
T = 0.4 K
Abundance of Complexes in He DropletsAbundance of Complexes in He Droplets
gas cell moleculeHe droplet
pressure in gas cell
N = 1 N = 2 N = 3
Poisson distribution
NN = 0 = 0
PN
Pressure p
NN = 1 = 1
NN = 2 = 2
NN = 3 = 3
NN = 4 = 4
Abundance ratio
=IN=1
IN=2 PN=1
PN=2 AN=1
AN=2
Infrared intensity ratio
NN = 1 = 1 NN = 2 = 2
Absorbance ratio
ex.)
precisely determined
Objective of This StudyObjective of This StudyExperimental determination of the infrared intensity of X-H2O in the H2O ν3 mode using helium droplets
(X = N2, O2 & Ar)
ExperimentalExperimental
Infrared spectra
Abundance ratio
Infrared intensity of X-H2OPressure p(X)
Abu
ndan
ce
H2O
X-H2OX2-H2O
Wavenumber / cm-1
NN22-H-H22OO
Wavenumber / cm-1
(H2O)2(H2O)2
000101 101000
202101p(H2O) = 3×10-4Pa
p(N2) = 9×10-4Pa
Wavenumber / cm-1
Subtracted
H2O only
H2O & N2
NN22-(H-(H22O)O)22
H2O
N2-H2O
(N2)2-H2O
NN22-H-H22OO(N(N22))22-H-H22OO
3020100
p(N2) / 10-3 Pa
3746.2 cm-1
3749.8 cm-1
3778.0 cm-1
(H2O)2 RA07 by KuyanovH2O
OO22-H-H22O O & Ar-H& Ar-H22OO
p(H2O) = 6×10-4Pa
p(O2) = 9×10-4Pa
p(Ar) = 12.5×10-4Pa
H2O only
Wavenumber / cm-1
Wavenumber / cm-1
Wavenumber / cm-1
H2O & O2
H2O & Ar
(H2O)2 (H2O)2
000101101000
202101
p(O2) / 10-3 Pa
H2O
O2-H2O
OO22-H-H22OO
Ar-HAr-H22OO
p(Ar) / 10-3 Pa
H2O
Ar-H2O
Infrared Intensity Infrared Intensity AA of X-H of X-H22OO
543210
p(N2) / 10-4 Pa
Abu
ndan
ce H2O
N2-H2O
&
XThis work Theory*
N2 1.3 ± 0.3
1.0 ± 0.3
1.1 ± 0.3
2.0
1.2
1.4
O2
ArEnhanced infrared intensities by up to 30 %
*Kjaergaard et al., J. Phys. Chem. A 107, 10680 (2003)
Changes of the dipole moment of H2Odue to charge redistribution
H2ON2-H2O
Wavenumber / cm-1
Abs
orba
nce
Spectral Structure of Spectral Structure of NN22-H-H22O, OO, O22-H-H22O, and Ar-HO, and Ar-H22OO
N2–H2O
O2–H2O
Ar–H2O
Wavenumber / cm-1
H2OX-H2O
K. Matsumura et al.G. A. Blake et al.D. J. Nesbitt et al.
R. J. Saykally et al.
F. J. Lovas et al.
Internal rotation of H2O
free rotation
free rotation
no rotation
SummarySummary
AcknowledgementsAcknowledgementsNSF, NSERC & JSPS
We applied helium droplets successfully to the infrared intensity determination of N2-H2O, O2-H2O, and Ar-H2O complexes.
Small enhancement of infrared intensity of H2O
N2-H2O 1.3 ± 0.3
O2-H2O 1.0 ± 0.2
Ar-H2O 1.1 ± 0.2
Free rotation of H2O: O2-H2O and Ar-H2ONo rotation: N2-H2O
Rotational energy levels of H2O
Energy Diagram of Ar-HEnergy Diagram of Ar-H22OO
> T = 0.4 K
K. MatsumuraG. A. BlakeD. J. NesbittR. J. Saykally
H2OAr-H2O
Wavenumber / cm-1
m–splitting
|mj| = 0, 1, 2...
ΣΠΔ
para ortho
101000000101 202101
H2ON2-H2O
N2–H2O
a-type band
b-type band
Wavenumber / cm-1
a-axis
b-axis
transition moment of 3