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1.
Fourier transform infrared spectra of the inversion-rotation transitions have been measured with 0.010-cm?1 resolution between 40 and 300 cm?1 in the ground state and ν2 excited states of 14NH3. Submillimeterwave spectra of the inversion and inversion-rotation transitions in the ν2 state of 14NH3, including a few Δk = ±3 “perturbation-allowed” transitions, have been measured with microwave accuracy between 540 and 770 GHz. A simultaneous least-squares analysis of these data, the microwave ground-state transition frequencies, and the ν2 infrared-microwave two-photon transition frequencies has been carried out. A theory of the Δk = ±3n interactions in the ground and ν2 excited states of ammonia (S. P. Belov, L. I. Gershtein, A. F. Krupnov, A. V. Maslovskij, ?. Urban, V. ?pirko, and D. Papou?ek, J. Mol. Spectrosc.84, 288–304 (1980)) has been used in the analysis. A set of the ground- and ν2-state molecular parameters has been obtained which describes the experimental data within the precision of the experiment. The “smoothed” values of transition frequencies can be used for calibration purposes with a precision better than 3 × 10?5 cm?1 in the submillimeterwave region, better than 10?3 cm?1 in the far-infrared region, and better than 1.5 × 10?3 cm?1 in the region 700 – 1200 cm?1.  相似文献   

2.
The far ir spectrum of arsine, AsH3, was recorded in the range 25–100 cm?1 with a resolution of approximately 0.004 cm?1. ΔJ = +1, ΔK = 0 rotational transitions were measured and assigned up to J″ = 12. These transitions, together with the presently available microwave and submillimeter-wave data and ground state combination differences, were analyzed on the basis of a rotational Hamiltonian which includes Δk = ±3 and Δk = ±6 interaction terms. The derived ground state molecular parameters reproduced the transition frequencies of both allowed and “perturbation allowed” transitions within the accuracy of the measurements. The equilibrium structure was determined for the AsH3 molecule.  相似文献   

3.
Fifty-one sections of infrared diode-laser spectra of acetonitrile have been measured in the region from 2283.5 to 2235.7 cm?1. About 450 transitions belonging to the ν2 band have been assigned for K ≦ 7 and J ≦ 44. Anomalies found in the rotational structure have been proven to be due to five local resonances. Observed transition frequencies have been fitted by a least-squares method to a model which includes Fermi-type resonances (Δk = 0, Δ? = ± 3n) with ν6±1 + 2ν8±2 and ν4 + ν7±1 + ν8±1 states, x, y-type Coriolis resonances (Δk = ±1, Δ? = ?3n ± 1) with ν4 + ν6±1 and ν4 + ν7±1 + ν8±1 states, and a centrifugal-distortion-type resonance (Δk = ±2, Δ? = ?3n ± 2) with a 2ν70 + ν8±1 state. The 11 × 11 dimensional energy matrix has been diagonalized in order to obtain the perturbed energy levels. The standard deviation for the fit is 1.075 × 10?3 cm?1. The molecular constants determined are also listed.  相似文献   

4.
The infrared absorption of arsine, AsH3, between 750 and 1200 cm?1 has been recorded at a resolution of 0.006 cm?1. Altogether 2419 transitions, including nearly 700 “perturbation allowed” transitions with Δ∥k ? l∥ = ±3, ±6, and ±9, have been assigned to the ν2(A1) and ν4(E) bands. Splitting of the transitions for K″ = 3, 6, and 9 was also observed. To fit the rotational pattern of the v2 = 1 and v4 = 1 vibrational states up to J = 21, all the experimental data were analyzed simultaneously on the basis of a rovibrational Hamiltonian which took into account the Coriolis interaction between ν2 and ν4 and also included several essential resonances within them. The derived set of 38 significant spectroscopic parameters reproduced the 2328 transition wavenumbers retained in the final fit within the accuracy of the experimental measurements.  相似文献   

5.
High resolution (0.004cm-1 instrumental bandwidth) interferometric Fourier transform infrared spectra of 14ND3 were obtained on a BOMEM DA002 spectrometer under essentially Doppler limited conditions. An analysis is reported of the ND3 stretching fundamentals with band centres at [EQUATION]1 0 (sa) = (2420.056 ± 0.001)cm?1, [EQUATION]1 0(as) = (2420.650 ± 0.001)cm?1, [EQUATION]3 0(aa) = (2563.8840 ± 0:0005)cm?1 and [EQUATION]3 0 (ss) = (2563.9161 ± 0.0005)cm?1, with inversion tunnelling splittings Δ[EQUATION]1 = 0.5412cm?1 and Δ[EQUATION]3 = 0.0209cm?1 in the vibrationally excited levels. About 50 parameters of the effective Hamiltonian for this band system could be determined accurately. Assignments were established with certainty by means of ground state combination differences. The results are important for and are discussed in relation to the mode selective inhibition and promotion of inversion at the nitrogen atom by exciting ND stretching vibrations, and treatments of isotope e? ects on inversion of ammonia by means of effective Hamiltonians and true molecular Hamiltonians on high dimensional potential hypersurfaces.  相似文献   

6.
The ν5 and ν3 Raman bands of CH2D2 have been recorded with a resolution of 0.35 cm?1. The ν3 state is well known from infrared studies. Three hundred twenty-nine transitions of the ν5 band were analyzed, assuming an unperturbed upper state, giving a standard deviation on the fit of the upper-state energies of 0.037 cm?1, The constants A, B, C, ΔJ, ΔJK, and ΔK differed significantly from the ground-state values, and ν5 was determined as 1331.41 ± 0.05 cm?1. This work represents the first complete analysis of the fine structure of a rotation-vibrational Raman band for an asymmetric rotor. The ν5 state could not be analyzed in infrared so this investigation, once more, demonstrates the usefulness of the Raman method.  相似文献   

7.
Two Δk = ±3 “forbidden” vibration-rotation transitions in the ν2-band of NH3 have been measured by using infrared-microwave two-photon spectroscopy and laser Stark spectroscopy. Combining these results with Rao's recent measurement of the band, we have obtained the C0 rotational constant of 6.2280 ± 0.0008 cm?1.  相似文献   

8.
The gas-phase infrared spectrum of monoisotopic H374Ge35Cl has been studied in the ν1, ν4 region near 2100 cm?1 with a resolution of 0.008 cm?1. Rotational fine structure for ΔJ = ±1 branches has been resolved for both fundamentals. ν1 (a1), 2119.977 03(19) cm?1; and ν4 (e), 2128.484 65(8) cm?1 are weakly coupled by Coriolis x,y resonance, 1,4y 2.6 × 10?3 cm?1, and l-type resonance within ν4, q4(+) ?8.4 × 10?6 cm?1, has been observed. An extended Fermi resonance with ν5±1 + 2ν6±2, which mainly affects the kl = ?14 and ?15 levels of ν4, has been detected and analyzed. In addition, several weak and local resonances perturb essentially every K subband of ν4 and some of ν1, and a qualitative model is proposed to account for the features observed in the spectrum. Disregarding the transitions involved in local perturbations, the rms deviation of the fit to the remaining 2021 lines is σ = 1.34 × 10?3 cm?1.  相似文献   

9.
Collision-induced transitions between rotational levels of OCS in the ground vibrational state have been investigated by steady-state microwave double resonance, with the M sublevels separated by a Stark field. The (2 ← 1)P-(1 ← 0)S, (3 ← 2)P-(1 ← 0)S, and (4 ← 3)P-(1 ← 0)S systems have been studied for pure OCS and for mixtures with excess CH3OH, He, and H2. For four-level systems having dipolar connections (ΔJ = 1; ΔM = 0, ± 1; parity ± ? ?) between pump and signal levels, it is found for OCS and the OCS-CH3OH mixture that the dipole-type ΔJ = 1 transitions always dominate the collisional transfer, but for the OCS-He and OCS-H2 mixtures that ΔJ = 2 quadrupole-type transitions are dominant. For all four collision partners, significant ΔJ = 2 and ΔJ = 3 collisional transfer is observed in some systems, indicating the presence of high-order terms in the collisional interaction.  相似文献   

10.
The study of the gas-phase infrared spectrum of C2H6 in the region of the perpendicular CH-stretching band, ν7, near 3000 cm?1 is extended for the ΔK = + 1 subbands as far as K = 20. The spectral resolution of ~0.030 cm?1 is increased to ~0.015 cm?1 by deconvolution. The earlier investigation of this band for KΔK = +9 to ?5, is repeated with greater accuracy, providing more reliable ground-state constants (cm?1): B0 = 0.663089 ± 24, D0J = (0.108 ± 4) × 10?5, D0JK = (0.50 ± 7) × 10?5. The molecular constants (cm?1) for the ν7 fundamental are B7 = 0.66310 ± 3, A7 = 2.682, ν0 = 2985.39, ζ7 = 0.128. A discussion of resonance effects in this band, in particular x-y-Coriolis and Fermi resonance, is given.  相似文献   

11.
The acetylene absorption spectrum in the Nd-laser range 9240–9520 cm?1 has been recorded earlier (1), using a highly sensitive intracavity laser spectrometer. Two weak absorption perpendicular bands 2100011 ← 0000000 (ν0 = 9366.6 cm?1) and 1200°31 ← 0000°0° (ν0 = 9407.7 cm?1) were studied and spectroscopic constants were obtained. However, the structure of the Q branches of these bands with J < 7 was unresolved because the resolution of the spectrometer was not very high.  相似文献   

12.
ABSTRACT

Accurate values of the K-dependent constants ( i ) C, ( i ) DK and ( i ) HK in the ground state of 14ND3, with i = s, a, have been determined for the first time thanks to the detections of ‘perturbation allowed’ transitions in the ν1, ν2, ν3, ν4 and 2ν4 infrared bands. The rotation–inversion and inversion transitions from the literature, together with 7289 ground state combination differences from the infrared vibration–rotation–inversion transitions have been simultaneously analysed. The adopted rotation–inversion Hamiltonian includes distortion constants up to the eighth power and the Δk = ±3 and Δk = ±6 interaction terms. Precise values of the diagonal constants and of the Δk = ±3 interaction coefficients have been obtained. Accurate values of the ground state term values have been calculated for both s and a levels up to J = 21.  相似文献   

13.
The ν2 band of CH3CD3 has been measured under an effective resolution of 0.04 cm?1. About 400 transitions observed in the region from 2130 to 2060 cm?1 have been identified as due to the ν2 fundamental band. The least-squares analysis of these transitions yields the band constants: ν0 = 2089.957, B′ = 0.548937, DJ = 6.97 × 10?7, DJK = 1.92 × 10?6, A′ - A″ = ?0.01158, and DK - DK = 1.30 × 10?6 cm?1. The ground-state constants B″, DJ, and DJK are fixed to the values obtained from microwave spectroscopy.  相似文献   

14.
The cw dye laser excitation spectrum of the A?1A″(000) ← X?1A′(000) vibronic band of HCF was observed between 17 188 and 17 391 cm?1 with the Doppler-limited resolution, 0.04 cm?1. The HCF molecule was produced by the reaction of discharged CF4 with CH3F, and 853 lines were observed, of which 516 transitions were assigned to KaKa = 3 ← 4, 2 ← 3, 1 ← 2, 0 ← 1, 1 ← 0, 2 ← 1, 0 ← 0, 1 ← 1, 2 ← 2, 3 ← 3, 2 ← 0, and 0 ← 2 subbands. A rotational analysis yielded the rotational constants and quartic and sextic centrifugal distortion constants for both the A? and X? states and the band origin, with good precision. The molecular constants determined reproduce the observed transition frequencies with an average deviation of 0.0038 cm?1. Small rotational perturbations in the excited state were found at J = 5, 6 and J = 10, 11 of J1,J and at J = 15, 16 of J2,J?1 levels.  相似文献   

15.
The J = 0 ← 1 transitions in CH379Br (I), CH381Br (II), CD379Br (III), and CD381Br (IV) were measured using a Stark-cell spectrometer constructed from C-band waveguide. High-resolution spectra yielded precise values for the bromine quadrupole coupling strength. Values obtained were eqQ(I) = ?577.08 ± 0.15 MHz, eqQ(II) = ?482.18 ± 0.15 MHz, eqQ(III) = ?575.66 ± 0.15 MHz, and eqQ(IV) = ?480.89 ± 0.15 MHz. The observed center frequencies for the J = 0 ← 1 transitions are ν0(I) = 19136.35 ± 0.03 MHz, ν0(II) = 19063.62 ± 0.03 MHz, ν0(III) = 15429.23 ± 0.03 MHz, and ν0(IV) = 15362.41 ± 0.03 MHz. A 0.26 ± 0.02% decrease in bromine quadrupole coupling is observed when the methyl group is fully deuterated. This is in agreement with, and supports interpretations given for, previous results on methyl chloride.  相似文献   

16.
The ν3, A-type band of C2H3D centered at 1288.780 cm?1 has been analyzed up to J = 33 and Ka = 15. The spectral range from 1351 to 1235 cm?1 was recorded with a grill-spectrometer “type Girard” and with a resolution of 0.06 cm?1, and a wavenumber precision of about 2 × 10?3 cm?1. From 787 identified transitions it was possible to calculate the rotational energies in the ν3 excited state, and to refine the corresponding set of parameters.  相似文献   

17.
The absorption spectrum of ammonia over the range 620–634 cm?1 has been investigated with a diode laser. Multiplets have been resolved and almost all the lines, mainly Q-branch transitions of the s2ν22 band, have been identified.  相似文献   

18.
The microwave spectrum of CH3OD has been observed in the frequency region between 14 and 92 GHz. All the ground-state transitions with J ≤ 8 and J = 2 ← 1, a-type transitions in the excited torsional states (v = 1 and v = 2) have been observed. The spectrum has been analyzed and rotational constants, torsional constants, torsion-vibration-rotation interaction constants, and centrifugal distortion constants have been evaluated. The Stark effect measurements have been made and the dipole moment components have been determined as μa = 0.833 ± 0.008 D and μb = 1.488 ± 0.015 D.  相似文献   

19.
The frequencies of approximately 460 transitions of the ν1 band of the unstable molecule S2O have been measured with an accuracy of ±0.001 cm?1 using a diode-laser spectrometer. Effective constants for this band were produced by carrying out a least-squares fit on the infrared data plus 112 ground-state rotational transitions.  相似文献   

20.
We have obtained fully resolved spectra of the ν1 (Q-branch) band of CF4 at a pressure of 4 Torr using a variation of stimulated Raman spectroscopy. With an experimental resolution of ≤0.004 cm?1, no detectable tensor splitting of the rotational levels exists up to J = 55. The spectrum is readily fit with a band origin α = 909.0720 cm?1 and a single rotational term β ? β0 = ?3.417 × 10?1cm?1. We have also observed an underlying hot band, which we tentatively assign as the ν1 + ν2ν2 transition, with α′ = 909.1997 cm?1 and (β ? β0)′ = ?3.405 × 10?4cm?1.  相似文献   

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