189 research outputs found

    VIBRONIC STRUCTURE OF THE NO3 X̃ 2A2′ SYSTEM

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    The X~\tilde{X} 2A2^2A_2' state of NO3_3 under jet cooled conditions is investigated via laser induced fluorescence (~LIF~) and two-color resonant four-wave mixing (~2C-R4WM~) techniques. The electronic structure of NO3_3 is thought to be similar to that of BF3_3, and the latter has been well documented in the literatures\footnote{H.~B.~Gray, Electrons and Chemical Bonding, W.~A.~Benjamin Inc., New York (1965); Open Source Tex Books, https://archive.org/details/ost-chemistry-electrons\_chemical\_bonding (retrieved Feb. 26, 2019).}\footnote{F.~A.~Cotton, Chemical Applications of Group Theory, 2nd ed., Wiley-International, New York (1971).}. The BF3_3 highest occupied molecular orbital (~HOMO~) possesses peculiar electronic structure with orbital localization on each of three F’s and no contribution on the center atom, B. For NO3_3, the HOMO corresponds to a singly occupied molecular orbital (~SOMO~), and, in the X~\tilde{X} 2A2^2A_2' state (~A~\tilde{A} 2E^2E'' and B~\tilde{B} 2E^2E', too~) of NO3_3, the un-paired electron is localized on the three O’s and has no contribution on N. For this state, the degenerate vibrations are naturally expected to strongly affect the electron motion, which can be referred to as ”degenerate-vibrationally induced vibronic coupling” on the non-degenerate electronic state. The SOMO characteristics of NO3_3 have been confirmed by high-level quantum chemical computation\footnote{W.~Eisfeld and K.~Morokuma, J. Chem. Phys.J.~Chem.~Phys. 113, 5587 (2000).}. The characteristic features of the vibrational structure of the X~\tilde{X} 2A2^2A_2' state may possibly be understood by the vibronic coupling. One feature is an unexpectedly large spin splitting of 101_0 (~= NKN_K~) of the 3ν4\nu_4 (a1a_1') level observed by 2C-R4WM\footnote{M.~Fukushima and T.~Ishiwata, 73rd ISMS, paper WD02 (2018).}, and this splitting can be understood as the good quantum number behavior of PP (~=Kv+Σ=Λ+l+Σ= K_v + \Sigma = \Lambda + l + \Sigma~) derived from the coupling

    2C-R4WM spectroscopy of jet cooled NO3

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    We have generated NO3_3 from pyrolysis of N2_2O5_5 following supersonic free jet expansion, and carried out two color resonant four wave mixing (~2C-R4WM~) spectroscopy of the B~\tilde{B} 2E^2E' -- X~\tilde{X} 2A2^2A_2' electronic transition. One laser was fixed to pump NO3_3 to a ro-vibronic level of the B~\tilde{B} state, and the other laser (~probe~) was scanned across two levels of the X~\tilde{X} 2A2^2A_2' state lying at 1051 and 1492 cm1^{-1}, the ν1\nu_1 (a1a_1') and ν3\nu_3 (ee') fundamentals, respectively. The 2C-R4WM spectra have unexpected back-ground signal of NO3_3 (~stray signal due to experimental set-up is also detected~) similar to laser induced fluorescence (~LIF~) excitation spectrum of the 0-0 band, although the back-ground signal was not expected in considering the 2C-R4WM scheme. Despite the back-ground interference, we have observed two peaks at 1051.61 and 1055.29 cm1^{-1} in the ν1\nu_1 region of the spectrum, and the frequencies agree with the two bands, 1051.2 and 1055.3 cm1^{-1}, of our relatively higher resolution dispersed fluorescence spectrum, the former of which has been assigned to the ν1\nu_1 fundamental. Band width of both peaks, \sim 0.2 cm1^{-1}, is broader than twice the experimental spectral-resolution, 0.04 cm1^{-1} (~because this experiment is double resonance spectroscopy~), and the 1051.61 cm1^{-1} peak is attributed to a QQ branch band head (~a line-like QQ branch~) of the ν1\nu_1 fundamental. The other branches are suspected to be hidden in noise of the back-ground signal. The 1055.29 cm1^{-1} peak is also attributed to a QQ band head. The B~\tilde{B} 2E12^2E'_{\frac{1}{2}} (~J=32J' = \frac{3}{2}, K=1K' = 1~) -- X~\tilde{X} 2A2^2A_2' (~N=1N'' = 1, K=0K'' = 0~) ro-vibronic transition was used as the pump transition. The dump (~probe~) transition to both a1a_1' and ee' vibronic levels are then allowed as perpendicular transition. Accordingly, it cannot be determined from present results whether the 1055.29 cm1^{-1} band is attributed to a1a_1' or ee' (ν3\nu_3), unfortunately. The 2C-R4WM spectrum of the 1492 cm1^{-1} band region shows one QQ head at 1499.79 cm1^{-1}, which is consistent with our dispersed fluorescence spectrum. By considering with the ν3\nu_3 + ν4\nu_4 - ν4\nu_4 hot band\footnote{K.~Kawaguchi etet al.al., J.J. Phys.Phys. Chem.Chem. AA 117, 13732 (2013) and E.~Hirota, J.J. Mol.Mol. Spectrosco.Spectrosco. 310, 99 (2015).}, the present results suggest that both 1055.29 and 1499.79 cm1^{-1} levels are a1a_1' level

    LIF SPECTROSCOPY OF LINEAR SiOSi

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    We have assigned spectral species of a LIF spectrum with 1Π^1\Pi -- 1Σ^1\Sigma rotational structure to SiOSi with the aid of abab initioinitio quantum chemical calculations\footnote{M.~Fukushima and T.~Ishiwata, 73rd ISMS, paper MJ09 (2018).}. Due to the spectrum's red-shaded structure, the RR-branch forms a band head, and an analysis adopting the PP- and QQ-branches had not been satisfactory. As the abab initioinitio calculations suggest the ground electronic state is 11Σg+^1\Sigma_g^+, we attempted a more precise analysis via combination differences and noted heavy irregularities exclusive to the upper levels of the QQ-branch. Considering parities of the rotational levels of the upper Π\Pi electronic state, we are investigating this irregularity with the aid of computation

    LIF SPECTROSCOPY OF A 1Σ SPECIES CONTAINING Si: LINEAR SiOSi ?

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    In our past SiCN investigation\footnote{M.~Fukushima and T.~Ishiwata, J.~Chem.~Phys. 145, 124304 (2016).}, we found unknown bands with 1Σ^1\Sigma -- 1Σ^1\Sigma rotational structure in the laser induced fluorescence (~LIF~) excitation spectrum of SiCN. From the rotational constants, the spectral species may possibly be attributed to SiOSi. Although the most stable geometry of the ground electronic state is reported to be cyclic structure\footnote{S.~J.~Paukstis, et~al., J.~Chem.~Phys.~A 106, 8435 (2002).}, our CCSD(T) calculation with arg-cc-pCVTZ indicates the linear geometry, 1Σg+^1\Sigma_g^+, lying \sim2,000 cm1^{-1} above it. The potential energy surface calculated is very strange, and it indicates a barrier between the two geometries, \sim10,000 cm1^{-1} from the bottom. The dispersed fluorescence (~DF~) spectra from the single vibronic levels have fairly long progressions with very harmonic structure, but no hot-band structure. More precise computational works are underway, and we will discuss the assignment of the spectral species in this talk

    VIBRONIC STRUCTURE OF THE X_ 2A2_ STATE OF NO3

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    We have measured dispersed fluorescence (~DF~) spectra from the single vibronic levels (~SVL's~) of the tildeBtilde{B} 2E^2E' state of jet cooled 14^{14}NO3_3 and 15^{15}NO3_3, and found a new vibronic band around the nu1nu_1 fundamentalfootnote{M.~Fukushima and T.~Ishiwata, paper WJ03, ISMS2013, and paper MI17, ISMS2014.}. This new band has two characteristics; (1) inverse isotope shift, and (2) unexpectedly strong intensity, i.e.~comparable with that of the nu1nu_1 fundamental. We concluded on the basis of the isotope effect that the terminated (~lower~) vibrational level of the new vibronic band should have vibrationally a1a_1' symmetry, and assigned to the third over-tone of the nu4nu_4 asymmetric (ee') mode, 3nu43 nu_4 (a1a_1'). We also assigned a weaker band at about 160 cm1^{-1} above the new band to one terminated to 3nu43 nu_4 (a2a_2'). The 3nu43 nu_4 (a1a_1') and (a2a_2') levels are ones with l=pm3l = pm3. Hirota proposed new vibronic coupling mechanismfootnote{E.~Hirota, J.Mol.Spectrosc.J. Mol. Spectrosc., in press.} which suggests that degenerate vibrational modes can induce electronic orbital angular momentum (~LL~) even in non-degenerate electronic states. %It is thus thought the surprisingly wide splitting of 3nu43 nu_4, a1a_1' and a2a_2', is resulted from vibronic coupling, and the explanation we proposed is as follows. We interpret this as a sort of break-down of the Born-Oppenheimer approximation, and think that pmlpm l induces mpbarLambdampbar{Lambda}, where barLambdabar{Lambda} expresses the pseudo-LL; for the present system, one of the components of the third over-tone level, Lambda=0;v4=3,l=+3rangle| Lambda = 0; v_4 = 3, l = +3 rangle, can have contributions of barLambda=1;v4=3,l=+2rangle| bar{Lambda} = -1; v_4 = 3, l = +2 rangle and 2;3,+1rangle| -2; 3, +1 rangle. Under this interpretation, it is expected that there is sixth-order vibronic coupling, (q+3Q3+q3Q+3)(q_+^3Q_-^3 + q_-^3Q_+^3), between 0;3,+3rangle| 0; 3, +3 rangle and 0;3,3rangle| 0; 3, -3 rangle. The sixth-order coupling is weaker than the Renner-Teller term (~the fourth-order term, (q+2Q2+q2Q+2)(q_+^2Q_-^2 + q_-^2Q_+^2)~), but stronger than the eighth-order term, (q+4Q4+q4Q+4)(q_+^4Q_-^4 + q_-^4Q_+^4). It is well known in linear molecules that the former shows huge separation, comparable with vibrational frequency, among the vibronic levels of PiPi electronic states, and the latter shows considerable splitting, simsim10 cm1^{-1}, at DeltaDelta electronic states. Consequently, the simsim160 cm1^{-1} splitting at v4v_4 = 3 is attributed to the sixth-order interaction. The relatively strong intensity for the band to 3nu43 nu_4 (a1a_1') can be interpreted as a part of the huge 0-0 band intensity, because the 3nu43 nu_4 (a1a_1') level, 0;3,pm3rangle| 0; 3, pm3 rangle, can connect with the vibrationless level, 0;0,0rangle| 0; 0, 0 rangle. 3nu43 nu_4 (a1a_1') has two-fold intensity because of the vibrational wavefunction, 0;3,+3rangle+0;3,3rangle| 0; 3, +3 rangle + | 0; 3, -3 rangle, while negligible intensity is expected for 3nu43 nu_4 (a2a_2') with 0;3,+3rangle0;3,3rangle| 0; 3, +3 rangle - | 0; 3, -3 rangle due to the cancellation. To confirm these interpretations, experiments on rotationally resolved spectra are underway

    2C-R4WM SPECTROSCOPY OF JET COOLED NO3 (II)

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    We have generated NO3_3 in a supersonic free jet expansion, and observed laser induced fluorescence (~LIF~) and two-color resonant four-wave mixing (~2C-R4WM~) signals. We have measured dispersed fluorescence (~DF~) spectra from single vibronic levels. Among the vibrational levels observed in the DF spectrum from the vibration-less level, the ν1\nu_1 and ν3\nu_3 fundamental regions (~\sim1050 and \sim1500 cm1^{-1} regions, respectively~) are now active for discussion, and thus we have tried to measure the rotationally resolved 2C-R4WM spectra\footnote{M.~Fukushima and T.~Ishiwata, 71st ISMS, paper RF01 (2016).}. The 2C-R4WM spectrum of the ν3\nu_3 fundamental region is consistent with a previous infra-red investigation\footnote{K.~Kawaguchi, et~al., J. Mol. Spectrosco. 268, 85 (2011).}, and that of ν1\nu_1 leads to the identification of the KK = 0 and NN = 1 level of the ν1\nu_1 fundamental for the first time. We have found an additional level near ν1\nu_1\footnote{M.~Fukushima and T.~Ishiwata, 68th ISMS, paper WJ03 (2013).}, and the 2C-R4WM spectrum of the level shows two rotational transitions separated by 0.27 cm1^{-1}. Although the 0.27 cm1^{-1} separation is about 10 times larger than the spin splitting, \sim0.025 cm1^{-1}, of the KK = 0 and NN = 1 levels at the other a1a_1’ levels with ll = 0, such as vibration-less and ν1\nu_1 (~the latter value of which, 0.025 cm1^{-1}, cannot be resolved under our instrumental resolution~), the two transitions are thought to correspond to those terminating to spin sub-levels, JJ = 0.5 and = 1.5, at the present. We have assigned the additional level to 3ν43\nu_4 (a1a_1') with l=±3l = \pm3. For Σ\Sigma vibronic levels with KK = 0, such as vdv_d = 1 and ll = 1, of a 2Π^2\Pi electronic state, it is well known that 2Σ(+)^2\Sigma^{(+)} and 2Σ()^2\Sigma^{(-)} vibronic levels have relatively large Ω\Omega- or ρ\rho-type doubling due to non-zero Λ\Lambda, in spite of the Σ\Sigma vibronic levels\footnote{J.~Hougen, J.~Chem.~Phys. 36, 519 (1964)}. It is thought that the unexpectedly large spin splitting, 0.27 cm1^{-1}, is induced by spin-vibration interaction, which has been discussed for degenerate vibronic levels of non-degenerate electronic states, 2Σ^2\Sigma and 3Σ^3\Sigma, of linear polyatomic molecules\footnote{A.~J.~Merer and J.~M.~Allegretti, Can.~J.~Phys. 49, 2859 (1971).}

    DISPERSED FLUORESCENCE SPECTRA OF JET COOLED SiCN

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    The laser induced fluorescence (~LIF~) spectrum of tildeAtilde{A} 2Delta^2Delta -- tildeXtilde{X} 2Pi^2Pi transition was obtained for SiCN generated by laser ablation under supersonic free jet expansion. The vibrational structure of the dispersed fluorescence (~DF~) spectra from single vibronic levels (~SVL's~) was analyzed with consideration of Renner-Teller (~RT~) interaction. The usual analysis based on the perturbation approachfootnote{J.~M.~Brown and F.~Jo rgensen, Advances in Chemical Physics 52, 117 (1983).}, indicated considerably different spin splitting for the mumu and kappakappa levels of the tildeXtilde{X} 2Pi^2Pi state of SiCN, in contrast to identical spin splitting for general species based on the usual RT analysis. Further analysis of the vibrational structure is being carried out via direct RT diagonalization

    NUMERICAL ANALYSIS OF VIBRONIC STRUCTURE OF THE SiCN X̃ 2Π SYSTEM

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    The laser induced fluorescence (~LIF~) spectrum of the A~\tilde{A} 2Δ^2\Delta -- X~\tilde{X} 2Π^2\Pi transition was obtained for SiCN generated by laser ablation under supersonic free jet expansion. The vibrational structure, particularly that associated with the bending mode, of the dispersed fluorescence (~DF~) spectra from single vibronic levels (~SVL's~) is too complicated to analyze by the usual formulation derived from perturbational approach. Successful analysis requires us to numerically diagonalize the vibronic Hamiltonian, in which Renner-Teller (~R-T~), anharmonicity, spin-orbit (~SO~), Herzberg-Teller (~H-T~), Fermi, and Sears interactions have been considered, where the Sears resonance is a second-order interaction combined from SO and H-T interactions with ΔK=±1\Delta K = \pm1, ΔΣ=1\Delta \Sigma = \mp1, and ΔP=0\Delta P = 0. Accurate results were obtained from this procedure reproducing experimental observations within the deviations of our instrumental resolution, \sim5 cm1^{-1}. The mixing coefficients of the two vibronic levels are comparable to those obtained from computational studies\footnote{V.~Brites, A.~O.~Mitrushchenkov, and C.~L\'{e}onard, J.~Chem.~Phys. 138, 104311 (2013); C.~L\'{e}onard, Private communication.}

    2C-R4WM spectroscopy of jet cooled NO3

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    We have generated NO3_3 from pyrolysis of N2_2O5_5 following supersonic free jet expansion, and carried out two color resonant four wave mixing (~2C-R4WM~) spectroscopy of the B~\tilde{B} 2E^2E' -- X~\tilde{X} 2A2^2A_2' electronic transition. One laser was fixed to pump NO3_3 to a ro-vibronic level of the B~\tilde{B} state, and the other laser (~probe~) was scanned across two levels of the X~\tilde{X} 2A2^2A_2' state lying at 1051 and 1492 cm1^{-1}, the ν1\nu_1 (a1a_1') and ν3\nu_3 (ee') fundamentals, respectively. The 2C-R4WM spectra have unexpected back-ground signal of NO3_3 (~stray signal due to experimental set-up is also detected~) similar to laser induced fluorescence (~LIF~) excitation spectrum of the 0-0 band, although the back-ground signal was not expected in considering the 2C-R4WM scheme. Despite the back-ground interference, we have observed two peaks at 1051.61 and 1055.29 cm1^{-1} in the ν1\nu_1 region of the spectrum, and the frequencies agree with the two bands, 1051.2 and 1055.3 cm1^{-1}, of our relatively higher resolution dispersed fluorescence spectrum, the former of which has been assigned to the ν1\nu_1 fundamental. Band width of both peaks, \sim 0.2 cm1^{-1}, is broader than twice the experimental spectral-resolution, 0.04 cm1^{-1} (~because this experiment is double resonance spectroscopy~), and the 1051.61 cm1^{-1} peak is attributed to a QQ branch band head (~a line-like QQ branch~) of the ν1\nu_1 fundamental. The other branches are suspected to be hidden in noise of the back-ground signal. The 1055.29 cm1^{-1} peak is also attributed to a QQ band head. The B~\tilde{B} 2E12^2E'_{\frac{1}{2}} (~J=32J' = \frac{3}{2}, K=1K' = 1~) -- X~\tilde{X} 2A2^2A_2' (~N=1N'' = 1, K=0K'' = 0~) ro-vibronic transition was used as the pump transition. The dump (~probe~) transition to both a1a_1' and ee' vibronic levels are then allowed as perpendicular transition. Accordingly, it cannot be determined from present results whether the 1055.29 cm1^{-1} band is attributed to a1a_1' or ee' (ν3\nu_3), unfortunately. The 2C-R4WM spectrum of the 1492 cm1^{-1} band region shows one QQ head at 1499.79 cm1^{-1}, which is consistent with our dispersed fluorescence spectrum. By considering with the ν3\nu_3 + ν4\nu_4 - ν4\nu_4 hot band\footnote{K.~Kawaguchi etet al.al., J.J. Phys.Phys. Chem.Chem. AA 117, 13732 (2013) and E.~Hirota, J.J. Mol.Mol. Spectrosco.Spectrosco. 310, 99 (2015).}, the present results suggest that both 1055.29 and 1499.79 cm1^{-1} levels are a1a_1' level
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