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60th International Symposium on Molecular Spectroscopy
Slit Discharge IR Spectroscopy of Jet-Cooled Cyclopropyl Radical : Structure, Tunneling and IVR Dynamics JILA, CU-Boulder Feng Dong Scott Davis David J. Nesbitt 60th International Symposium on Molecular Spectroscopy June 21, 2005 TJ08
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Motivation Prototypical alkyl ring radical Tunneling dynamics?
Prospects for chiral synthesis? Unimolecular ring-opening? NO high-resolution spectra reported! DH0 = -22 kcal/mol
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Experimental Setup ∆n ≈ 0.0003 cm-1 sensitivity ~ 5 x 10-7/Hz1/2
T ~20 K
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Predicted Transitions for In-phase Antisymmetric CH2 Stretch
aa ss a s Nuclear spin statistics in the ground state (Ka + Kc) Symmetric level even :odd = 6 : 10 Asymmetric level even :odd = 10 : 6
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Sample Spectra of Q-branch
Fully assigned according to four-line and two-line combination difference Local perturbations in some high J levels in the excited state
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Symmetric to Symmetric Tunneling
Only nuclear spin statistics different for the simulations Experiment agrees well with the nuclear spin ratio 6:10 Transitions from the symmetric tunneling level Experiment Simulation Simulation
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Asymmetric to Asymmetric Tunneling
Two similar bands fully assigned Two line combination differences in the ground state agree within ~ 15 MHz Same nuclear spin statistics in the ground state Asymmetric to asymmetric tunneling transition IVR in the excited state Simulation Experiment Experiment Simulation
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Effective Molecule Structure
Expt. Equilibrium Transition State r-CC (Å) 1.470(1) 1.4925 1.4779 r-CC (Å) 1.532(1) 1.5513 1.5621 -CH 56.6(2) 57.2 57.1 Fixed :ra-CH=1.09 Å, qa-CH=37º First precise structural information Ab initio overestimate of the ring strain at CCSD(T)/AVDZ.
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Boltzmann Analysis of Tunneling Splitting
ESR measurement – indistinguishable for the hyperfine splittings of syn and anti b-H DEtun” = 3.2(3) cm-1 Theoretical prediction DEtun”~ 1.1 cm-1 DEtun’ = 4.9(3) cm-1 Fast inversion rate k0 2.0×1011 s-1 impossible to freeze the inversion even at low temperature
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Tunneling Barrier V0= 780 ± 40 cm-1
Reported predicted barrier height V0 = 870 cm-1 High level ab initio 1D PES along the a-CH bending coordinate Numerov-Cooley method to solve 1D Schrodinger equation Scale the PES vertically to map out the relationship between the DEtun” vs V0 Refined barrier height V0 = 780(40) cm-1 V0= 780 ± 40 cm-1
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IVR Anharmonic Coupling
50/50 intensity distribution two states very close to each other Deperturbation d12 = 0.037(6) cm-1 b12 = (2) cm-1 Vibrational density of states r< 1 state/cm-1 Lack of fundamental frequencies and anharmonicity ‘Bright State’ ‘Dark State’
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Summary First high-resolution detection of cyclopropyl, in-phase anti-symmetric CH stretch (n7) Tunneling dynamics of a-CH across the CCC plane (3.2 cm-1 and 4.9 cm-1) IVR in excited vibrational state due to the anharmonic coupling Precision structural information Fast inversion rate (k0 2.0×1011 s-1) Refined barrier height 780(40) cm-1 from 1D quantum modeling
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Acknowledgements David J. Nesbitt Scott Davis Chandra Savage
Erin S. Whitney NSF AFOSR
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Background Experimentally
EPR (Schuler 1963): nuclear hyperfine parameters Photoelectron spectro. (Dyke 1985): na-CH~1000±70 cm-1 IR in Ar-matrix (Hotzhauer, 1990): nCH2(asym)=3049/3042cm-1 Conversion between cyclopropyl and allyl radicals observed in both directions (Greig 1966; Holtzhauer 1990) Theoretically Follow-up on the explanation of hyperfine parameters from EPR Tunneling splitting predicted (Barone) Barrier: ~ 1280cm-1 (1993), 870cm-1 (1996) Splitting in ground state: ~1cm-1 (1993)
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Cyclopropyl : Theoretical Predictions
Freq.* (cm-1) Inten. (Km/mol) Assignment 6 a-CH (n1) 20 ip. asym. CH2 (n7) 0.3 oop. asym. CH2 (n11) 12 oop. sym. CH2 (n14) 19 ip. sym. CH2 (n2) * Scaled by
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Rotational Constants 0+ 0- A” 0.792502 (21) 0.792524 (15) B”
(23) (15) C” (22) (14) DN” (10-6) 1.96 (54) 1.13 (31) DNK” (10-5) 1.81 (16) -1.83 (11) 1+ 1- (a) 1- (b) A’ (56) (41) (54) B’ (54) (42) (58) C’ (22) (15) (15) DN’ (10-5) -2.42 (18) 1.48 (13) 1.31 (27) DNK’ (10-5) 32.37 (45) -4.80 (29) -5.77 (91) DK’ (10-5) (32) -7.3 (22) 2.25 (72) 1+←0+ 1-(a)←0- 1-(b)←0- n0 (21) (20) (23) Units : cm-1;
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