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Meng Huang and Anne B. McCoy Department of Chemistry and Biochemistry The Ohio State Univerisity
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Provide good model for studying the interactions between ions and molecules such as intramolecular hydrogen-bonding May provide explanations to important processes such as the transport of ions through membranes Important clusters in aqueous chemistry Assignment to the experimental spectrum taken by argon predissociation spectra [1] [1] Horvath. S., McCoy, A. B., Elliot, B. M.,Weddle, G. H., Roscioli, J. R., and Johnson, M. A., J. Phys. Chem. A, 114, 1556–1568 (2010).
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1000120014001600180030003200340036003800 Photon Energy, cm -1 1 2 3 4 5 6 7 9 10 11 12 13 14 15 16 17 18 8 PeakPosition, cm -1 1 (2 oop ) 1098.3 21115.5 31141.9 4 ( HOH ) 1639.3 5 ( HOH + ip ) 1799.0 6 ( HOH + ip ) 1890.2 7 (2 HOH ) 3245.8 8 (2 HOH + OX ) 3367.1 9 ( OHb ) 3392.8 10 ( OHb ) 3422.2 113475.0 12 ( OHb + OX ) 3524.2 13 ( OHb + OX ) 3552.1 143625.8 153648.9 16 ( OHf ) 3691.9 17 ( OHf ) 3705.6 183765.1 [1] Horvath. S., McCoy, A. B., Elliot, B. M.,Weddle, G. H., Roscioli, J. R., and Johnson, M. A., J. Phys. Chem. A, 114, 1556–1568 (2010).
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EquilibriumTransition State ip x y as s ipip =0 ip
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Potential Energy Surface/Force Constants ab initio calculation with MP2/aug-cc-pVTZ-(PP) level of theory Dipole Moment/First order Dipole Derivative ab initio calculation with MP2/aug-cc-pVTZ-(PP) level of theory Basis Sets for Linear Variation Calculation Stretch Mode : Harmonic Oscillator In-plane Bend : Grid Basis Set (DVR) Simulation of Spectra Lorentzian (FWHM = 5 cm -1 )
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ν OH b ν OH b + ν OX ν OH b + ν ip ν OH f 2ν HOH ν OH b ν OH f ν OH b + ν ip ν OD b ν OD b + ν ip ν OD f ν OD b 2ν DOD Combination Band ν OH b + ν ip
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Normal Mode Frequencies of O-H Stretch Modes in I-(H 2 O) Potential energy surface and energy levels of the in-plane bending mode for I - (H 2 O) Tunneling Splitting
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The increase of the barrier height leads to the overlap between ground state wavefunction and bending excited state. The tunneling splitting also decreases dramatically from ground state to excited state. ν OH b =1 ν OH b =0 ν ip =1 ν ip =0 ν OH b ν OH b + ν ip
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Experimental Spectrum of X - (H 2 O)Calculated Spectrum of X - (H 2 O) ν OH b ν OH f ν OH b + ν ip 2ν HOH Cl - (H 2 O) Br - (H 2 O) I - (H 2 O) Br - (H 2 O) l - (H 2 O)
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Experimental Spectrum of X - (D 2 O) Calculated Spectrum of X - (D 2 O) Cl - (D 2 O) Br - (D 2 O) I - (D 2 O) ν OD f ν OD b 2ν DOD ν OD b + ν ip
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509 cm -1 402 cm -1 208 cm -1 The comparison among different calculated hydrated halide clusters spectra provides expected result.
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Reduced dimensional analysis show qualitative agreement with the experimental spectrum Doublet structure in the O-H stretch transition is attributed to the double well potential in in-plane bending mode One transition is assigned to be combination band of O-H stretch and in - plane bending mode Comparison among calculated spectra of different hydrated halide clusters also show the expected result
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Dr. Anne B. McCoy Andrew Petit Zhou Lin Bernice Opoku-Agyeman Laura Dzugan Bethany Wellen Jason Ford Thank you!
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