UV-vis (Electronic) Spectroscopy 15 (Elect Spectra...UV-vis (Electronic) Spectra-2012 -Ch.12 Atkins,...

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XV74 UV-vis (Electronic) Spectra-2012 -Ch.12 Atkins, Ch.19 Engel Most broadly used analytical tech / especially bio-applic. inexpensive optics / solvent usually not problem intense transitions sensitive, low concentrations broader transitions involve vibrational excitation Optical Spectroscopy Processes diagram But some molecules “don’t absorbin UV-region >200nm all absorb in vac. UV (<200nm) e.g. salts, ions, saturated molecules: hydrocarbons, sugars, alcohols, etc. UV - -systems, broad less selective structure many do not fluoresce, compete energy transfer

Transcript of UV-vis (Electronic) Spectroscopy 15 (Elect Spectra...UV-vis (Electronic) Spectra-2012 -Ch.12 Atkins,...

  • XV–74

    UV-vis (Electronic) Spectra-2012 -Ch.12 Atkins, Ch.19 Engel

    Most broadly used analytical tech / especially bio-applic.

    inexpensive optics / solvent usually not problem

    intense transitions sensitive, low concentrations

    broader transitions – involve vibrational excitation

    Optical Spectroscopy Processes diagram

    But some molecules “don’t absorb” in UV-region >200nm

    all absorb in vac. UV (

  • XV–75

    Basic idea – excite electrons to a new state Thus - new potential surface, i.e. vibrations will differ Franck-Condon Principle “vertical transitions” Nuclear motion slow compared

    to transition time effectively “frozen” nuclei

    In excited state, first molecule relaxes to new equilibrium structure, then fluoresce Vibrational energy to solvent “vibrational relaxation” Mirror image spectra A – absorbance F – fluorescence Each broad band many component

    “Vibronic” transitions: ge g

    exe ex

    vibronic overlap often unresolved Born-Oppenheimer idea, separate integrals: r and R

    Intensity (A or F) ~ De-g = ex* g d 2

    (Dipole strength) = (exe ex

    * ge g

    d 2

    =(exe*g

    e dr

    2(ex

    *g dR

    2

    integrated distribution over vib intensity F-C factor-vert. trans

  • XV–76

    F-C allowed transitions Vertical excitation of electrons, nuclei stay near minimum of originating surface. Favor vibration with turning point over minimum of other state. Multiple vibrations excited, relative intensity given by overlap of vibrational functions, initial and final states F-C envelop

    Potential energy surfaces shapes Engel (p.459-60) Top: Vibration Spacing: A excited, F ground state Bottom: bigger potential shift, more distribution,

    eventually get continuum (structureless—dissociate)

    Shift of potential surfaces reflected in F-C bandshape Gap - Absorb and Fluor shift, different geometry vibs closer, bond strength

  • XV–77

    Molecule - electronic energies change with nuclear positions, and gives rise to different vibrational levels Ex. Potential energies of I2 electronic states- Many states, not all transitions seen – selection rules Plus each has own vibration energies

    Absorbance A = -log10 I/I0 = b c {b – path, c – conc.

    – molecular property relate to dipole strength D

    QM link: Intensity - A ~ D10 = 1* 0 d 2

  • XV–78

    Electronic Spectra – Broad - vibrations couple electronic

    Spectra reflect: h = E a) change electronic energies

    Eel = E1 – E0

    b) change of vibration (note: frequencies differ)

    Evib = (e+½)he – (g+½)hg

    initial state – typically g = 0

    but small g or high T “hot band” absorb from g 0

    most probable “vertical transition” (Franck-Condon)

    Fluorescence – if relax to e = 0 then can emit photon Can be mirror image of Absorption, but fluorescence

    Vibrational progression reflects lower state

    Intensity - IF ~ D01 same probability as absorbance

    vibronic pattern differ – spacing g

    linear: measure IF ~ Iexcite (if excite by absorption) but measure fluor. signal against null background

    extremely sensitive / can even do single molecule [Problem – other relaxation limit quantum yield]

  • XV–79

    Ex. absorption/fluorescence spectra –vertical surface Selection rules —less simple than for rotations and vibrations a. Molecule must change dipole moment, normally change electronic states where charge is dislocated (if center of symmetry gu, polyatomic use symmetry)

    b. Spin not affected by E-field (light) – S = 0

    c. Between states, vibrations change - v = 0, ±1, ±2, . .

    But rotations restricted: J = 0, ±1

  • XV–80

    What kind of molecules have measurable Absorbance?

    a. All absorb vacuum UV ( < 200 nm , > 50,000 cm-1

    )

    everything eventually (shorter ) absorbs

    Closed shell, saturated, light atoms only at higher e.g.: H2O , MeOH -- closed shells, saturated CnH2n+2 , CnH2n-m Fm+2 -- light atoms LiF , CaF2 -- salts He, Ne, Ar – rare gas

    b. UV (ultraviolet) (: 200-400 nm, = 50-25,000 cm-1

    )

    big contribution are -systems aromatics, polyenes, conjugated

    hetero atom: O

    O

    O

    O

    N

    H + lone pair delocalize

    plus heavier atom systems S S C I …

    c. in Visible (: 400-700 nm , = 25,000-14,000 cm-1

    )

    need very delocalized system (-electron)

    N +

    N

    N

    N

    N

    porphyrin

    retinal(off a bit)

    dyes like this-aromatic

    or open shells – radicals N O_

    transition metal Fe(CN)6-3

    CuII(SH)2(NH3)2 etc. complexes : red blue

    d. near-IR (: 700-2500 nm , = 14,000-4,000 cm-1

    ) mostly transition metals (d-d), open shells, NO,

    1O2

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    Benzene electronic spectra – * -displaced surfaces vibronic progressions, vi = ±1, ±2,… totally sym. modes, for first trans. forbidden, build on four asym modes vj = ±1

    allowed transition A1gE1u at

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    Comparison of porphyrin and hemoglobin absorbance

    with O2 & CO Rhodopsin visible absor-bance in dark and changes after exposure and adding 11-cis-retinal

  • XV–84

    Transition metal complexes – open shells, visible absorb

    dd transitions are weak because l ~ 0

    Mn

    +2 - d

    5, ground state -

    6A1g (

    6S related) –

    absorbance very weak, S≠0