1Observation of low frequency vibrational modes in a mutant of the green fluorescent protein
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Observation of low frequency vibrational modes in a mutant of the green fluorescent protein
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Coherent vibrational dynamics in a mutant of the green fluorescent protein are studied by diffractive optic ultrafast transient grating spectroscopy.
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Two low frequency (<100 cm−1) modes are observed.
Type: Observation |
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We propose that one at 95 cm−1 may be associated with intramolecular torsional motion in the excited state.
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The possible importance of such modes in understanding the very high quantum yield of the intact GFP is discussed.
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The green fluorescent protein (GFP) is a non-invasive genetically encodable fluorescence marker protein.
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It has found numerous and wide-ranging applications in molecular and cell biology.1
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The fluorophore in wild-type (wt) GFP has been identified as 4′-hydroxybenzylidene-imidazolinone, formed through a cyclisation and oxidation reaction of three adjacent amino acid residues, Ser65–Tyr66–Gly67.2,3
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The resulting product is highly stable and strongly fluorescent.
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The chromophore is protected from the environment by its location at the centre of an end capped β-barrel structure, and it is held in place by both covalent bonds and an extensive H-bonding network, involving the protein backbone and adjacent water molecules.4,5
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The stability and the high fluorescence yield of the chromophore are consequences of its interactions with the surrounding protein structure.
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When the protein is denatured the fluorescence yield decreases by at least three orders of magnitude.6,7
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In addition, synthetic analogs of the GFP chromophore are essentially nonfluorescent in solution at room temperature.7
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The radiationless decay mechanism is ultrafast internal conversion, due to intramolecular motion about the bridging bond of the chromophore in its excited state.8–11
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The isomerization coordinate was shown to be near barrierless and, from the weak dependence of lifetime on medium viscosity, volume conserving.11–13
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Recent theoretical calculations are in broad agreement with this mechanism, and provide additional information on the nature of the isomerization coordinate and excited electronic states.14,15
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The outstanding challenge in developing a complete picture of the photodynamics of GFP is in understanding the nature of the protein–chromophore interactions which result in such a dramatic suppression of radiationless decay.
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One co-ordinate involves ultrafast motion out of the Franck–Condon region along a high frequency stretching coordinate.
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This stretching motion is coupled with motion along a low frequency torsional coordinate, which brings ground and excited states close in energy.
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This suggests that important information on the photodynamics can be obtained from vibrational spectroscopy.
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There have been a number of studies of the vibrational spectroscopy of GFP and its isolated chromophore,17–21 but these have focussed on modes above 400 cm−1.
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For example resonance Raman spectroscopy reveals a strong mode around 1560 cm−1, which may correspond to the initial stretching coordinate taking the chromophore out of the Franck–Condon region.17,19
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However, both theory and experiment suggest that low frequency torsional modes are important in understanding the radiationless decay mechanism.13,15
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These present a particular challenge to conventional Raman spectroscopy, because of experimental problems associated with scattered light, and fundamental problems involving thermal populations.
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Thus the important low frequency region of the GFP vibrational spectrum has not been investigated in any detail.
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While low frequencies are problematic for frequency domain spectroscopy they are quite readily observed by time domain ultrafast vibrational coherence spectroscopy.22,23
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In this method a short coherent light pulse, the pump, excites the S0 → S1 transition of a solute.
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The pulse impulsively excites coherent intramolecular motion whenever the pulse width is smaller than c/2πν, where ν is the frequency of an intramolecular mode.
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Coherent motion in the sample may be either directly excited on the S1 surface, or excited by impulsive stimulated resonance Raman scattering in S0.22,23
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The resultant coherent vibrational motion in the sample modulates its optical properties, which are probed by a time delayed probe pulse.
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There exist two previous reports of coherent vibrational dynamics in GFP.
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Boxer and co-workers reported ultrafast fluorescence of wtGFP, with 100 fs time resolution, and noted the appearance of a weak oscillatory signal in the first picoseconds;24 they did not extract a vibrational frequency.
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More recently Cinelli et al. reported ultrafast pump–probe spectroscopy with 10 fs time resolution on the EGFP mutant of GFP.25
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They found a strong oscillation damped on a 1 ps time scale, at the relatively high frequency of 497 cm−1.
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This was assigned to vibrational dynamics in the excited state.
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In the following we describe a transient grating experiment with 60 fs time resolution, which is significantly lower than that of Cinelli et al., so we cannot access modes with frequencies >400 cm−1.
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However, the signal-to-noise attainable with the background free TG measurement is very high.
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Thus we have been able to record coherent vibrational dynamics of lower amplitude and lower frequency than was accessible in earlier experiments.
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To optimise the signal-to-noise ratio we used a diffractive optics based TG technique, which amplifies the TG signal while reducing jitter.
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Briefly the ca. 500 nm 1 μJ pulses from a non-collinear optical parametric amplifier (NOPA), pumped by a 1 kHz amplified Ti:sapphire laser (Clark MXR), were divided at a beam splitter into pump and time-delayed probe beams.
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ConceptID: Exp1
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These pulses had a width of 60 fs at the sample position.
Type: Experiment |
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The linearly polarised pump and probe pulses were combined with a 300 mm lens on the surface of an 80 groove mm−1 transmission grating (Edmund Optics), which split each into two replicas.
Type: Experiment |
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The four beams were focussed onto the sample using a spherical mirror (radius 50 cm), via a folding mirror.
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Beams 3 and 4 (pump) write a holographic grating in the sample.
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The decay of the grating is monitored by the intensity of the signal scattered from the time delayed probe pulse 1 in the direction 2.
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The intensity is measured by a photodiode placed behind an analysing polarizer.
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The intensity of beam 3, and thus the formation of the grating, was modulated by a mechanical chopper.
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The photodiode output was measured by a lock-in amplifier referenced to the chopper frequency.
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The data presented below were measured in the homodyne configuration (with beam 2 blocked) and so report the square of the sample's third order nonlinear response function.
Type: Experiment |
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A 100 mg ml−1 solution of the EGFP mutant (S65T/F64L) of GFP (Clontech, used as received) was contained in a 1 mm pathlength cell.
Type: Experiment |
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In EGFP the anionic form of the chromophore dominates, which has a strong transition at 490 nm, nicely matching the output of the NOPA.
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The absorbance was approximately unity.
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The high absorbance and absence of a measurable signal from the solvent suggest that the TG signal arises from sample dichroism.
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Before each TG measurement the pulsewidth from the NOPA at the sample position was carefully optimised by adjusting a dispersive prism pair.
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It should be noted that without such optimisation the coherent vibrational dynamics described below could not be reliably observed.
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Others have shown that the observation of vibrational coherences is dependent on the degree of chirp in the pulses.23
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The average of 50 TG measurements is shown in Fig. 2a.
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Data were measured at 510 nm, on the low energy side of the S0 → S1 spectrum.
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The rise of the TG signal is limited by the laser pulsewidth, and reaches a maximum at t = 0.
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The signal decays to a near constant level in <200 fs.
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Superimposed on this is an oscillatory component.
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The oscillatory part of the response is assigned to coherent vibrational motion in EGFP.
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The non-oscillatory response can be fit to ultrafast (ca. 100 fs) and ca. 10 ps exponential relaxation times, plus a dominant constant term.
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The ‘constant’ is ascribed to the nanosecond excited state lifetime.
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The remaining ultrafast and picosecond relaxation times are assigned to intramolecular vibrational redistribution and vibrational cooling in the excited state respectively.28
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Since we are mainly interested in the coherent vibrational dynamics we subtracted these exponential components from the experimental data to isolate the residual oscillatory response (Fig. 2b).
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The dominant component in the residual data is an oscillation with a period of 370 ± 20 fs, or 95 cm−1, which persists for at least 2 ps.
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The amplitude of the oscillation is not regular, but the data are well reproduced when a second component of approximately 35 cm−1 is included (the lower frequency is not accurately determined, as data are available for at most two cycles).
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The fit with these two components is shown as the solid line in Fig. 2b.
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The same frequencies were extracted from measurements at 497 nm.
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The frequencies reported in Fig. 2 are lower than any previously observed for GFP.
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They are also lower than any frequency calculated for the ground state, though Tozzini et al. found deformation modes around 200 cm−1 in their density functional theory and Car–Parrinello MD simulations.20
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In a CASSCF calculation of the excited state of the GFP chromophore Olivucci and co-workers reported three modes lying between 100 and 160 cm−1.15
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These were associated with bending, torsion and pyramidalization in the bridging bonds.
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These are the modes which appear to be involved in promoting ultrafast internal conversion in the chromophore.
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It is difficult to definitively assign the frequencies observed in Fig. 2 to either the ground or excited state, since both may be excited in vibrational coherence spectroscopy.
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However, the higher frequency oscillation is slow (370 fs) compared to the 60 fs pulsewidth.
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This would favour an assignment to a vibrational mode in the excited state.23
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The poorly resolved low frequency mode may be in either the ground or excited state.
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The frequency seems too low to be associated with an intramolecular mode, and may reflect orientational (librational) motion of the chromophore, or some other slow dynamics, within the protein matrix.
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If, as we suggest, the higher frequency oscillation reflects the excitation of coherent intramolecular torsional motion in the excited state, then two factors are of note.
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First, the vibrational coherence survives the initial relaxation out of the Franck–Condon excited state.
Type: Conclusion |
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This relaxation is responsible for a 2000 cm−1 Stokes loss in <100 fs in the free chromophore in solution,13 but the Stokes shift is greatly reduced in the intact protein.
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Second the torsional mode in the intact protein is damped on the picosecond timescale, whereas in the free chromophore it promotes sub-picosecond internal conversion.
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One possible mechanism for the suppression of radiationless decay in the protein is that protein–chromophore interactions lead to a modification of the torsional potential such that it is more harmonic and of higher frequency than in the free chromophore, and therefore couples less effectively with the ground state surface.
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Alternatively, the protein–chromophore interaction may modify the vibrational coordinate responsible for relaxation out of the Franck–Condon excited state in such a way that it cannot access that region of the potential energy surface from which ultrafast internal conversion occurs.
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Such explanations require further experimental and theoretical study.
Type: Conclusion |
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A TG study of additional mutants of GFP is planned.
Type: Conclusion |
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In conclusion, we have used a sensitive diffractive optics based TG method to investigate the low frequency modes of a GFP mutant.
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A mode at 95 cm−1 is detected, which is lower in frequency than any previously reported mode in GFP.
Type: Result |
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This is tentatively assigned to excitation of torsional motion on the excited state surface.
Type: Conclusion |
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The possible implications of this observation for understanding the enhancement of the fluorescence yield of the chromophore by the protein matrix are discussed.
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