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1 Department of Physics, University of Milan-Bicocca, 20126 Milan, Italy
2 Department of Physics, University of Genova, 16132 Genova, Italy
3 Department of Biochemistry and Molecular Biology, University of Parma, 43100 Parma, Italy
4 Institute of Physical Sciences, University of Parma, 43100 Parma, Italy
5 Italian National Institute for the Physics of Matter, INFM, Italy
Reprint requests to: Giuseppe Chirico, Department of Physics, University of Milan-Bicocca, 20126 Milan, Italy; e-mail: giberto.chirico{at}mib.infn.it; fax: 39-02-64482894 or Andrea Mozzarelli, Department of Biochemistry and Molecular Biology, University of Parma, 43100 Parma, Italy; e-mail: biochim{at}unipr.it; fax: 39-0521-905151.
(RECEIVED November 13, 2001; FINAL REVISION February 8, 2002; ACCEPTED February 8, 2002)
Article and publication are at http://www.proteinscience.org/cgi/doi/10.1110/ps.4490102.
| Abstract |
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Keywords: Protein immobilization; green fluorescent protein; fluorescence spectroscopy; protein dynamics; silica gels; confocal imaging
Abbreviations: GFP, green fluorescent protein GFPmut2, GFP mutant containing the triple substitution S65A, V68L, S72A TPE, two-photon excitation ACF, auto-correlation function FCS, fluorescent correlation spectroscopy Tris, tris(hydroxymethyl)aminomethane
| Introduction |
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-helix to which the chromophoric moiety is linked. The color is completely but reversibly abolished on unfolding. The spectroscopic properties of GFP have been intensively investigated (Tsien 1998 and references therein; Volkmer et al. 2000). The WT protein shows a predominant absorption band centered at 397 nm, attributed to the neutral form of the chromophore, and a lower intensity band at 470 nm, attributed to the anionic form of the chromophore. The transition between the two species is controlled by a single ionizable residue with a pKa of
4.5 for the WT GFP and between 5.8 and 7.9 for different mutants (Terry et al. 1995; Patterson et al. 1997; Haupts et al. 1998; Elsliger et al. 1999). The anionic form is a highly fluorescent species (Tsien 1998). Independent of the excitation wavelength, the emission band is observed at 504 nm, indicating that a proton transfer process takes place in the excited state. Several single or multiple mutations of GFP were obtained by random and site-directed mutagenesis to modify the spectral properties and increase the folding efficiency. In particular, mutations involving Ser65 lead to the selective stabilization of the anionic form (Tsien 1998). The photophysics of the fluorescent emission of WT GFP and mutants were investigated by fluorescence up-conversion spectroscopy (Chattoraj et al. 1996), fluorescent correlation spectroscopy (Terry et al. 1995; Haupts et al., 1998), spectral hole-burning (Creemers et al. 1999, 2000), and one and two-photon time-resolved fluorescence (Volkmer et al. 2000). A peculiar property of GFP, revealed by single-molecule experiments on mutants immobilized in polyacrylamide gels (Dickson et al. 1997), was the blinking and switching between ionization states on light and dark cycles.
Single-molecule experiments are performed by investigating molecules either diffusing in and out of the observation volume or fixed in space by different immobilization procedures (Lu et al. 1998; Kelley et al. 2001; Edman and Rigler 2000; Weiss 2000; Zhuang et al. 2000a, b; Talaga et al. 2000). Examples of the latter case are the coating of glass surfaces with dilute chromophore solutions, the attachment to gold surfaces, and the entrapment in polymeric matrices, such as polyacrylamide, polymetacrylate, and agarose gels. A very promising strategy for protein encapsulation (to our knowledge not yet applied in single-molecule experiments) is the sol-gel technique (Brinker and Scherer 1990; Ellerby et al. 1992; Brennan 1999; Bruno et al. 2001; Mozzarelli and Bettati 2001, and references therein). A critical step of single-molecule experiments on immobilized proteins is the evaluation of the influence of immobilization on protein structure and dynamics to validate the biological relevance of these studies. To this purpose we have selected GFP as an ideal candidate because of its stability, highly fluorescent properties, and well-documented photophysics. In the present study, the emission properties of the triple mutant Ser65Ala, Val68Leu, and Ser72Ala, called GFPmut2 (Cormack et al. 1996), were characterized in bulk solutions, dispersed on spin-coated glasses, and encapsulated in wet, porous silica gels. Confocal imaging, steady-state and time-resolved one and two-photon fluorescence spectroscopy, and fluorescence correlation spectroscopy (FCS) were performed on concentrated protein solutions and at single molecule level. Results clearly indicate that encapsulation of GFP in silica gels does not perturb protein dynamics and, thus, is a powerful strategy for single-molecule experiments.
| Results |
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1 = 3.5 ± 0.2 ns and fractional amplitude of 0.87 ± 0.03) dominates the emission and shows a slight but definite dependence on the emission wavelength. These results are in agreement with previous studies on enhanced green fluorescent protein (EGFP) (F64L/S65T) (Haupts et al. 1998) and GFP-S65T mutant (Volkmer et al. 2000). The fluorescence polarization anisotropy decays, measured on excitation at 488 nm and emission at 535 nm (Fig. 2
1 of 12.5 ± 0.3 ns and anisotropy r01 of 0.34 ± 0.1. The faster relaxation shows a very low anisotropy, r02 = 0.04 ± 0.02, and is characterized by a rotational time
2 of 0.6 ± 0.15 ns. Previous experiments indicated that the short rotational time is probably an artifact related to light scattering or instrument noise (Swaminathan et al. 1997).
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exc = 800 nm on very dilute protein solutions, with an excitation power of 620 mW. Representative auto-correlation functions (ACFs) are shown in Figure 3
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![]() | ((1)) |
From the value of g(0) of 0.011 ± 0.002 a protein concentration of 68 ± 20 nM was estimated, in agreement with the expected value. From the average diffusion time
of 430 ± 30 µs and the measured beam waist, a diffusion coefficient D of 91 ± 6 µm2/s was calculated. This value is in excellent agreement with previous data obtained on GFP-S65T (Swaminathan et al. 1997). The exponential relaxation in equation 3
can be related to a combination of flickering modes (reversible transitions to dark states) and thermally activated delayed fluorescence from the triplet state of GFP (Zumbusch and Jung 2000), depending on the excitation power. Interestingly, the fraction of molecules in the dark states was approximately F
54 ± 10% for the two lowest excitation powers, and the relaxation time decreased from
T
40 µs at P
6 mW to
T
20 µs at P
17 mW (Fig. 3
, inset). Similar results were interpreted as a light-driven flickering of GFP (Schwille et al. 2000). At higher excitation powers, the relaxation time drops to
5 µs, a typical value for the thermally activated delayed fluorescence (Zumbusch and Jung 2000; Schwille et al. 2000).
GFPmut2 on glasses
Imaging
The representative image of glasses spin coated with 12 µM GFPmut2 (Fig. 4a
), obtained using the confocal microscope, showed well-defined fluorescent spots over a scattering background. The distribution of spot intensity, evaluated for each pixel (Fig. 5a
), and the average pixel intensity (Fig. 5b
) indicate that the dimmer spots contain single GFPmut2 molecules, whereas more intense spots contain up to four molecules. For the single molecule spots the fluorescence intensity was constant with time, before a sudden increase and a successive drop to the background level (Fig. 6
). The duration of the bright phase, Tbright, for GFP-mut2, as determined from 10 spots, is 94 ± 3 sec, and decreases linearly with the excitation power (data not shown). This finding indicates that the drop of fluorescence emission may be attributable to a thermally induced local rearrangement of the fluorophore pocket. We do not have an explanation for the sudden signal increase observed just before the bleaching. The background level was
0.03 a.u., which is about three orders of magnitude lower than the fluorescence output from single GFP molecules,
40 a.u. This high signal to background ratio is particularly important in single-molecule experiments. The different levels of fluorescence intensity, shown by individual molecules (Fig. 6
), are not caused by different orientation of the molecular dipole moments because the exciting light is unpolarized. In some cases, during the bright phase, a switching on/off behavior is observed. This phenomenon, known as blinking (Dickson et al. 1997), is related to internal photodynamics of individual GFP molecules. The present acquisition time of our setup is 229 ms per image; the time interval between consecutive images is 458 ms, likely preventing a detailed observation of blinking that is expected (for excitation intensity
700 kW/cm2) to be much faster than our resolution time. In fact, the on/off time varies over a wide range depending on the mutant GFP and the light intensity. For example, for EGFP it was found that <TON>
100 ms and <TOFF>
2 sec for an excitation intensity
14 kW/cm2 (Garcia-Parajo et al. 2000), which is considerably lower than the present value (700 kW/cm2). The WT GFP evanescent wave fluorescence microscopy measurements at an excitation power of
10 mW (corresponding presumably to an excitation intensity much lower than 14 kW/cm2) indicated an even longer <TON>
8 sec (Pierce et al. 1997).
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24 mW for TPE at
= 800 nm. For 100 nM fluoresceine solutions spread on glasses, it was found that
PH was always equal to
MOD and the average value of lifetime was
= 4.4 ± 0.3 ns, very close to the solution value at high pH,
4.0 ns. The lifetimes for
1 µM GPFmut2, dispersed on etched glasses, were
MOD = 6 ± 0.7 ns and
PH = 12 ± 2.5 ns (data not shown). We could not obtain measurements with sufficient accuracy for larger modulation frequencies because of the low fluorescence rate of GFPmut2.
GFPmut2 encapsulated in silica gels
Fluorescence spectra and fluorescence steady-state anisotropy
On excitation at 485 nm, the fluorescence emission spectrum of GFPmut2, encapsulated in wet porous silica gels, showed a peak centered at 507 nm (Fig. 7
), as in solution (Fig. 1b
). The pH dependence is controlled by an ionizable residue with pKa of 6.46 ± 0.03 (Fig. 7
, inset), a value slightly higher than in solution (Fig. 1b
, inset). The fluorescence anisotropy was found to be 0.38 ± 0.01.
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= 488 nm) at 12 modulation frequencies in the range of 20150 MHz. From the analysis of the data, a lifetime
1 of 3.5 ± 0.2 ns with f1 = 0.82 ± 0.04 and a lifetime
2 of 1.1 ± 0.2 ns with f2 = 0.18 ± 0.03 were calculated, in very close agreement with solution data. The fluorescence polarization anisotropy was measured on silica gels at higher GFPmut2 concentration. The decays are reported in Figure 2
1 = 15 ± 2 ns with anisotropy r1 = 0.34 ± 0.06 and a fast relaxation time
2 = 0.3 ± 0.1 ns with anisotropy r2 = 0.05 ± 0.002. | Discussion |
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We first investigated the static and dynamic properties of GFPmut2 in solution. The absorption and emission spectra of GFPmut2 show bands slightly blue-shifted with respect to EGFP (Patterson et al. 1997), and their dependence on pH is controlled by a single ionizable residue with a pKa similar to that observed for EGFP (Haupts et al. 1998).
The overall size of the protein was determined both from the translational diffusion coefficient measured by FCS and the rotational diffusion time provided by the analysis of fluorescent polarization anisotropy data. From FCS measurements we determined D = 92 ± 6 µm2/s, which corresponds to a hydration radius RH = 2.4 ± 0.17 nm, if a simple spherical symmetry is assumed. The rotational time in solution,
1 = 12.5 ± 0.3 ns, corresponds to a rotational diffusion coefficient
=13.3 ± 0.3 MHz. Assuming a spherical symmetry for the protein, an average radius R
= 2.3 ± 0.02 nm was obtained, in excellent agreement with the hydration radius and with the values reported for WTGFP (Terry et al. 1995), EGFP (Haupts et al. 1998), and S65T mutant (Volkmer et al. 2000).
The steady-state fluorescence properties of GFPmut2, encapsulated in silica gels, appear almost indistinguishable from those obtained in solution. This implies that the gel matrix does not alter the protein conformation. Regarding the dynamic properties, the fluorescence lifetimes of GFPmut2, encapsulated in silica gels, are very similar to the values obtained in solution. In contrast, the fluorescence lifetimes of GFPmut2 on glasses are two-to fourfold higher. This indicates that the interaction with the bare glass surface induces a significant perturbation of protein structure and dynamics that is not observed when the protein is entrapped in silica gels. Moreover, the rotational correlation time of the protein in silica gels,
1 = 15 ± 2 ns, is only slightly higher than the value observed in solution,
1 = 12.5 ± 0.3 ns, indicating that the constraints imposed by the gel matrix on protein rotation are limited. Similar experiments on glasses yield almost no phase shifts, although with large uncertainties (data not shown), indicating that the rotational motion of the protein physi-adsorbed on the glasses is severely restricted, as reported for other molecules embedded in various types of gels (Deschenes et al. 2001).
To investigate biologically relevant processes on single molecules, such as protein folding and unfolding and enzyme catalysis, a critical requirement is the photostability of the excited chromophore. It is well known that Trp residues are very rapidly bleached by the intense light pulse used in single-molecule experiments and cannot be used as a probe (Bent and Hayon 1975). The time course of the fluorescence intensity of single GFPmut2 molecules immobilized on glasses and in silica gels indicates that the fluorescence signal arising from individual GFPmut2 molecules is easily resolved from the background. The signal/background ratio is lower in silica gels than in the case of GFPmut2 spread on etched glasses. Another important feature is that Tbright, the time after which the fluorescence definitely drops to the background level, is remarkably long for both the protein on glasses and in silica gels and allows one to monitor biochemically relevant processes. Moreover, the constant fluorescence intensity of GFPmut2 in silica gels, compared with the variability observed on glasses (Figs. 6, 8![]()
), provides evidence for an unperturbed native conformation of the protein in silica gels. On the contrary, the different fluorescence intensities, observed for GFPmut2 on glasses (Fig. 6
), might be explained by either different or fixed orientations of the molecules with respect to the excitation light or a distribution of folded and partially unfolded proteins, the unfolded GFP having completely lost the green fluorescence (Tsien 1998). Confocal and near-field scanning optical microscopy measurements of fluorescence emission of S65T GFP, immobilized in polyacrylamide gels, indicate that the on time dramatically depends on light intensity and polarization (Garcia-Parajo et al. 2000). Because the excitation light used in our experiments was unpolarized, the presence of partially unfolded molecules on the coated glasses seems to be a more likely explanation. This finding calls for a cautious interpretation of single-molecule experiments performed on biomolecules directly immobilized on glasses. In such studies, which were aimed to investigate catalysis and folding of RNA (Zhuang et al. 2000) and folding and unfolding of two-stranded coiled-coil peptides (Talaga et al. 2000), severe controls were performed.
In the case of immobilization of proteins in silica gels, functional properties are not significantly perturbed, as proven for several enzymes (Bettati and Mozzarelli 2001, and references therein) and hemoglobin (Bettati and Mozzarelli 1997; Bruno et al. 2001; Abbruzzetti et al. 2001b). The influence of immobilization on dynamic properties may vary among different proteins depending on constraints caused by specific interactions with the negatively charged silica matrix. In the case of albumin labeled with acrylodan, time-resolved anisotropy measurements indicated a small decrease in the global motion of the protein and an unrestricted local motion of the probe with respect to the protein in solution (Jordan et al. 1995). In the case of silica gel-encapsulated myoglobin, rotational diffusion was significantly impeded (Gottfried et al. 1999), and the amplitude of the carbon monoxide geminate rebinding was increased (Abbruzzetti et al. 2001a). Interestingly, myoglobin shows a positively charged surface, whereas GFP is negatively charged. This finding indicates that silica gel protein encapsulation is a well-suited method for single-molecule experiments, but some caution should still be exerted.
| Materials and methods |
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Experiments in solution
GFPmut2 from stock solutions was diluted in phosphate-containing buffers. All experiments were performed at room temperature.
Spin coating on etched glasses
The glass slides were first soaked in a solution containing 1% sodium dodecyl-sulfate for 24 h, then in a methanol solution saturated with NaOH for 2 h. To remove residual traces of NaOH, the slides were first soaked in 0.1% HCl solutions for 2 h, then in a diluted chromic solution for 2 h, and, finally, rinsed extensively with Milli-Q water (Millipore, Inc.). After this procedure, glasses were stored for a few hours in ethanol. After rinsing thoroughly with Milli-Q water and drying under a filtered nitrogen flux, sample solutions were spread on the glass slides by spin coating.
Silica gels
Encapsulation of GFPmut2 in silica gels was performed according to Bettati and Mozzarelli (1997). The stock protein solution was diluted 50 to 100-fold in 10 mM citrate, 100 mM phosphate buffer, pH 7.5. Sixty-seven µL of the resulting solution were mixed with 100 µL sol, prepared from tetramethylorthosilicate, water, hydrochloric acid, and phosphate buffer. On gelation, silica gels were covered with the same buffer solution and stored at 4°C for at least 12 h before use. Gel pore size is less than
20 Å because GFPmut2 molecules, characterized by an average diameter of about 40 Å, did not leach. Transmission electron microscopy measurements of silica gels with and without hemoglobin (60 Å in diameter) showed a typical pore structure with a pore size of
3040 and 20 Å, respectively (Abbruzzetti et al. 2001b).
Fluorescence imaging
The optical setup for the single-photon imaging experiments is based on an inverted microscope (TE300, Nikon), a Nikon PCM2000 scanning head, and an air-cooled Argon laser with excitation wavelength at 488 nm. The laser beam is sent to the entrance pupil of a Nikon objective (N.A. = 1.4, Plan Apochromat DICH 100X oil, working distance 0.19 mm, focal length 2 mm) by the scanning lens. The fluorescence signal, collected by the same objective and selected by a HQ53550 filter (Chroma Inc.), is fed to a single-mode fiber connected to a R928 photomultiplier (Hamamatsu) in the PCM2000 controller.
Fluorescent molecules, either spin coated on etched glasses or encapsulated in silica gels, were imaged by the Nikon EZ-2000 software interfaced to the PCM2000 scanning head (Diaspro et al. 1999a). For the confocal setup the resolutions are 0.19 µm in the plane and 0.6 µm in the axial direction (Diaspro et al. 1999a). The acquisition of the images (512 x 512 pixels) with a residence time of about 9 µs per pixel takes 2.3 sec. The view field is in the range 35140 µm and the excitation power is usually about 13 mW, which corresponds to a light intensity of 700 kW/cm2.
Fluorescence kinetics of individual spots
A wide field (80 x 80 µm2) image was collected before the time course acquisition and compared with a 3D scanning performed right after the kinetics to ensure that the disappearance of the fluorescence was not caused by a shift of the focus plane. For this application, 160 x 160 pixels images were acquired on single spots (15 x 15 µm2 field) with
9 µs residence time. The acquisition time is 229 ms per image and the time interval between consecutive images is 458 ms. The fluorescence intensity of each spot was computed by summing the pixel content in a circular area around each spot and by normalizing for the number of pixels in this area, which has a typical diameter of 10 pixels, corresponding to
0.9 µm. The computation of the spot intensity was performed with a home-coded MatLab (Mathworks, Inc.) program, which allows identification of a single spot on a time series of images and computation of the spot intensity as a function of the acquisition time.
Fluorescence spectra acquisition
Steady-state fluorescence spectra were acquired with a Perkin-Elmer LB-50 spectrofluorometer. The fluorescence anisotropy G values for GFP in solution and encapsulated in silica gels are 1.38 ± 0.05 and 1.33 ± 0.03, respectively.
Fluorescence lifetime and anisotropy
For time-resolved fluorescence measurements, the emitted light was detected through the front port of the microscope by a R928 photomultiplier tube (Hamamatsu). The gain was modulated by biasing the second dynode stage at a radio frequency. The cross-correlation frequency was 36 Hz and the modulation frequencies were provided by a master radio frequency synthesizer (Marconi Instruments, mod. 2023A) that biased a Pockels cell, which, coupled to a polarizer beamsplitter, modulated the amplitude of the laser light intensity (Argon Laser, 2025) at frequencies in the range of 20150 MHz. The photomultiplier signal was fed to an ISS lock-in amplifier board (ISS) for the computation of the polarized modulation ratios and phase differences of the fluorescence light with respect to the excitation laser beam. The synchronization was performed by sending the signal of a second photomultiplier, measuring the intensity of a small fraction of the excitation laser beam, to the ISS board as a frequency reference.
The fluorescence lifetime measurements were performed with the polarizer at the magic angle (
= 54.7°). The lifetime reference was either an alkaline solution of fluorescein at p|gH
8, characterized by a lifetime of 4.05 ns (Tsien and Wagonner 1995) or rhodamine 6G in ethanol, characterized by a lifetime of 3.89 ns (Thompson and Gratton 1988). The polarization of the fluorescence was selected by a Glan-Thompson polarizer (extinction ratio <106) and the fluorescence polarization anisotropy measurements were performed by rotating the polarizer between the directions parallel and perpendicular to that of the excitation light. The differential phase shifts and the polarized modulation ratios were provided directly by the ISS acquisition program. The G factor was measured directly on the TE300 microscope and found to be very close to unity, G = 1.000 ± 0.005.
TPE fluorescence correlation spectroscopy
The optical setup for the TPE experiments is based on the same inverted microscope used for fluorescence imaging and a mode-locked Ti:sapphire laser (Tsunami 3960, Spectra Physics; pulses width of about 100 fs, repetition frequency of 80 MHz). A portion of the laser beam is sent to the entrance pupil of the objective by the scanning lens. The laser power at the object plane can be adjusted by neutral filters. Only about 30% of the laser light entering the scanning head excites the sample because of losses and absorption in the confocal head and the objective. The excitation power was typically 5 mW on the sample, corresponding to 900 kW/cm2. The fluorescence signal was collected by the same objective and selected by a filter (HQ53550, Chroma Inc.). The point spread function of the TPE corresponds to a plane resolution of
0.22 µm and an axial resolution of
0.6 µm (Diaspro et al. 1999b). For measurements of the fluorescence fluctuations, the photon counts are detected through the bottom port of the microscope by an avalanche photodiode detector (SPCM-AQ-151, EG&G). The output signal is fed to a correlator board (ISS) with a sampling time of 50 µs. The ACF of the fluorescence signal F(t), defined as gF(t) = <
F(t)
F(0)>/<F(0)2, can be well approximated (Berland et al. 1995) for the TPE experiments using the equation:
![]() | ((2)) |
The zero lag time term is related to the average number concentration
C> as:
![]() | ((3)) |
= 0.076 is determined by the laser beam shape at the objective focus, the volume of the excitation profile is related to the laser beam waist, w0, by the relationship VEXC =
w04/
(Berland et al. 1995), and B indicates the contribution of an uncorrelated background to the detected signal. The relaxation time is related to the translational diffusion coefficient DT of the fluorophore, as
( 1.15w02/(8DT) (Chirico et al. 2000). The analysis of the ACFs was performed by a home-coded least squares fitting program based on the Marquardt algorithm (Bevington 1992) and using the routine MRQMIN (Press et al. 1993) for fitting. From the analysis of the ACFs, the relaxation time,
, and the zero lag-time term, gF(0), were determined. Measurements of the fluorescence fluctuations of fluorescein solutions at various concentrations (Chirico et al. 2000) provide an estimate of the laser beam waist, w0, assuming a translational diffusion coefficient DT of 280 µm2/s at 22°C (Rigler et al. 1993). The value of the excitation volume determined for the present setup is VEXC = 0.17 ± 0.04 fL at
= 770 nm (Chirico et al. 2000).
| Acknowledgments |
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The publication costs of this article were defrayed in part by payment of page charges. This article must therefore be hereby marked "advertisement" in accordance with 18 USC section 1734 solely to indicate this fact.
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