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* Department of Physics and Astronomy, Michigan State University, East Lansing, Michigan;
Chemistry & Material Science Department, Lawrence Livermore National Laboratory, Livermore, California; and
Mechanical Engineering Department, Stanford University, Stanford, California
Correspondence: Address reprint requests to L. Lapidus, Tel.: 517-355-9200 x2211; E-mail: lapidus{at}msu.edu.
| ABSTRACT |
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20 µs. Single value decomposition of the time-dependent spectra reveal two separate processes: 1), a spectral shift which occurs within the mixing time; and 2), a fluorescence decay occurring between
100 and 300 µs. We attribute the first process to hydrophobic collapse and the second process to the formation of the first native tertiary contacts. | INTRODUCTION |
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-helices and ß-hairpins (5
The current optical techniques used to measure sub-microsecond steps in protein folding, namely laser T-jump, triplet-state quenching, and photophysical dissociation, although great technological advances (8
), have all been unable to study collapse of a wide range of proteins because they cannot prompt folding from the fully denatured state. Conversely, stopped-flow mixing, which prompts protein folding from the fully denatured state by the dilution of denaturants, is limited to time resolutions longer than 0.51 ms due to turbulence during mixing. Thus, for most proteins, there is a gap in the observable time domain on the microsecond timescale, a crucial time-range for understanding the nature of collapse. In this work, we report the measurement of folding prompted by mixing in a laminar flow microfluidic device that dilutes denaturant in <20 µs and allows observation of intrinsic tryptophan fluorescence, the most common method for observing folding, for as long as 1 ms. Using this technique we have observed three well-studied, unmodified proteins, apomyoglobin, cytochrome c, and lysozyme. We show that for all three proteins there are two separate steps in the first 1 ms. Hydrophobic burial of the tryptophans occurs within the mixing time of 20 µs followed by what we interpret as the formation of native tertiary contacts within
100 and 300 µs. These steps have never been resolved separately before. While the slower process might be considered collapse because the formation of first native contacts requires large conformation changes, we believe that the faster process of nonspecific hydrophobic burial, which requires a large decrease in the radius of gyration, is a better definition of the term.
The proteins used in these studies were chosen because their long-time folding trajectories are very well characterized in measurements with longer mixing times yet these measurements cannot completely resolve the change in the fluorescence signal. Cytochrome c, in particular, has become a benchmark for development of fast folding techniques. The first folding study to employ a microfluidic mixer studied cytochrome c with small angle x-ray scattering (SAXS) and observed a substantial change in the radius of gyration within the first 150500 µs (9
). Akiyama et al. (10
) used a similar mixer to measure folding after 300 µs monitored with SAXS and circular dichroism and developed a three-phase model of the folding trajectory:
The early phase has been explored by three more rapid measurements: Shastry and Roder (2
), using a fast capillary mixer with a dead time of 50 µs, and Hagen and Eaton (1
) and Qui et al. (11
), each using a 10 ns T-jump. These three measurements observed the initial decrease in fluorescence to occur with decay times of
50,
90, and
16 µs, respectively.
Apomyoglobin also proceeds via a stepwise folding path of chain compaction and helix formation (12
), while lysozyme has an off-pathway intermediate (13
,14
). Nevertheless, both of these proteins, like cytochrome c, have been observed to have a burst phase or unresolved change of signal within the conventional mixing times. During this burst phase, the radius of gyration decreases and the secondary structure content increases. Our major result is that this burst phase appears to actually consist of two processes with rates separated by at least an order of magnitude.
| METHODS |
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2 µL/h of the protein and 400 µL/h of folding buffer. An experiment typically takes
1 h including setup time.
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A typical experiment begins with a scan of the exit channel imaged by the photon counter to locate the jet of fluorescent protein (Fig. 2 a). The chip is typically scanned 10 µs across the exit channel and 200 µm down the linear section of the exit channel and
100 µm into the exponentially widening channel. This corresponds to
320 µs of folding time at an initial flow rate of 1 m/s without substantial diffusion of the protein out of the jet. Alternatively, long time courses can be obtained by slowing the flow rate to as low as 0.1 m/s. The overall intensity as a function of time can be obtained from a scan by averaging the intensity of the jet in
1 µm regions, the size of the excitation beam (see Fig. 2 c).
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Protein samples
N-acetyltryptophan-amide (NATA), horse heart cytochrome c, and hen-egg lysozyme were purchased from Sigma (St. Louis, MO) and used without further modification. Horse skeletal muscle myoglobin was also purchased from Sigma. The myoglobin heme was extracted following the method of Teale (18
). Proteins were unfolded by dissolving them in high concentrations of Guanidine HCl. Folding was initiated by mixing with 100 mM potassium phosphate buffer (pH 7). The approximate concentrations of each sample were 500 µM cytochrome c, 240 µM apomyoglobin, 90 µM lysozyme, and 500 µM NATA for measurements of time-resolved fluorescence spectra (spectrograph and CCD) and
10-fold less for measurements of total intensity (photon counting). These concentrations were chosen to give about the same fluorescence signal for each protein. While these concentrations of protein may eventually lead to aggregation, it is unlikely on the timescales observed because the bimolecular diffusion rate for these proteins is
108 M1 s1 and aggregation is not diffusion-limited. Furthermore, other folding experiments on these proteins have worked with similar concentrations without detecting aggregation (9
,13
,19
).
| RESULTS |
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Fig. 2 c shows total photon intensity as a function of time for cytochrome c; the decay rate agrees reasonably well with the measurements of Shastry and Roder (2
). Photon counting is a very sensitive measurement, which can observe the fluorescence of tryptophan concentrations as low as 20 µM. However, measuring the total intensity is also sensitive to background artifacts due to scattered laser light and is completely insensitive to changes in the fluorescence spectrum that do not affect the fluorescence quantum yield. Therefore, fluorescence spectra were collected along the exit channel using the spectrograph/CCD (see Fig. 2 d). This method effectively eliminates all background effects because scattered light is spectrally separated from the fluorescence, and allows for a global analysis of time resolved and spectrally resolved fluorescence.
Fig. 3 shows the time-resolved spectral data of each protein analyzed with single value decomposition (SVD) to suppress the random noise of each spectrum. For all three proteins, the first component is the average emission spectrum over the measured time domain. The first component (solid points) can be fit to two exponentialsa fast decay due to the narrowing of the jet in the mixing region and a slow decay on the 100-µs timescale. The second component shows the change in spectrum over time. The amplitude of the spectral shift (shaded points) decays over time with a rate approximately equal to the mixing time as measured by tryptophan fluorescence quenching by potassium iodide.
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| DISCUSSION |
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We note that our measurement of hydrophobic collapse is consistent with other measurements of collapse. Roder and colleagues observed an increase in tryptophan fluorescence intensity of ribonuclease A within their 70 µs mixing time and attributed it to nonspecific collapse (21
). Measurements of intramolecular diffusion in unstructured peptides indicate that diffusion-limited intramolecular contact should take between 20 and 500 ns for loops between 10 and 60 residues (22
,23
). Furthermore, measurements of end-to-end distance after a rapid temperature-jump in acid-denatured BBL, a 40-residue protein, showed that hydrophobic collapse was complete in only 80 ns at room temperature (24
). This time is likely the result of the formation of many small loops within the chain rather than a single loop formed by the two ends and is therefore quite consistent with the intramolecular contact measurements. Given these estimates of intramolecular diffusion during hydrophobic collapse, the mixing time of our apparatus would likely need to improve by two orders of magnitude to fully resolve this process.
The slower process that we observed (solid curves in Fig. 3) shows no spectral change for each protein, only decay in the blue-shifted spectrum. There are many interactions that have been shown to decrease the level of tryptophan fluorescence including changes in solvent conditions, but our characterization of this mixer rules out a solvent effect after the mixing time of 20 µs (16
). Therefore, we attribute this process to the formation of tertiary contacts near the tryptophan, which quench the fluorescence. Previous studies have shown that there is structural evidence to support the observed decrease of tryptophan fluorescence for each of these proteins on the 100-µs timescale:
225 µs probably corresponds to the docking of the A helix with helices G and H. Our result is corroborated by a kinetic study of apomyoglobin fluorescence using T-jump, which shows a large signal change of 7 µs followed by a very small change on the 100500 µs timescale (19
- and ß-domains (including most of the six tryptophan residues), but that these structures are not completely nativelike (26
250 µs reflects the formation of various native contact throughout the chain.
100 µs is due to the formation of some native contacts within the chain, but not the tryptophan itself. Thus the evidence for all three proteins supports our conclusion that the slow phase marks the formation of long-range contacts and that these contacts are likely nativelike.
While the slower rate obviously depends on the details of the folding trajectory of each protein, we note that all three measured rates anticorrelate well with the fraction of secondary structure formed. In studies by Bachmann et al. (13
) on lysozyme, Akiyama et al. (10
) on cytochrome c, and Uzawa et al. (12
) on apomyoglobin, the amount of secondary structure that formed within their mixing times (0.31.2 ms) were measured using time-resolved circular dichroism. The studies by Bachmann and Uzawa and another study by Akiyama (29
) also show a significant decrease in the radius of gyration, as measured by small angle x-ray scattering (SAXS), during these dead times. The fraction of secondary structure formed in their dead times is plotted versus our measured rates of tryptophan fluorescence decay in Fig. 5. This correlation (r = 0.71) is significantly better than the correlation of the rates with relative contact order (r = 0.27). This trend is also consistent with observations by Roder and co-workers of ACBP, ribonuclease A, staphylococcal nuclease, and Im7. The first three proteins have a measured fluorescence decay of
12,000 s1 (21
,30
,31
) and fairly small amounts of secondary structure (<33%) formed within 1 ms (32
34
), while Im7 has a measured fluorescence decay of
3000 s1 (35
) and likely all of its secondary structure formed (36
). The correlation suggests that it is easier to make the first long-range stabilizing contacts if there is relatively little secondary structure formed that would slow down intramolecular diffusion. Whether the initial secondary structure content forms in the fast or slow processes observed in our mixer cannot be determined from these studies and would be the subject of future work, such as time-resolved circular dichroism after ultrarapid mixing (37
). Nevertheless, it is clear that this new technique opens up an entirely new time domain to reveal protein-folding steps never seen before.
| ACKNOWLEDGEMENTS |
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The work of Olgica Bakajin, Shuhuai Yao, and David Hertzog was performed under the auspices of the U.S. Department of Energy by University of California Lawrence Livermore National Laboratory under contract No. W-7405-Eng-48 with funding from the LDRD program and partially supported by funding from Human Frontiers Science Program and the Center for Biophotonics, a National Science Foundation Science and Technology Center, managed by the University of California, Davis, under Cooperative Agreement No. PHY 0120999. The research of Lisa Lapidus, PhD, is supported in part by a Career Award at the Scientific Interface from the Burroughs Wellcome Fund. Emily Tubman was supported by the National Science Foundation Research Experience for Undergraduates, PHY No. 0243709.
| FOOTNOTES |
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Submitted on December 15, 2006; accepted for publication February 23, 2007.
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