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* Max-Planck-Institut für Biochemie, 82152 Martinsried, Germany;
Lehrstuhl für Biomolekulare Optik, Ludwig-Maximilians-Universität, 80538 Munich, Germany; and
School of Biomedical and Natural Sciences, Nottingham Trent University, Nottingham NG11 8NS, England
Correspondence: Address reprint requests to Dr. Christian Renner, School of Biomedical and Natural Sciences, Nottingham Trent University, Clifton Lane, Nottingham NG11 8NS, UK. Tel.: 44-115-848-3522; Fax: 44-115-848-6636; E-mail: christian.renner{at}ntu.ac.uk.
| ABSTRACT |
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| INTRODUCTION |
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Whereas these previous peptide systems were models of fast elementary processes in protein folding, we present here a new peptide model that addresses protein dynamics. Two fundamentally different kinds of dynamics have to be distinguished. Equilibrium dynamics are thermal fluctuations that often contribute decisively to protein stability or to the ability of a protein to interact with a ligand or partner protein. The entropic contribution to the total free energy from these dynamics seems to allow fine-tuning of intra- and intermolecular interactions that can be measured by NMR or calorimetry in the case of ligand binding or denaturation/unfolding transitions and can be predicted by computer simulations. Nonequilibrium dynamics, on the other hand, are involved in all signaling processes, where receptor proteins generate a signal as response to an external stimulus. Numerous signaling pathways with a vast number of participating proteins are known, but the structural and physical basis of these processes, so far, is poorly understood. In our small and simple model system the stimulus derives from isomerization of an azobenzene moiety that is initiated by a short laser pulse of
100 fs duration. The geometric changes that accompany the isomerization enforce a rearrangement of the attached peptide sequence (Fig. 1) that is derived from the active site of the protein disulfide isomerase. In contrast to our previous azobenzene-containing peptides we have now, for the first time (to our knowledge) created a peptide model where both azo isomers exist in defined conformational states. We would call this a conformational two-state system reflecting the fact that the molecule can exist in two defined states that are characterized by the specific conformation of the peptide backbone. It should not be confused with the common two-state model of protein folding where the two states differ in the degree of folding with one unfolded and one folded. The so-called conformational two-state system allows time-resolved observation of the transition from a defined "resting" state to a defined "active" state in analogy to respective allosteric processes in receptor proteins. Although the model system is obviously very simple, it has the advantage of being well accessible by experiment and theory. Here we report the synthesis, conformational properties, and ultrafast dynamics of the PDI peptides with particular emphasis on the analysis of the coupling between photo-trigger and peptide portion.
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| EXPERIMENTAL |
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c[His-Cys-Lys-Lys-Lys-AMPB-Lys-Cys-Gly-]
The linear side-chain protected peptide H-His(Trt)-Cys(Trt)-Lys(Boc)-Lys(Boc)-Lys(Boc)-AMPB-Lys(Boc)-Cys(Trt)-Gly-OH was synthesized on chlorotrityl resin by standard procedures of Fmoc/tBu chemistry using HBTU/HOBt/DIEA (1:1:2) as coupling reagents. Resin detachment was carried out in HFIP/CH2Cl2 (1:4, v/v) and the linear side-chain protected peptide was cyclized at 2.5 x 104 M concentration in DMF with PyBOP/HOBt/DIEA (3 equiv; 1:1:2). To avoid partial reduction of the azo group during acidic cleavage, the resulting crude product was deprotected with TFA/H2O (95:5, v/v) in absence of mercaptanes or trialkylsilanes as scavengers. The crude product was purified by preparative HPLC (elution with a linear gradient from 0% B to 90% B in 60 min); overall yield: 20% calculated for a peptide content of 66% (determined by UV absorption); homogeneous in HPLC: tR = 14.0 min (cis-azo isomer) and 20.0 min (trans-azo isomer); ESI-MS: m/z = 1150.6 [M+H+]; Mr = 1149.6 calculated for C52H79N17O9S2.
bc[His-Cys-Lys-Lys-Lys-AMPB-Lys-Cys-Gly-]
Peptide 2 was prepared by iodine oxidation at 0.9 x 104 M concentration of peptide 1 in HOAc/H2O (1:1, v/v); the crude product was purified by preparative HPLC (elution with a linear gradient from 0% B to 40% B in 60 min); yield: 28% calculated for a peptide content of 63% (determined by UV absorption); homogeneous in HPLC: tR = 15.3 min (cis-azo isomer) and 20.7 min (trans-azo isomer); ESI-MS: m/z = 1148.6 [M+H+]; Mr = 1147.6 calcd for C52H77N17O9S2.
c[His-Ser-Lys-Lys-Lys-AMPB-Lys-Ser-(15N)-Gly-]
Peptide 3 was prepared from the protected precursor H-His(Trt)-Ser(tBu)-Lys(Boc)-Lys(Boc)-Lys(Boc)-AMPB-Lys(Boc)-Ser(tBu)-(15N)-Gly-OH as described for 1. The glycine was labeled with the 15N isotope for additional NMR analysis, which, however, proved not informative. The crude product was purified by preparative HPLC (elution with a linear gradient from 0% B to 40 B in 60 min); overall yield: 9% calculated for a peptide content of 58% (determined by UV absorption); homogeneous in HPLC: tR = 5.4 min (cis-azo isomer) and 17.7 min (trans-azo isomer); ESI-MS: m/z = 1119.8 [M+H+]; Mr = 1118.6 calcd for C52H79N17O11.
UV measurements
Stationary UV spectra were recorded on a Lambda 19 spectrometer (Perkin Elmer, Überlingen, Germany) at peptide concentrations of 24 x 105 M in water at room temperature. The concentrations were determined by UV absorption at 335 nm using an extinction coefficient of 25,000 M1 cm1 (11
). Thermal relaxation of peptide 3 was determined by monitoring the growth of the trans-azo absorption band at 335 nm. Spectra of the pure trans-azo isomer were recorded upon relaxing the peptide over 24 h at 313 K in the dark. In the photostationary state after irradiation at 360 nm always
20% of the trans-azo isomer remain. However, thermal relaxation is sufficiently slow so that the cis- and trans-azo isomer can be separated by HPLC and spectra for the pure cis-azo and the pure trans-azo peak could be obtained by the photodiode array built into the HPLC equipment. For scaling of these spectra, stationary UV spectra of the pure trans-azo isomer (see above) were used based on the fact that cis- and trans-azo isomer exhibit equal absorption at the isosbestic points (288 and 397 nm for both peptides 1 and 2). The UV spectra of the pure isomers allowed us to determine that the maximum cis-azo content in the photostationary state is 75%85% in agreement with NMR measurements (see below).
CD measurements
CD spectra were recorded on a JASCO (Groß-Umstadt, Germany) J-715 spectropolarimeter equipped with a thermostated cell holder and connected to a PC for signal averaging and processing. All spectra were recorded at 283 K and at peptide concentrations of 50 µM in water (pH 3.8) employing quartz cells of 1 mm optical path length. The spectra in the 190250 nm range are reported in terms of molar ellipticity per residue [
]R. The concentrations were determined by UV absorption at 335 nm using an extinction coefficient of 25,000 M1 cm1 (11
). The CD spectra of the cis-azo isomers were recorded after irradiation at 360 nm until the photostationary state was reached (80% ± 5% cis-azo isomer; see NMR measurements).
Photoisomerization
A xenon lamp 450 XBO (Osram, Munich, Germany) was used for irradiation at 360 or 430 nm (filter from Itos, Mainz, Germany) with a light intensity of
25 mW. After irradiation the maximum cis- or trans-azo content at the photostationary state was
80% (in both cases) as determined by 1H-NMR and UV absorption measurements.
NMR spectroscopy
NMR experiments for conformational analysis of peptide 2 and 3 were carried out in water (pH 2.6) at 283 K on Bruker (Rheinstetten, Germany) DRX 500 and DMX 750 spectrometers at concentrations of 3 mM and 12 mM, respectively. The low pH was chosen to avoid chemical exchange of amide protons with water and to establish a defined protonation state for the peptide. (Note that at neutral pH the histidine residue would be partially protonated.) Additional spectra were recorded at 288 K for the cis-azo isomer of 3 due to resonance overlap at 283 K. Thermal cis
trans relaxation was sufficiently slow at low temperatures (Table 1) for recording the required two-dimensional (2D) data sets with high resolution also for the cis-azo isomer. Resonance assignments were performed according to the method of Wüthrich (12
). The 2D-TOCSY spectra were recorded with spin-lock periods of 75 ms using the MLEV-17 sequence for isotropic mixing (13
). Experimental rotating Overhauser enhancement (ROE) intensities were obtained from 2D-ROESY (14
) experiments with mixing times of 100 ms. 3JHN-H
coupling constants were extracted from 2D-DQF-COSY (15
) and simple 1H-one-dimensional (1D) spectra. All molecules were measured in a H2O/D2O (9:1) mixture using the WATERGATE water suppression scheme (16
). Temperature shift coefficients for the amide protons were obtained from 1D and from 2D-TOCSY spectra recorded at 283, 293, and 303 K. Proton/deuterium exchange was monitored at 277 K after dissolving a lyophilized sample in D2O on ice.
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The thermal cis
trans relaxation of 2 was measured at proton frequencies of 400.13 and 500.13 MHz on Bruker AMX400 and DRX500 spectrometers, respectively. After irradiation at 360 nm the sample was kept at constant temperature (±0.1 K) and permanent darkness in the magnet. Five to twenty 1D-1H spectra were recorded within the approximate halftime at the respective temperature. The decay of peak heights for well-resolved signals of the cis-azo isomer was fit to an exponential decay curve. The activation energy was obtained from the Arrhenius plot (log kc
t versus T1).
Structure calculations
The ROE intensities were converted into interproton distance constraints (2-trans: 49, 2-cis: 27, 3-trans: 42, 3-cis: 49) using the following classification: very strong (vs) 1.72.3 Å, strong (s) 2.22.8 Å, medium (m) 2.63.4 Å, weak (w) 3.04.0 Å, very weak (vw) 3.24.8 Å; and the distances of pseudo atoms were corrected as described by Wüthrich (12
). The 3JHN-H
coupling constants (2-trans: 8, 2-cis: 5, 3-trans: 7, 3-cis: 6) were converted into constraints for the backbone
-dihedral angles using the Karplus relation. Multiple discrete ranges were used for the
-torsion angle restraints when multiple nonoverlapping solutions existed for the Karplus equation taking into account experimental error and additional 5° uncertainty for the Karplus parameters. Distance geometry (DG) and molecular dynamics-simulated annealing (MD-SA) calculations were performed with the INSIGHTII (version 98.0) software package (Accelrys, San Diego, CA) on Silicon Graphics O2 R5000 computers (SGI, Mountain View, CA). One hundred structures were generated from the distance-bound matrices. Triangle-bound smoothing and prospective metrization were used. Embedding in three dimensions by the EMBED algorithm was followed by optimization with an SA step according to the standard protocol of the DGII package of INSIGHT II. All 100 structures were refined with a short MD-SA protocol using the DISCOVER module of INSIGHTII. After an initial minimization, 5 ps at 300 K were simulated followed by exponential cooling to
0 K during 10 ps. A time step of 1 fs was used with the CVFF force field while simulating the solvent H2O with a dielectric constant of 80.0. The experimental constraints were applied at every stage of the calculation with 50 kcal·mol1·Å2 for distance constraints and 50.0 Kcal·mol1·rad2 for coupling constants. For all the selected structure ensembles no significant violations of the experimental constraints were observed.
Time-resolved UV/Vis absorption spectroscopy
The time-resolved transient absorption measurements were performed in water in the case of peptide 1. To prevent the peptide from oxidizing, the sample solution was kept under argon atmosphere during the whole experiment. HPLC analysis after the measurements confirmed that no oxidation or degradation had taken place. The measurements on peptide 2 were done in water and DMSO. The concentrations of the peptide samples were in all cases
2 mM. To avoid buildup of the long-lived photoproduct, a sufficient amount of the sample (5 ml) was pumped through a quartz flow cell (optical path length of 0.5 mm). For the experiments on the cis-azo forms, the sample was prepared by illumination of the trans-azo isomer with a mercury lamp (1000 W Hg(Xe) lamp (Oriel, Darmstadt, Germany)), UG11 and WG320 (Schott, Mainz, Germany; 2 mm) filters, 120 mW in the spectral region from 320 nm to 360 nm, exposure time >2 h). The progress of the photoreaction was monitored by absorption spectroscopy. As soon as the photostationary spectrum was reached, the time-resolved transient absorption measurement was started. During this experiment, the reservoir was continuously illuminated to keep the sample in its photostationary state. Absorption spectroscopy performed on the cis-sample after the experiment confirmed that the photostationary state was maintained throughout the experiment.
The laser set-up consisted of a homemade Ti:sapphire CPA (chirped pulse amplifier) system, which delivered 90 fs pulses at a central wavelength of 800 nm with a repetition rate of 1 kHz and a pulse energy of 1 mJ. A small part of the fundamental light was used to generate a UV/Vis white-light continuum in a CaF2 plate (17
). For the excitation, a noncollinear optical parametric amplifier (NOPA) (18
20
) was used to produce pulses at 480 nm, which were then compressed with a prism compressor to a pulse length of 80 fs. The sample was excited by the 480 nm pulse, and the transient absorption signal was measured with the UV/Vis white-light probe pulse spectrally resolved in a single shot detection set-up consisting of a photo-diode array, an amplifier, and a 96-channel analog-digital converter device (21
). The irradiated volume of the sample was exchanged completely in the flow cell between two consecutive pump pulses.
Since both cis- and trans-azo isomers absorb in overlapping spectral regions, illumination is unable to produce 100% cis-azo samples. Only a photostationary equilibrium between cis- and trans-azo peptides with
75%85% cis-azo molecules is reached by illumination (determined by UV and NMR, also see above). The transient absorption data were corrected for this amount of trans-azo molecules in the sample.
For every data point measured with a fixed delay time between pump- and probe-pulse, 20,000 single shots were averaged. The transient absorption of the solvent was subtracted from the sample signal, and the time traces at each wavelength were corrected for the corresponding chirp of the white-light continuum. For the data analysis, a global least-square fitting algorithm was used to model the data as a sum of exponential decays.
| RESULTS |
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In analogy to previously reported syntheses (11
), the cyclicpeptide 1 was synthesized by the Fmoc/tBu strategy on chlorotrityl-resin using the S-trityl group for cysteine protection. Upon cleavage from the resin by mild acid treatment, the linear precursor was cyclized in solution by the PyBOP/HOBt procedure. To avoid partial reduction of the azo group during acidic cleavage of the S-trityl groups, aqueous TFA was applied in absence of mercaptanes or trialkylsilanes as scavengers. Upon iodine oxidation, the bicyclic compound 2 was isolated by HPLC as homogeneous material. The reduced peptide 1 was found to be stable only for a few hours in solution due to oxidation; therefore, isosteric replacement of the cysteine residues by serine was applied in the analog 3 to allow for NMR conformational analysis of the monocyclic compound.
Photoisomerization and thermal relaxation
Cis/trans photoisomerization of the cyclic AMPB-peptides 13 by irradiation at 360 nm and 430 nm, respectively, is a fully reversible process with two isosbestic points at 288 and 397 nm. The UV spectra of the different peptides are virtually indistinguishable for both the cis- and trans-azo isomers. (One set of absorption curves (peptide 2) is displayed as an inset in Fig. 4.) Positions and heights of the absorption peaks are very similar to previous AMPB-peptides in water (9
) because chromophore and solvent are identical and only the amino acid sequence differs.
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trans) of the cis- to the trans-azo ground state together with the activation energy are reported in Table 1. The activation energy is slightly smaller than for the azobenzene-peptides in DMSO (7
Circular dichroism
The circular dichroism (CD) spectra of the PDI-peptides 2 and 3 are reported in Fig. 2. Whereas the monocyclic peptide 3 exhibits a CD spectrum typical of disordered conformations with a strong negative band below 200 nm, the curves obtained for the bicyclic peptide 2 are more reminiscent of defined structures with positive signals below 200 nm and negative minima at longer wavelengths. The dichroic difference between the two isomeric forms of 3 is only in the intensity of the otherwise almost identical spectra. The more negative signal of the cis-azo configuration at 198 nm points to an even more disordered ensemble than for the trans-azo isomer. Contrarily, the positions of the minima and the wavelengths where the CD signal changes sign are very different for the two isomers of 2. The broad minimum of the cis-azo isomer together with the positive maximum below 190 nm is similar in shape to spectra of helical peptides. The intensity, however, is rather weak (
25% helical conformation) and precludes the presence of a regular helix in agreement with the NMR analysis (see below). The more red shifted positive maximum and the narrower minimum of the trans-azo isomer result in zero dichroism at 204 nm and indicate a more extended structure for the trans-azo isomer compared to the cis-azo isomer. Although contributions from irregular turns and bends as well as conformational averaging complicate interpretation of the CD spectra, good qualitative agreement with the detailed NMR conformational analysis is observed (see below).
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-dihedral angle constraints: 2-trans: 8, 2-cis: 5, 3-trans: 7, 3-cis: 6). Table 2 summarizes statistics of the NMR constraints and of the calculations, and Fig. 3 displays the 10 lowest energy structures superimposed on backbone atoms. In contrast to all our previous azobenzene-containing peptides, well-defined conformations are observed for both isomers in the case of peptide 2. Both isomers display a distorted ß-turn for the bis-cysteinyl motif that is fixed in its geometry by the disulfide bridge. In the cis-azo isomer the second part of the sequence exhibits again a distorted ß-turn linked to the first turn by a quite regular
-turn centered on Cys-5 and twisted by 90° with respect to the plane of the first turn. In the trans-azo isomer the peptide backbone is more extended, in agreement with the analysis of the CD spectra. The
-turn centered on Lys-5 is distorted as the three lysines are in an extended ß conformation. Surprisingly, the middle lysine inserts its side chain between peptide backbone and chromophore. A flip-flop of the backbone between various conformational states, as in the case of previous azobenzene-containing peptides, could not be observed, a fact that would suggest that the conformational preferences of peptide 2, even as cis-azo isomer, are compatible with the constraints imposed by the bicyclic form. The analysis of
- and
-backbone dihedral angles affords an additional and more detailed view of the backbone conformation of the peptides. Both cis- and trans-azo structural ensembles of the peptide 2 exhibit well-defined values for the backbone dihedral angles confirming the distinct conformational properties for both isomers. The irregularity of the turns expresses itself in numerical values for
and
that show some deviation from those observed for regular ß- and
-turns. This observation is in line with an analysis of the Ramachandran map of the structures: Although few residues are outside the allowed area, most are in the additionally allowed part, not in the most favored region. The distortion of the turns together with slightly nonoptimal
- and
-values point to a small residual tension in the bicyclic peptide. To distinguish irregularity from instability it should be emphasized that the turns as discussed above do not occur with low frequency in the calculated ensemble, but with distorted geometry. The specific nonideal geometry for a given turn is observed for all or almost all individual structures within the NMR ensemble. Although turns are not easily deduced directly from the NMR data by characteristic nuclear Overhauser effect (NOE) patterns and coupling constants (12
(i + 1) HN(i + 3) ROE that is indeed observed for cis- and trans-azo isomer. Relatively large 3JHN-H
coupling constants (8.3 Hz for cis-azo, 8.0 Hz for trans-azo) come close to the ideal value of 9 Hz for the i + 2 position of a ßI-turn (His-4 in this case), whereas for the i + 1 position only 4 Hz are expected (not available for cis-azo, 5.5 Hz for trans-azo). In the cis-azo isomer the small H
-HN coupling of 6.0 Hz for Lys-7 is near the anticipated 5.0 Hz for residue i + 2 of a ßII-turn. Contrarily, Lys-7 of the trans-azo isomer exhibits a large coupling constant of 8.5 Hz in agreement with an extended conformation.
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Ultrafast time-resolved UV/Vis absorption spectroscopy
Results from transient absorption experiments on the peptide 1 in water are shown in Fig. 4. Protecting the free thiol groups of 1 from oxidation by the argon atmosphere was sufficient for the duration of these experiments as evidenced by analytical HPLC. When the peptide in the trans-azo form is excited at 480 nm into the n
*-band we observe an absorption increase throughout the visible spectral range (see Fig. 4 a). The absorption increase consists of two bands peaking at 560 nm and 420 nm. There is an absorption decrease around 350 nm in the vicinity of the 
* absorption band. At later times the absorption increase evolves multiexponentially: the first kinetic component is related to a weak absorption increase in the visible range, occurring with a time constant of
1
0.2 ps. With the second kinetic component (
2
1.2 ps) absorption decreases around 550 nm and 390 nm, whereas a weak absorption increase occurs around 450 nm. Most of the remaining absorption difference decays with the third time constant of
3
6.6 ps. After this time we observed negligible absorption changes in the visible part of the absorption spectra. Only in the spectral range of the 
* absorption band of trans isomer of peptide 1 was there a detectable absorption decrease due to the isomerized chromophores. The kinetic behavior observed for the trans- to cis-azo reaction of the cyclic PDI azobenzene peptide 1 is similar to the features observed for the cyclic azo-TRR peptides, where we had found that the isomerization of the azobenzene chromophore from trans- to cis-azo is completed within <10 ps (6
).
When the cis-azo form of peptide 1 is excited at 480 nm, (Fig. 4 b), we observe a more structured absorption change at early delay times. There is a pronounced peak at 560 nm. The initial kinetic component (
2
0.2 ps) has large relative amplitudes. It is connected with a strong absorption decrease in the red wing of the spectrum (
> 530 nm) as well as around 400 nm. A second, weaker process occurring with
2
1.3 ps is connected to a decrease and a blue shift of the 560 nm peak. The 5.8 ps kinetic component is related to a broad decrease of absorption between 400 and 600 nm. At late delay times we find an absorption change composed of a strong increase around 350 nm in the range of the 
* absorption band of trans-azobenzene and a weak decrease at larger wavelengths. These absorption features are similar to the difference of the equilibrium absorption spectra of the photostationary cis- and trans-azo states. By comparison with the results from azo-TRR peptides we can assign the two initial kinetic components to the isomerization of the azobenzene chromophore and the 5 ps kinetic component to the transfer of excess energy to the surrounding solvent and the relaxation of strain on the azobenzene chromophore (3
,5
,6
). For the initial isomerization and cooling processes the amino acid sequence seems of lesser importance in the case of the monocyclic peptides as evidenced by the close agreement of time constants for TRR- and PDI-peptides (see Table 3).
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3 is increased by 50% and 100% for the trans- to cis-azo and cis- to trans-azo reaction, respectively. Table 3 contains in parentheses the values previously obtained for the TRR-peptides. It can be seen that also for the TRR sequence the two fast kinetic components, assigned to strongly driven photochemical reactions of the chromophore azobenzene, do not depend on the solvent (6| DISCUSSION |
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The time-resolved pump-probe experiments in the UV/Vis spectral range confirm that isomerization of the azobenzene moiety in the azo-PDI peptides is completed within a few picoseconds as previously observed for the azo-TRR peptides as well as for azobenzene itself (5
,24
27
). Therefore, the requirement for a fast trigger for initiation of the conformational change is well met in the current model system. A second major concern is the way in which the rearrangement of the peptide backbone is driven. In naturally occurring processes the driving force for an allosteric structural change is usually not very strong. If in our peptide model the full energy of the absorbed photon (
250 kJ mol1) would be transferred to the peptide portion, little information could be derived, as in the presence of high excess energy all details of the energy landscape of the peptide would be lost. The fact that after the fast cooling phase the chromophore already exhibits the steady-state spectrum for the PDI peptides shows that the peptide does not affect the AMPB chromophore during the weakly driven slow phase. We have shown previously by comparison with elaborated MD simulations and time-resolved IR spectroscopy (3
6
) that indeed the absorption characteristics of the light switch are sensitive to strain or excess energy in the peptide part. As for the TRR-peptides we find also in the case of the PDI-peptides that most of the energy that is absorbed by the chromophore is dissipated to the surrounding solvent in the first few picoseconds during the actual isomerization process. It is clear that the azo moiety cannot undergo isomerization without any movements of the remaining part of the molecule. However, MD simulations ((3
) and C. Renner, unpublished work) have shown that during the "hot" phase of the isomerization when a lot of excess energy is still contained in the chromophore only very localized changes in the form of a few bond rotations accommodate the altered geometry, but do not significantly change the overall conformation of the peptide part. The slowest changes with appreciable amplitude in the time-resolved UV/Vis absorption spectra have time constants of
10 ps and correspond to both final cooling of the chromophore and relaxation of the joints to the peptide sequence. Only a small portion of the energy is stored in distortions of the covalent geometry and in unfavorable nonbonded interactions that subsequently drive the peptide toward the new equilibrium structure in a more diffusive-like manner. Therefore, the AMPB chromophore can be considered a soft light switch for the conformational rearrangement of the peptide sequence. The similarity of the short-time behavior of the azo-TRR peptides and the azo-PDI peptides shows that the specific amino acid sequence has little influence on the switching properties, although it obviously determines the peptide-related conformational change that is associated with the isomerization of the chromophore.
In this regard, the simple model system seems optimally suited for studying the complex relation between amino acid sequence and resultant conformational properties. Not only the stationary equilibrium structures can be investigated, but also the nonequilibrium dynamics associated with the conformational search for the structure of lowest energy. An additional advantage is the small size of the system that allows meaningful simulations by MD methods to be carried out. In fact, we have recently shown that equilibrium structures of such peptides can be correctly predicted by state-of-the-art MD combined with sophisticated data analysis (22
), and promising results have also been obtained even for the nonequilibrium processes (3
).
| CONCLUSIONS |
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| SUPPLEMENTARY MATERIAL |
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| ACKNOWLEDGEMENTS |
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Submitted on May 29, 2005; accepted for publication December 5, 2005.
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