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Genome Center and Department of Applied Science, University of California, Davis, California 95616
Correspondence: Address reprint requests to Yong Duan, Tel.: 530-754-7632; Fax: 530-754-9648; E-mail: duan{at}ucdavis.edu.
| ABSTRACT |
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| INTRODUCTION |
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There are two main classes of inhibitors against amyloidogenicity and cytotoxicity. The first class consists of short synthetic peptides from the core fragments of amyloid peptides with chemical modifications (11
15
). Although the main part of the peptides may be involved in binding to amyloid target via both main-chain hydrogen bonds and specific side-chain recognition, the chemical asymmetrical modifications remove the amide hydrogen bonds and inhibit the amyloid fibril growth. The second class consists of small aromatic molecules, such as Congo red, acridine orange, rifampin, tannic acid, and ferulic acid (16
24
). Several inhibition mechanisms for the second class have been proposed, including stabilization of the monomeric states to inhibit unfolding, stabilization of early small protofibrils to prevent growth of amyloid fibrils, and destabilization of amyloid fibrils.
Human islet amyloid polypeptide (hIAPP), a 37-amino-acid hormone, is the main constituent of the islet amyloid fibrils deposited in pancreas in 95% of type II diabetes mellitus (25
,26
). It has been established that hIAPP forms amyloid fibrils (27
) in vitro which induces islet ß-cell apoptosis (7
). Recently, its soluble oligomer and protofibril have been suggested to be cytotoxic (28
30
). The hexapeptide NFGAIL, a fragment truncated from hIAPP (residues 2227), is one of the shortest fragments that have been shown to form amyloid fibrils similar to those formed by the full polypeptide (31
) and the fibrils are cytotoxic toward the pancreatic cell line. Therefore, this hIAPP "amyloid-core" peptide has been used as a simplified model system to facilitate the discovery of key factors underlying amyloid fibril formation and the development of antiamyloid agents.
Alanine-scanning mutagenesis revealed that the Phe residue plays a critical role in the formation of the fibrils (32
). This led Gazit and co-workers (14
) to search for aromatic compounds to interact with Phe to inhibit the hIAPP amyloid formation and its cytotoxicity. Among the aromatic compounds, phenol red has shown moderate inhibition activity against the hIAPP fibril formation and the cytotoxicity toward pancreatic ß-cells. Since phenol red has been used for many years as a diagnostic agent in kidney disease and as a weak estrogen (33
), its toxicity has been well characterized. It was suggested (14
) that the inhibition was due to the heteroaromatic interaction and, hence, interaction with Phe residue was thought to play crucial roles. Despite this progress, because the inhibitor-protofibril complexes are heterogeneous, high resolution structure of the complex is unavailable, hindering the effort to understand the detailed molecular level mechanisms of the interactions between the small molecule inhibitors and the early aggregation species. Furthermore, the needed high drug/hIAPP molar ratio to inhibit the hIAPP1-37 fibril formation (14
) may prevent it from being a viable therapeutic agent for type II diabetes. Thus, refinement to improve its potency may be helpful.
In a series of simulation studies of the hexapeptide NFGAIL, we employed all-atom molecular dynamics with explicit solvent and particle mesh Ewald (34
) method for the treatment of long-range electrostatic forces to elucidate the aggregation process from the formation of partially ordered tetramers (35
) to the formation of well-ordered octamers (36
) and dodecamer protofibrils (37
). We now take a step further to study the interaction between phenol red and the dodecamer protofibrils and to examine modifications to improve its binding affinity.
| METHOD |
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110°,
135°) with a harmonic potential and a restraining force constant of 5.0 kcal/mol/rad2. Because our focus is on the ordered protofibril, this measure reduces sampling of conformational space so that the key interactions between ordered protofibril and phenol red can be studied.
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90%) in the experiment (14
In the simulations of phenol red and protofibril, each system consists of four phenol red molecules in acidic form, a protofibril, and water molecules. The four phenol red molecules were initially placed 15 Å away from a preformed 12-peptide protofibril (37
) at four corners of the plane perpendicular to the ß-sheet plane. They were then immersed into a triclinic box of 7165 water molecules, equivalent to a truncated-octahedral box with dimensions of a = b = c = 67.35 Å,
= ß =
= 109.47°. The periodic water box was constructed such that the solute was at least 10 Å away from the box surface and the minimum distance between solute and the image was 20 Å. The effective concentrations of phenol red and the protofibril were
28 mM and
7 mM, respectively. In comparison, the concentrations of phenol red and peptides in the experiment of Gazit and co-workers were, respectively, 40 µM and 4 µM14. High concentration (
1000 fold higher) and high temperature (320 K) were used in the simulations to bypass the slow diffusion step and to speed up the binding process. In addition, the presence of four phenol red molecules in each simulation system allows sampling of multiple phenol red conformations in a single trajectory and enhances sampling in comparison to systems with a single phenol red molecule.
The Duan et al. all-atom point-charge force field (38
) (Amber ff03) was chosen to represent the peptide; and the N- and C-termini were blocked respectively by acetyl (ACE) and amine groups (NHE). The partial charges of the phenol red molecule were obtained by fitting its gas-phase electrostatic potential calculated at HF/6-31G* level of quantum mechanical theory using RESP (39
) in both acidic and basic forms (Fig. 4, A and B) subjected to geometry optimization at the level of HF/6-31G*. The other parameters of phenol red molecule were taken from the Amber GAFF (40
) parameter set. The solvent was explicitly represented by the TIP3P (41
) water model. To validate their force field parameters, a simulation (10 ns) was conducted on each form at 320 K. Their bond length and bond angles in crystal form (42
) were well maintained in the molecular dynamics simulations (data not shown), and the torsion angles of the rotatable bonds were well sampled as indicated by the sampling of a complete 360° (Fig. S2, Supplementary Material).
Molecular dynamics simulation
The Amber simulation package was used in both molecular dynamics simulations and data processing (43
). The protofibril-ligand-water system was subjected to periodic boundary conditions via both minimum image and discrete Fourier transform as part of the particle mesh Ewald method (34
). After the initial energy minimization, two simulation runs for each system were performed starting from the same coordinates but with different initial random velocities by choosing different random number seeds. The initial velocities were generated according to the Boltzmann's distribution at 500 K. The simulations started from a 10.0-ps run at 500 K to randomize the orientations and positions of the four phenol red molecules. A short 1.0-ns molecular dynamics at 320 K in the NPT ensemble (constant number of atoms in the box, constant pressure and temperature) was performed to adjust system size and density and to equilibrate the solvent. The simulations were continued at 320 K for 19 ns in the NVT ensemble (constant number of atoms in the box, constant volume, and constant temperature). The particle mesh Ewald method (34
) was used to treat the long-range electrostatic interactions. SHAKE (44
) was applied to constrain all bonds connecting hydrogen atoms, and a time step of 2.0 fs was used. To reduce the computation, nonbonded forces (van der Waals and electrostatic forces) were calculated using a standard two-stage RESPA approach (45
) where the forces within a 10-Å radius were updated every step and those beyond 10 Å were updated every two steps. Temperature was controlled at 320 K by using Berendsen's algorithm (46
) with a coupling constant of 2.0 ps. The center of mass translation and rotation were removed every 500 steps. Studies have shown this removes the "block of ice" problem (47
,48
). The trajectories were saved at 2.0-ps intervals for further analysis. The same protocol was used in the simulation of the ligand and protofibril alone system, except that the heating step at 500 K was skipped.
Binding free energies
The binding free energies of phenol red and an analog were evaluated on the representative structures of the populated complex clusters from the protofibril-ligand simulations using the MM-GBSA (molecular mechanics-generalized Born/surface area) approach (49
). The solvation free energy was represented by a combination of the GBSA method using the GBSA module in the Amber package. The phenol red analog (3H-2,1-benzoxathiole, 3,3-diphenyl-, 1,1-dioxide) is generated by substituting the phenol rings of phenol red molecule with benzene rings. The force field parameters of the analog were obtained by following the same protocol as that of phenol red. The complex free energies were evaluated after 2000 steps of energy minimization.
| RESULTS |
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For each of the three protofibril oligomers, starting from a 12-peptide protofibril in three-layer ß-sheet configuration, four phenol red molecules were placed 15 Å away from the protofibril (e.g., see Fig. 3) that were separated by water molecules, allowing simultaneous sampling of multiple phenol red conformations in a single simulation trajectory. Two independent simulation runs (20 ns each) were conducted for each of the three systems. Thus, the six simulations allowed us to sample 24 phenol red conformations simultaneously. We examined the conformations of the phenol red molecules in both the free and the bound forms in the complex simulations and compared to those in the ligand simulations. The fact that all four rotatable dihedral angles completely sampled the entire 360° suggests a reasonable sampling (supplemental Fig. S2). After binding to protofibril, the phenol red became slightly more rigid, indicated by somewhat restricted sampling of its torsion angles 3 and 4 (supplemental Fig. S2). The close resemblance of the torsion angle distributions to those in the free ligand simulation is indicative of a good sampling in the bound state.
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20% of the water molecules in the first two solvation shells during the process; the number of water molecules in the first solvation shell dropped to
400 from initially
500, and those in the second shell dropped to
725 from initially
925. The effect is even more dramatic if one considers that most of the reduction of the solvation shells was mainly due to desolvation of four phenol red molecules since the peptides started from the oligomeric complexes and only surface peptides were marginally solvated. Evidentially, this suggests strongly favorable entropic and enthalpic contributions upon releasing water molecules into the bulk solvent.
The enthalpic contribution of the solvent in this binding process was further evaluated by decomposing the potential energy of the solution into the potential energies of solute (protofibril plus phenol red) and solvent (waters) as well as the solute-solvent interaction energy (Fig. 1 C). Despite the large fluctuation, the total energy decreased by about
9.6 kcal/mol when averaged over the first and last 4.0 ns. The solute energy decreased by
53.2 kcal/mol, indicating favorable interactions (electrostatic and van der Waal interactions) between phenol red molecules and the protofibril. In the meantime, the interaction energies between the solute and water increased by 80.4 kcal/mol due to desolvation of the polar groups of both phenol red molecules and the protofibril upon the binding. Since the phenol red and the protofibril were well solvated in water before they bound to each other and their polar groups formed good hydrogen bonds with water, desolvation effectively removed some of these favorable interactions and resulted in large unfavorable water-solute interaction energy. This unfavorable energy term (80.4 kcal/mol) was compensated partially by the favorable energy term of phenol red-protofibril interactions (53.2 kcal/mol). With the favorable water-water interactions (36.7 kcal/mol), the total potential energy of the system becomes weakly favorable toward the binding (9.6 kcal/mol). The large favorable water-water energy (36.7 kcal/mol) demonstrates the substantial enthalpic contribution from releasing water molecules to the bulk solvent in the binding process because of the increased water-water hydrogen bonds formed by the released water. Other contributions include the favorable entropy increase by releasing water from the hydrophobic surface and unfavorable entropy loss due to binding of the solute molecules.
To illustrate the interactions between phenol red and the protofibril oligomers, we superimpose the phenol red molecule images from the simulation snapshots by aligning the protofibril structures. As shown in Fig. 2, phenol red molecules were bound to the protofibrils and formed tight clusters, indicating stable binding. Notably, most phenol red molecules were bound to the top or bottom faces of the oligomers and rarely bound to the peptide main-chain hydrogen bond face. For protofibril 1 (Fig. 2 A), which is organized as three-layer ordered ß-sheets with each layer a four-strand ß-sheet, the prevalent binding modes were at the top and bottom with only sporadic binding at the main-chain hydrogen bond direction. In protofibril 2 (Fig. 2 B) with a similar architecture, there was notable binding at the peptide terminal faces along the ß-strand direction in addition to the binding at the top and bottom faces. Again, there was virtually no binding at the ß-sheet extension direction along backbone hydrogen bonds. Therefore, the prevalent mode of binding was at the ß-sheet stacking direction perpendicular to the ß-sheet planes. Incidentally, these protofibril oligomers have comparable exposed surfaces in all three directions (i.e., ß-sheet stacking direction perpendicular to the ß-sheet planes, ß-sheet extension direction along backbone hydrogen bonds, and ß-strand direction). Hence the binding preference observed in the simulations was an indication of the underlying energetic bias toward those directions. The lack of interaction with the main-chain hydrogen bonds is attributable to the physicochemical property of phenol red molecules for its lack of ability to form stable hydrogen bonds with the peptides in solution.
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As summarized in Table 2, the phenol red molecules clustered around the stacking faces of the protofibrils, showing the tendency to bind on the ß-sheet surface and, to a less extent, to the ends of the strands. In fact, the aggregated population of the clusters where phenol red molecules bound to the protofibrils from the ß-sheet stacking and ß-strand directions was close to
60% in the simulations of protofibril 1 and 2 (
64% and
69%, respectively). In comparison, almost no phenol red molecule bound to the protofibrils from the ß-sheet extension (hydrogen bond) direction. This may stem from the geometry of a phenol red molecule which formed
200 atom contacts with the side chains and only
50 with the main chain (data not shown). Since the three polar groups (two OH groups on the phenol rings and the SO3 group) of phenol red molecule points to three orthogonal directions, it is difficult to simultaneously form three hydrogen bonds with the peptide main chain. In other words, due to lack of favorable interactions with peptide main chains it is less favorable for phenol red molecules to bind to the protofibrils from the backbone hydrogen bond direction. In contrast, the size and shape of phenol red molecules are compatible with the amino acid side chains (e.g., Phe, Leu, and Ile) and favorable interactions with side chains via aromatic and/or hydrophobic contacts lead to the binding to the protofibril preferentially from ß-sheet stacking and, to a lesser degree, ß-strand directions.
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3.4 and
4.7 hydrogen bonds with water molecules that were reduced to, respectively,
2.4 and
3.6 when averaged from the last 5 ns. Only
1 hydrogen bond was lost for each of the SO3 and two OH groups. Therefore, most of these polar groups were still solvated by water molecules. In contrast, the three aromatic rings lost
143 (
40%) atom-atom contacts with water molecules.
On the other hand, the three aromatic rings of the phenol red molecule formed
102 atom-atom contacts with the protofibril, as shown in Table S1, and interacted mostly with the aromatic and hydrophobic residues and formed aromatic and hydrophobic clusters with the side chains of Phe, Leu, Ile, and, to a lesser degree, Ala. In more detail, the rings formed
20,
24, and
23 atom-atom contacts with Phe, Ile, and Leu, respectively, whereas they formed
9,
10, and
4 atom-atom contacts with Ala, Asn, and Gly, respectively. The comparable level of contacts with three hydrophobic residues, Phe and Leu or Ile, implies that phenol red has a similar preference toward them. In contrast, the difference between hydrophobic and hydrophilic contacts indicated that the three aromatic rings of phenol red interacted mostly with the aromatic and hydrophobic side chains of Phe, Leu, and Ile. Therefore, besides aromatic interactions, hydrophobic interactions also played an important role, which is complementary to the explanation by Gazit and co-workers (14
). Thus, phenol red protects the protofibril oligomers from further aggregation by interacting with the aromatic and hydrophobic side chains through its phenol and benzene rings and with water molecules through its polar sulfone and hydroxyl groups.
Although protofibril 3 is also organized as a three-layer ß-sheet oligomer, its upper layer consists of only two peptides (Fig. 2 C), rendering it a relatively weaker layer. In the simulations of protofibril 3, an interesting binding mode was observed in which the phenol red molecules competed with the two peptide strands on the top layer for binding to the middle layer of the oligomer. A result of such competition was the insertion of phenol red molecules into the area between the top and middle layers, giving the appearance of partial removal of the top layer from the protofibril (supplemental Fig. S3 C1). Snapshots from the trajectory are shown in Fig. 3. In this trajectory, the two ß-strands of the upper layer of the protofibril opened up at
2.0 ns and two nearby phenol red molecules moved into the gap and prevented the layer from closing back. At 6.0 ns, the last phenol red molecule bound to the left edge of the middle layer. These phenol red molecules stayed at the site throughout the rest of the simulation. In contrast, in an early study (37
) without phenol red, although the upper layer exhibited fluctuation, it stayed as an integral part of the protofibril in the last 60 ns till the completion of the 100.0-ns trajectory. Thus, the fact that the phenol red molecules were able to move into the gap within 2.0 ns indicates that the phenol red may play a role in assisting the partial removal of the upper layer by exploiting weakness of the structure. The fact that insertion of the phenol red molecules occurred only in one of the six simulations indicates that such events are rare within the simulation timescales.
| DISCUSSION |
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1000 times with a corresponding increase in computer time. The concentration also has direct influence on the kinetic rate of reaction. With the decrease in concentration by 1000 times, we would expect an increase in timescales also by 1000 times for the binding to occur. Thus, the combined increase in computer time would be
106 times and the simulations would be intractable. Therefore, we intentionally selected higher concentration to allow simulations to be completed in a reasonable time. However, because of the increase in concentrations, the timescales and stability of binding have been changed. Thus, our study serves to qualitatively characterize the process.
We evaluated the interaction between the protofibrils and phenol red in basic form that constitutes
10% in the solution of pH 6.5. In these calculations, the acidic form phenol red in the simulated trajectories was substituted by the basic form and the binding free energy was calculated using the MM-GBSA method (49
). In comparison, the basic form has a weaker binding free energy (11.3 kcal/mol) than (13.2 kcal/mol) acidic form (Table 3). The difference came from the unfavorable electrostatic part (
2 kcal/mol) of the binding free energy, indicating negative charge of the basic form does not enhance the binding to the hydrophobic peptide. We like to note that although the MM-GBSA calculations may overestimate the absolute binding free energy due to the missing terms (e.g., conformational entropy change of the solute upon binding) and underestimate the desolvation free energy, they usually give a reasonable qualitative estimate on the relative binding free energy when two similar ligands are compared (50
).
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We shall note that the proposed interaction mechanism of phenol red deviates somewhat from the initial motivation of Gazit and co-workers (14
), who targeted the aromatic Phe side chains as the primary binding sites. However, in addition to the aromaticity, Phe side chains are also very hydrophobic. Thus, our results are complementary to the experimental findings. Here, our simulation suggests that phenol red also targets to the hydrophobic nature of Phe. In addition, it is interesting that phenol red did not bind along the hydrogen bond direction, indicating interaction at the ß-sheet extension side is not the primary mechanism.
Further enhancement in binding affinity may be contemplated by improving solubility of the aggregates and by enhancing the interactions with the side chains. Along this line, we substituted the phenol rings of the phenol red with the benzene rings to enhance their interactions with the peptide side chains (Fig. 4 C). Removal of the polar hydroxyl groups is expected to directly enhance the hydrophobicity of the two aromatic rings and to indirectly make it easier for the sulfone group to solvate in water. As a result, this new compound may have a higher binding affinity to the amyloid protofibrils. Indeed, the binding free energy of this new compound to the protofibrils was enhanced by 0.9 kcal/mol, as estimated by the GBSA free energy calculation (Table 3) with less favorable (5.0 kcal/mol) solvation. This compound is commercially available with Chemical Abstract registry number 15448-98-3. Its solubility in water is reported by AsInEx (5 Gabrichevskogo St., Bldg. 8, Moscow, 125367) as 113.0764 mg/L, which is slightly lower than that of phenol red (140.1104 mg/L). Taken together, this new compound may have higher potency to inhibit the amyloid aggregation, fibril formation, and cytotoxicity.
| CONCLUSION |
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0.9 kcal/mol as calculated using the GBSA method. | SUPPLEMENTARY MATERIAL |
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| ACKNOWLEDGEMENTS |
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This work was supported by research grants from the National Institutes of Health (GM64458 and GM67168 to Y.D.).
Submitted on February 20, 2006; accepted for publication August 9, 2006.
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