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. 2002 Oct 29;99(22):14126-31.
doi: 10.1073/pnas.212206899. Epub 2002 Oct 21.

Stabilities and conformations of Alzheimer's beta -amyloid peptide oligomers (Abeta 16-22, Abeta 16-35, and Abeta 10-35): Sequence effects

Affiliations

Stabilities and conformations of Alzheimer's beta -amyloid peptide oligomers (Abeta 16-22, Abeta 16-35, and Abeta 10-35): Sequence effects

Buyong Ma et al. Proc Natl Acad Sci U S A. .

Abstract

Previously, we have studied the minimal oligomer size of an aggregate amyloid seed and the mechanism of seed growth with a multilayer beta-sheet model. Under high temperature simulation conditions, our approach can test the stability of possible amyloid forms. Here, we report our study of oligomers of Alzheimer's amyloid beta-peptide (Abeta) fragments 16-22, 16-35, and 10-35 (abbreviated Abeta(16-22), Abeta(16-35), and Abeta(10-35), respectively). Our simulations indicate that an antiparallel beta-sheet orientation is the most stable for the Abeta(16-22), in agreement with a solid state NMR-based model [Balbach, J. J., Ishii, Y., Antzutkin, O. N., Leapman, R. D., Rizzo, N. W., et al. (2000) Biochemistry 39, 13748-13759]. A model with twenty-four Abeta(16-22) strands indicates a highly twisted fibril. Whereas the short Abeta(16-22) and Abeta(24-36) may exist in fully extended form, the linear parallel beta-sheets for Abeta(16-35) appear impossible, mainly because of the polar region in the middle of the 16-35 sequence. However, a bent double-layered hairpin-like structure (called hook) with the polar region at the turn forms parallel beta-sheets with higher stability. An intra-strand salt-bridge (D23-K28) stabilizes the bent hairpin-like hook structure. The bent double-beta-sheet model for the Abeta(10-35) similarly offers oligomer stability.

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Figures

Fig 1.
Fig 1.
Simulation of the peptide 16–22 fragment. Starting conformation and β-sheet orientations.
Fig 2.
Fig 2.
(A) rmsds of trajectories compared with the starting conformation. (B) Trajectories of the potential energies in simulations of the Antiparallel 1, Antiparallel 2, and Parallel 3 models. (C) Radial (distance) distribution functions of salt bridges in the octamers simulated. The distances between the nitrogen (Lys-16) and carboxylate carbon (Glu-22) are monitored.
Fig 3.
Fig 3.
Snapshots from the simulations of Aβ16–22 fragment oligomers. (A) Parallel 2 model at 1.1 ns. (B) Parallel 3 model at 3 ns, run 2. Only one layer is shown for clarity. (C) Antiparallel 2 model at 4.2 ns, run 2. (D and E) The equilibrated structure of Antiparallel 3 24-mer at 2.5 ns. (D) A view perpendicular to the fibril axis. Backbone atoms are shown in color and Phe are shown in yellow. Other side chains are omitted for clarity. (E) A view along the fibril axis of the simulated structure. Only backbone atoms are shown for clarity.
Fig 4.
Fig 4.
Radial (distance) distribution functions for the Cα-Cα and C(formula imageO)… C(formula imageO) separations in the β-sheet oligomers of (A) octamer Antiparallel 2 model. (B) 24-mer of antiparallel sheets.
Fig 5.
Fig 5.
An illustration of the β-strand arrangements in the octameric models considered for the peptide 16–35 fragment. (AD) Parallel β-sheet models with linear β-strands. (E) Parallel β-sheet with a bent hairpin-like hook conformation.
Fig 6.
Fig 6.
Trajectories of the simulations of Aβ16–35 fragment octamers.
Fig 7.
Fig 7.
An illustration of the β-strand arrangements in the octameric models considered for the Aβ10–35 fragment with a parallel β-sheet with bent hairpin-like hook conformation.
Fig 8.
Fig 8.
(A and B) Trajectories of the simulations of Aβ10–35 fragment octamers. (C) Radial (distance) distribution functions of salt bridges in the octamers simulated. The distances between the nitrogen (Lys-28) and carboxylate carbon (Asp-23) are monitored. (D and E) Radial (distance) distribution functions for the Cα-Cα and C(formula imageO)… C(formula imageO) separations in the bent β-sheet oligomers.

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