48 research outputs found
Stability of a Recently Found Triple-β-Stranded Aβ1–42 Fibril Motif
Amyloid-β
peptides form polymorphous amyloid fibrils are
correlated with the pathogenesis of Alzheimer’s disease. Recently,
a new ssNMR high-resolution structure has been reported for wild-type
Aβ1–42 fibrils that is characterized by a strand-turn-strand-turn-strand
motif instead of the U-shape form seen in previously known wild-type
Aβ-fibril structures. Analyzing molecular dynamics simulations
we comment on the relative weight of the new fibril structure and
present evidence that its stability depends on hydrophobic contacts
involving the C-terminal residues I41 and A42, but not on the salt
bridge K28–A42. We further argue that Aβ1–42 peptides
with this structure may assemble in fibrils with a 2-fold packing
symmetry and discuss two possible arrangements
Cluster Size and Quinary Structure Determine the Rheological Effects of Antibody Self-Association at High Concentrations
The
question of how nonspecific reversible intermolecular protein
interactions affect solution rheology at high concentrations is fundamentally
rooted in the translation of nanometer-scale interactions into macroscopic
properties. Well-defined solutions of purified monoclonal antibodies
(mAbs) provide a useful system with which to investigate the manifold
intricacies of weak protein interactions at high concentrations. Recently,
characterization of self-associating IgG1 antibody (mAb2) solutions
has established the direct role of protein clusters on concentrated
mAb rheology. Expanding on our earlier work with three additional
mAbs (mAb1, mAb3, and mAb4), the observed concentration-dependent
static light scattering and rheological data present a substantially
more complex relationship between protein interactions and solution
viscosity at high concentrations. The four mAb systems exhibited divergent
correlations between cluster formation (size) and concentrated solution
viscosities dependent on mAb primary sequence and solution conditions.
To address this challenge, well-established features of colloidal
cluster phenomena could be applied as a framework for interpreting
our observations. The initial stages of mAb cluster formation were
investigated with small-angle X-ray scattering (SAXS) and ensemble-optimized
fit methods, to uncover shifts in the dimer structure populations
which are produced by changes in mAb interaction modes and association
valence under the different solution conditions. Analysis of mAb average
cluster number and effective hydrodynamic radii at high concentrations
revealed cluster architectures can have a wide range of fractal dimensions.
Collectively, the static light scattering, SAXS, and rheological characterization
demonstrate that nonspecific and anisotropic attractive intermolecular
interactions produce antibody clusters with different quinary structures
to regulate the rheological properties of concentrated mAb solutions
Two round 4-pixel Feistel structure of [33].
<p>Two round 4-pixel Feistel structure of [<a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0165937#pone.0165937.ref033" target="_blank">33</a>].</p
Vertical correlation of two adjacent pixel of all-zero’s cipher.
<p>Vertical correlation of two adjacent pixel of all-zero’s cipher.</p
Results of Lena, all-zero image, white, flower and mountain.
<p>(a) Plain image Lena; (b) Encrypted image of Lena; (c) Recovered image of Lena; (d) all-zero image; (e)Encrypted image of all-zero image; (f)Recovered image of all-zero image; (g) Plain image white; (h) Encrypted image of white; (i) Recovered image of white; (j) Plain image flower; (k) Encrypted image of flower; (l) Recovered image of flower; (m) Plain image mountain; (n) Encrypted image of mountain; (o) Recovered image of mountain.</p
Horizontal correlation of two adjacent pixel of Lena’s cipher.
<p>Horizontal correlation of two adjacent pixel of Lena’s cipher.</p
First iteration of dependent encryption using original 4-pixel Feistel structure.
<p>First iteration of dependent encryption using original 4-pixel Feistel structure.</p