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Cited by 108 publications
(97 citation statements)
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References 407 publications
(587 reference statements)
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“…In subsequent stages of the trajectory, these clusters grow similarly and ions tend to re-organize, suggesting that the system evolves towards poly-organized HAp. This multi-nucleation behaviour is fully consistent with previous studies devoted to investigating HAp crystal growth 28 and differs from that displayed in Fig. 1, which shows the preferential nucleation around the DNA template.…”
Section: Computational Designsupporting
confidence: 91%
“…The underlying source of these differences is undoubtedly the unique adsorption behavior of polypeptides at surfaces (16). Polypeptide binding to an oppositely charged surface requires crossing a series of kinetic barriers, such as displacement of shielding counterions, configurational relaxation of the polymer, and coordination with oppositely charged sites on the crystal to reach the final collapsed state in which the polypeptide residues form specific bonds to lattice sites (16).…”
mentioning
confidence: 99%
“…Polypeptide binding to an oppositely charged surface requires crossing a series of kinetic barriers, such as displacement of shielding counterions, configurational relaxation of the polymer, and coordination with oppositely charged sites on the crystal to reach the final collapsed state in which the polypeptide residues form specific bonds to lattice sites (16). In contrast, at like-charged surfaces, polypeptide solutions containing di-and trivalent counterions exhibit fluctuating polarizations that can diminish the double-layer repulsion between like-charged objects, allowing the van der Waals attraction to dominate (16,17). This effect can lead to polypeptide clustering (dictated by the balance of enthalpic gain and entropic cost of aggregation) as well as nonspecific binding to the surface.…”
mentioning
confidence: 99%
“…1,4,55 It is, however, understood that usage of the bulk value ∆µ = ∆µ coex as the driving force to nucleation may be unsuitable for the description of the microscopic particle attachment process. 56 An alternative value ∆µ fit ( β, f ) can be obtained via a two parameter fit of Eq. (14), allowing the appropriate value of ∆µ to be determined by the microscopic dynamics of the system.…”
Section: E Choice Of ∆µmentioning
confidence: 99%
“…Young's moduli, molar ratio of shell constituents, viscosity, osmolarity, crystalinity, topography and other read-outs are frequently changing on different length scales. Computational methods are currently developed for a number of biomineralization proteins and their interactions with mineral phases [189]. As outlined in Fig.…”
Section: Experimental Tools For Studying Mollusc Chitin Synthasesmentioning
confidence: 99%