2020
DOI: 10.1126/science.aaz7949
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Emergence of complexity in hierarchically organized chiral particles

Abstract: The structural complexity of composite biomaterials and biomineralized particles arises from the hierarchical ordering of inorganic building blocks over multiple scales. Although empirical observations of complex nanoassemblies are abundant, the physicochemical mechanisms leading to their geometrical complexity are still puzzling, especially for nonuniformly sized components. We report the self-assembly of hierarchically organized particles (HOPs) from polydisperse gold thiolate nanoplatelets with cysteine sur… Show more

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Cited by 234 publications
(265 citation statements)
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“…[ 13–20 ] This multiscale assembly of atomically precise ultrasmall particles provides a reliable platform for the bottom‐up construction of artificial functional materials across all scales, which is an intrinsic requirement for manifesting universal functionality in nature and life. [ 21–23 ] In addition, it also enables the assembly to have imposed stability, collective (and often synergistic) functionality, and expected processability, thereby increasing their acceptance in various fields of practical applications. [ 22 ]…”
Section: Figurementioning
confidence: 99%
“…[ 13–20 ] This multiscale assembly of atomically precise ultrasmall particles provides a reliable platform for the bottom‐up construction of artificial functional materials across all scales, which is an intrinsic requirement for manifesting universal functionality in nature and life. [ 21–23 ] In addition, it also enables the assembly to have imposed stability, collective (and often synergistic) functionality, and expected processability, thereby increasing their acceptance in various fields of practical applications. [ 22 ]…”
Section: Figurementioning
confidence: 99%
“…Note that GT descriptions of other materials, where inorganic nanoparticles (NPs) serve as nodes and edges are formed from the organic interfaces or filaments between them, ki = 2 can be quite common when describing the formation of NP chains. 54 The density (ρ) of a graph is a ratio of the number of edges in network to the number of Parameter Formula (n = # of nodes, e = # of edges, i = pertaining to node i)…”
Section: Gt Parameter Calculationmentioning
confidence: 99%
“…Despite the synthetic simplicity of this approach, exceptionally complex structures can be produced following the self‐limited mechanism when the competition of several restrictions takes place. [ 6,7 ]…”
Section: Introductionmentioning
confidence: 99%