2011
DOI: 10.1002/polb.22340
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Modeling highly branched structures: Description of the solution structures of dendrimers, polyglycerol, and glycogen

Abstract: We show that Random Branching Theory (RBT) accurately describes the structures of various synthetic and natural highly branched polymers in solution. We test the theory against data taken from the literature, including radii of gyration of glycogen, hyperbranched polyglycerols, and polyamidoamine dendrimers and the small‐angle X‐ray scattering profiles of these same dendrimers. In particular, all these polymers can be described adequately by sequentially branching units, packed together in a random close packi… Show more

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Cited by 7 publications
(11 citation statements)
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“…These included highly simplified inclusion of the enzyme kinetics, of which the understanding has significantly advanced in the intervening decades, and limited account of chain self-avoidance. A reverse Monte-Carlo simulation approach [23] had limitations in the problem of self-avoidance, and was such that the enzyme kinetics were assumed in the model by using actual CLDs (this has led to a useful model for randomly-branched polymers and for interpreting some types of experimental data [24][25][26]). These simulations did not take into account effects such as restricted access to an enzyme in a particular region due to the enzyme being unable to fit into the available space.…”
Section: Accepted Manuscriptmentioning
confidence: 99%
“…These included highly simplified inclusion of the enzyme kinetics, of which the understanding has significantly advanced in the intervening decades, and limited account of chain self-avoidance. A reverse Monte-Carlo simulation approach [23] had limitations in the problem of self-avoidance, and was such that the enzyme kinetics were assumed in the model by using actual CLDs (this has led to a useful model for randomly-branched polymers and for interpreting some types of experimental data [24][25][26]). These simulations did not take into account effects such as restricted access to an enzyme in a particular region due to the enzyme being unable to fit into the available space.…”
Section: Accepted Manuscriptmentioning
confidence: 99%
“…However, recent small‐angle X‐ray scattering data of glycogen β‐particles have allowed the application of robust polymer branching models that describe the evolution of branching as a function of particle radius. This has shown that glycogen β‐particles are best described as randomly hyperbranched polymer particles, rather than fractal structures, with a radius of gyration that scales with the logarithm of the molecular weight (i.e., R g ≈ log M ) . This has recently been complemented by Monte Carlo simulations that suggest that glycogen particles have a higher density toward the core of the particles than at the periphery (Figure F) .…”
Section: Structure and Physicochemical Properties Of Glycogen Nanoparmentioning
confidence: 91%
“…Filippov et al [21] reported a variety of experiments on functionalised commercial oyster glycogen which included some SAXS, though the particles were found to be aggregated. Obtaining SAXS data for glycogen β-particles will allow the test of a structure theory, such as Konkolewicz et al's [22] RBT model. Konkolewicz et al [22] successfully demonstrated the application of RBT to SAXS data of dendrimers, therefore such application on glycogen would provide a direct test of internal structure as to whether the branching is fractal or randomly branched.…”
Section: Introductionmentioning
confidence: 99%