2014
DOI: 10.1039/c4sm00749b
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Ripple structures of mixed homopolymer brushes grafted on cylindrical surfaces: controlling the orientation of the pattern by attuning the substrate curvatures

Abstract: We employed the strong segregation theory (SST) to study the phase structures of mixed homopolymer brushes grafted on cylindrical surfaces. We considered a simplified case in which two incompatible homopolymers have the same chain length and grafting density. Under these conditions, micro-phase separation in the brush may result in either ripple or helix structures. By comparing the free energy of the possible candidate structures, we found that the helix structure is never the most stable one, while the stabi… Show more

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Cited by 8 publications
(5 citation statements)
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“…Finally, the geometry of the surface can have a profound effect on polymer chain conformations and, hence, the favored MPB morphology. Examples include nanoparticles (NPs) [101,157], cylindrical [158], nanorod [159,160], and nanopore [160] surfaces for which a rich variety of phase separated brush structures was predicted. Compared to planar surfaces, curvature or aspect ratio as additional parameters influence MPB phase segregation.…”
Section: Theoretical Discussionmentioning
confidence: 99%
“…Finally, the geometry of the surface can have a profound effect on polymer chain conformations and, hence, the favored MPB morphology. Examples include nanoparticles (NPs) [101,157], cylindrical [158], nanorod [159,160], and nanopore [160] surfaces for which a rich variety of phase separated brush structures was predicted. Compared to planar surfaces, curvature or aspect ratio as additional parameters influence MPB phase segregation.…”
Section: Theoretical Discussionmentioning
confidence: 99%
“…Their results suggest a new method to manipulate nanoparticles with precisely controlled numbers and locations of active sites. Recently, by incorporating the “masking” technique into the SCFT, we systematically investigated the morphology of isolated binary hairy nanoparticles. Our method to solve the SCFT equations on a spherical surface in a simple Cartesian coordinate system utilizes the efficient and highly accurate pseudospectral method . Meanwhile, Zhao and Zhu carried out a series of experiments to study the microphase structures of mixed poly­( tert -butyl acrylate) (P t BA)/polystyrene (PS) brushes grafted on a silica particle.…”
mentioning
confidence: 99%
“…Another open question is the role of the NP shape in phase separation in mixed polymer ligands. More specifically, to the best of our knowledge, the effect of the local surface curvature of nonspherical NPs on polymer phase separation was explored only theoretically. , In particular, for nanorods (NRs) capped with mixed polymer brushes, ring- , and helix-shaped patterns were predicted in which polymers were separated into either alternating rings that were perpendicular to the long NR axis or two adjacent helices continuously wrapping the NR surface. The total free energies of the polymer-capped NRs (calculated as the sum of the interaction energy and the stretching energy of the two polymers) were almost the same for the ring- and helix-shaped patterns …”
Section: Introductionmentioning
confidence: 99%
“…The total free energies of the polymer-capped NRs (calculated as the sum of the interaction energy and the stretching energy of the two polymers) were almost the same for the ring-and helix-shaped patterns. 34 In the present work, we focused on the nanopatterning of gold nanorods (AuNRs) by the phase separation of end-grafted polystyrene (PS) and poly(ethylene glycol) (PEG) ligands in a good solvent (gold nanospheres, AuNSs, were used as a control system). By varying the PS-to-PEG molar ratio in the feed solution using AuNR functionalization, we generated different surface patterns that were visualized as a uniform PS shell, a nonuniform PS shell, multiple random PS patches, and, most interestingly, a helicoidal pattern of PS patches wrapping around the AuNRs.…”
Section: ■ Introductionmentioning
confidence: 99%