2020
DOI: 10.1021/acs.nanolett.9b04347
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From Chains to Monolayers: Nanoparticle Assembly Driven by Smectic Topological Defects

Abstract: In this article, we show how advanced hierarchical structures of topological defects in the so-called smectic oily streaks can be used to sequentially transfer their geometrical features to gold nanospheres. We use two kinds of topological defects, 1D dislocations and 2D ribbon-like topological defects. The large trapping efficiency of the smectic dislocation cores not only surpasses that of the elastically distorted zones around the cores but also the one of the 2D ribbon-like topological defect. This enables… Show more

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Cited by 21 publications
(30 citation statements)
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“…Driven by advances in surface control, there has been considerable renewed interest in exploiting the ability of smectics to repeatably self-assemble over device length scales by using surface patterning [7,8], topographical features such as grooves [9][10][11][12] or posts [13,14], confinement in droplets [15][16][17], or curved surfaces more generally [18], to produce emergent patterns [19,20] that are optically active as lenses, gratings [21], photonic crystals [20], or lithographic templates [22]. Moreover, defect structures in the texture act to efficiently trap dispersed microparticles or nanoparticles, making smectics useful for hierarchical [23][24][25] or synergistic [26] assembly processes that could potentially be adopted for metamaterial, sensor, or solar cell production. Since many of the remarkable properties of smectics arise because of the geometric and topological consequences of layering, they form a paradigmatic model system to understand geometric frustration in other lamellar phases such as block copolymers [27,28], membranes, and vesicles [29,30].…”
mentioning
confidence: 99%
“…Driven by advances in surface control, there has been considerable renewed interest in exploiting the ability of smectics to repeatably self-assemble over device length scales by using surface patterning [7,8], topographical features such as grooves [9][10][11][12] or posts [13,14], confinement in droplets [15][16][17], or curved surfaces more generally [18], to produce emergent patterns [19,20] that are optically active as lenses, gratings [21], photonic crystals [20], or lithographic templates [22]. Moreover, defect structures in the texture act to efficiently trap dispersed microparticles or nanoparticles, making smectics useful for hierarchical [23][24][25] or synergistic [26] assembly processes that could potentially be adopted for metamaterial, sensor, or solar cell production. Since many of the remarkable properties of smectics arise because of the geometric and topological consequences of layering, they form a paradigmatic model system to understand geometric frustration in other lamellar phases such as block copolymers [27,28], membranes, and vesicles [29,30].…”
mentioning
confidence: 99%
“…Overall, the new approach we report may provide a means to increment electric reversibility and dynamic adjustability to the latest features emerging from assemblies of SmA defect patterns. [ 3,6,7,9,16,18,19,21 ]…”
Section: Resultsmentioning
confidence: 99%
“…As recently reported in defect‐free SmA LCs, [ 35,36 ] our work also raises the question regarding the morphology of the polymer network as a function of the type of SmA defect pattern and polymerization conditions (UV dose, curing temperature, monomer and photoinitiator concentrations), and its influence on the performances of the resulting composites. We hence anticipate that our findings will pave the way to the design of new voltage responsive LC‐based composite and hybrid nanostructured materials, [ 3,6,7,9,18,21 ] with advanced properties that are of topical relevance in materials science.…”
Section: Discussionmentioning
confidence: 96%
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“…The inter-NP spacing in the hexagonal network has been measured on rubbed PVA surface (without a LC) by combined spectrophotometric measurements and synchrotron Grazing Incidence X-ray Scattering (GISAXS). It is equal to 1.9 nm 20,[30][31][32] . If we analyze the red-shift of the plasmonic absorption of Figure 4 using the dipolar approximation (see "Materials and methods"), we find that the inter-NP gap decreases from 1.9 nm without LC 20,30-32 to 1.1nm on top of PSNLC, leading to a shortening of 0.8 nm.…”
Section: Discussionmentioning
confidence: 99%