2014
DOI: 10.1039/c3nr06438g
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Nanometer precise adjustment of the silver shell thickness during automated Au–Ag core–shell nanoparticle synthesis in micro fluid segment sequences

Abstract: In this work, a wet-chemical synthesis method for gold-silver core-shell particles with nanometer precise adjustable silver shell thicknesses is presented. Typically wet-chemical syntheses lead to relatively large diameter size distributions and losses in the yield of the desired particle structure due to thermodynamical effects. With the here explained synthesis method in micro fluidic segment sequences, a combinatorial in situ parameter screening of the reactant concentration ratios by programmed flow rate s… Show more

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Cited by 36 publications
(27 citation statements)
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“…It has already been established that when the shell thickness of Ag NPs become greater than 4.5 nm, then no marked plasmonic contribution is expected from the Au core. The shape of the spectrum corresponds to increasing shell thickness more than to the spectral characteristics of the mono metal [34].…”
Section: Tem and Saed Analysismentioning
confidence: 95%
“…It has already been established that when the shell thickness of Ag NPs become greater than 4.5 nm, then no marked plasmonic contribution is expected from the Au core. The shape of the spectrum corresponds to increasing shell thickness more than to the spectral characteristics of the mono metal [34].…”
Section: Tem and Saed Analysismentioning
confidence: 95%
“…15 There is growing interest in AgNPs with Au cores (Ag Au NPs) due to the ability to tune or optimize their optical and catalytic behaviors. 16,17 Both Ag and Au-Ag core-shell particles are available commercially. 18 Nanoparticles, transformed nanoparticles, and Ag dissolved from the particles have each been associated with biological effects.…”
Section: Introductionmentioning
confidence: 99%
“…The capillary number relates to the droplet diameter so that at higher capillary numbers smaller droplets are formed (eqn (5)). 42 (5) Here, r refers to the droplet radius and ε to the shear rate. In the demonstrated devices, a gradient in the velocity field (=shear rate) induces shear stress on the water expelled by the hydrogels.…”
Section: Device Simulationsmentioning
confidence: 99%