论文标题

纳米颗粒合奏的对流扩散耦合的时间依赖性

Time dependence of advection-diffusion coupling for nanoparticle ensembles

论文作者

Vilquin, Alexandre, Bertin, Vincent, Soulard, Pierre, Guyard, Gabriel, Raphaël, Elie, Restagno, Frederic, Salez, Thomas, Mcgraw, Joshua

论文摘要

与纯扩散相比,对流扩散耦合可以通过数量级来增强粒子和溶质分散,并且对于诸如纳米孔或血管等狭窄的流动区域,达到稳态。在这里,通过使用淡淡的波显微镜,我们首次测量了泰勒分散剂的完整动力学,突出了初始浓度曲线的关键作用。我们进行时间依赖性的,纳米法分辨的粒子分散测量,以改变纳米颗粒大小,速度梯度和粘度近距表面流的粘度。这样的分辨率允许对完整的动力学方法进行衡量,并跨越稳态,从而揭示了主曲线的家族。值得注意的是,我们的结果表明,动力学敏感地取决于纳米颗粒的初始空间分布。这些观察结果与本文进行的现有分析模型和数值模拟符合定量一致。我们预计,我们的研究将是观察和建模纳米级更复杂情况的第一步,例如纳米构成流中的目标发现和化学反应,动态吸附和捕获问题以及纳米级药物输送系统。

Advection-diffusion coupling can enhance particle and solute dispersion by orders of magnitude as compared to pure diffusion, with a steady state being reached for confined flow regions such as a nanopore or blood vessel. Here, by using evanescent wave microscopy, we measure for the first time the full dynamics of Taylor dispersion, highlighting the crucial role of the initial concentration profile. We make time-dependent, nanometrically-resolved particle dispersion measurements varying nanoparticle size, velocity gradient, and viscosity in sub-micrometric near-surface flows. Such resolution permits a measure of the full dynamical approach and crossover into the steady state, revealing a family of master curves. Remarkably, our results show that the dynamics depend sensitively on the initial spatial distribution of the nanoparticles. These observations are in quantitative agreement with existing analytical models and numerical simulations performed herein. We anticipate that our study will be a first step toward observing and modelling more complex situations at the nanoscale, such as target finding and chemical reactions in nanoconfined flows, dynamical adsorption and capture problems, as well as nanoscale drug delivery systems.

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