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Electrophoresis of a Particle at an Arbitrary Surface Potential and Double Layer Thickness: Importance of Nonuniformly Charged Conditions

机译:任意表面电势和双层厚度下的颗粒电泳:非均匀带电条件的重要性

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摘要

Recent advances in material science and technology yield not only various kindsnof nano- and sub-micro-scaled particles but also particles of various charged conditions such asnJanus particles. The characterization of these particles can be challenging because conventionalnelectrophoresis theory is usually based on drastic assumptions that are unable to realisticallyndescribe the actual situation. In this study, the influence of the nonuniform charged conditionsnon the surface of a particle at an arbitrary level of surface potential and double layer thickness onnits electrophoretic behavior is investigated for the first time in the literature taking account of theneffect of double-layer polarization. Several important results are observed. For instance, for thensame averaged surface potential, the mobility of a nonuniformly charged particle is generallynsmaller than that of a uniformly charged particle, and the difference between the two dependsnupon the thickness of double layer. This implies that using the conventional electrophoresisntheory may result in appreciable deviation, which can be on the order of ca. 20%. In addition, thennonuniform surface charge can yield double vortex in the vicinity of a particle by breakingnthe symmetric of the flow field, which has potential applications in mixing and/or regulating thenmedium confined in a submicrometer-sized space, where conventional mixing devices are inapplicable.
机译:材料科学和技术的最新进展不仅产生了各种纳米级和亚微米级的粒子,而且还产生了各种带电条件的粒子,例如nJanus粒子。这些颗粒的表征可能具有挑战性,因为常规电泳理论通常基于无法真实描述实际情况的严格假设。在这项研究中,在文献中首次考虑了双层极化的随后效应,研究了非均匀带电条件,颗粒表面在任意水平的表面电势和双层厚度下对尼特电泳行为的影响。观察到一些重要结果。例如,对于相同的平均表面电势,非均匀带电粒子的迁移率通常小于均匀带电粒子的迁移率,并且两者之间的差取决于双层的厚度。这意味着使用常规电泳理论可能会导致明显的偏差,偏差可能约为ca。 20%。另外,然后不均匀的表面电荷可通过破坏流场的对称性而在颗粒附近产生双涡旋,这在混合和/或调节被限制在亚微米尺寸的空间中的介质中具有潜在的应用,而常规的混合装置则不适用。

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  • 来源
    《Langmuir》 |2012年第5期|2997-3004|共8页
  • 作者单位

    Department of Chemical Engineering National Taiwan University Taipei Taiwan 10617;

    Department of Mathematics Tamkang University Tamsui Taipei Taiwan 25137;

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  • 正文语种 eng
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