淡江大學機構典藏:Item 987654321/58726
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    Title: Electrophoresis of a Membrane-Coated Cylindrical Particle Positioned Eccentrically along the Axis of a Narrow Cylindrical Pore
    Authors: Yeh, Li-Hsien;Hsu, Jyh-Ping;Tseng, Shiojenn
    Contributors: 淡江大學數學學系
    Keywords: Bio-colloids;Cylindrical particles;Cylindrical Pores;Double layers;Electrophoretic behavior;Experimental data;Finite cylindrical;Membrane layers;Polymer layers;Theoretical basis;Two-dimensional problem;Aspect ratio;Biochemistry;Electrochemistry;Electrophoretic mobility
    Date: 2010-10
    Issue Date: 2013-06-13 11:26:00 (UTC+8)
    Publisher: Washington, DC: American Chemical Society
    Abstract: Although theoretical analyses on electrophoresis are ample in the literature, most of them focused on the one- or two-dimensional problems for a simpler treatment; available results for the three-dimensional case, which may be closer to reality, are extremely limited. The electrophoresis of a soft, finite cylindrical particle positioned eccentrically along the axis of a narrow cylindrical pore is modeled in this study. The type of particle considered is capable of mimicking a wide class of nonrigid entities such as biocolloids and particles covered by an artificial polymer layer in practice. The electrophoretic behaviors of the particle under various conditions are simulated. We show that if the membrane layer of a particle is charged, then its electrophoretic behavior depends largely on its aspect ratio, eccentricity, and relative size, the thickness of double layer, and the thickness of the membrane layer, which might not be the case if that layer is uncharged. In addition, the electrophoretic mobility of a particle in the former may not increase with increasing thickness of the membrane layer, which has not been reported previously. The results gathered provide the theoretical basis for both the design of an electrophoresis apparatus and the interpretation of experimental data.
    Relation: Journal of Physical Chemistry C 114(39), pp.16576-16587
    DOI: 10.1021/jp105572a
    Appears in Collections:[Graduate Institute & Department of Mathematics] Journal Article

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