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Deformation and osmotic swelling of an elastic membrane capsule in Stokes flows by the immersed interface method

机译:浸入式界面法使斯托克斯弹性膜胶囊的变形和渗透溶胀

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摘要

Although permeable and deformable capsules are found in many applications in biological and industrial systems, studies on computational modeling of these capsules are still rather lacking. In this work, the osmotic swelling of a deforming capsule immersed in a diluted binary solution of a non-electrolyte solute under Stokes flows is simulated using the immersed interface method (IIM). The approximate jump conditions for solute concentration are calculated with the use of the Kedem–Katchalsky relations. The capsule membrane is considered to be either semi-permeable or fully permeable, and the material of capsule membrane is assumed to be Neo-Hookean. The employed properties of fluid and membrane lie in the range of a typical biological system. The numerical validation tests indicate that the present calculation procedure has achieved good accuracy in modeling the swelling and deformation of permeable capsules. The capsule swelling (with mass transfer across the membrane) and deformation are tested for different solute concentration fields and membrane permeability properties. Our numerical investigations show that the initial solute concentration field and the membrane permeability properties have much influence on the swelling/deformation of a permeable capsule under Stokes flows.
机译:尽管在生物和工业系统中的许多应用中发现了可渗透和可变形的胶囊,但是仍然缺乏关于这些胶囊的计算模型的研究。在这项工作中,使用浸入界面法(IIM)模拟了变形胶囊在斯托克斯流下浸入非电解质溶质稀释二元溶液中的渗透溶胀。使用Kedem-Katchalsky关系来计算溶质浓度的近似跳跃条件。胶囊膜被认为是半渗透性的或完全渗透的,并且胶囊膜的材料被认为是新胡克式的。流体和膜的使用性质在典型的生物系统的范围内。数值验证测试表明,目前的计算程序在对可渗透胶囊的溶胀和变形进行建模时已经取得了良好的准确性。针对不同的溶质浓度场和膜渗透性,测试了囊肿(通过膜的质量传递)和变形。我们的数值研究表明,在斯托克斯流作用下,初始溶质浓度场和膜的渗透性对渗透胶囊的溶胀/变形有很大的影响。

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